diff --git a/eregion/configs/__init__.py b/eregion/configs/__init__.py
index e69de29..d085c3a 100644
--- a/eregion/configs/__init__.py
+++ b/eregion/configs/__init__.py
@@ -0,0 +1 @@
+from .config import *
\ No newline at end of file
diff --git a/eregion/configs/config.py b/eregion/configs/config.py
index 47cbe2d..84a835d 100644
--- a/eregion/configs/config.py
+++ b/eregion/configs/config.py
@@ -1,6 +1,6 @@
from abc import ABC, abstractmethod
import yaml
-from utils.misc_utils import configure_logger
+from utils import configure_logger
# A yaml constructor for slice objects
def slice_constructor(loader, node):
@@ -16,6 +16,14 @@ def slice_constructor(loader, node):
start, stop, step = values
case _:
raise ValueError("Invalid number of arguments for slice.")
+
+ if step is None:
+ if start > stop:
+ step = -1
+ else:
+ step = 1
+ if stop == -1:
+ stop = None
return slice(start, stop, step)
yaml.add_constructor('!slice', slice_constructor)
diff --git a/eregion/configs/detectors/basic_ccd.yaml b/eregion/configs/detectors/basic_ccd.yaml
index ae91744..7441de9 100644
--- a/eregion/configs/detectors/basic_ccd.yaml
+++ b/eregion/configs/detectors/basic_ccd.yaml
@@ -1,19 +1,22 @@
-## Config file for creating instances of an image class (here DetImage) for a basic CCD detector
-## The DetImage instance contains the outputs from a "single" detector.
-## The "image" can be stored in one FITS file with one extension that has all the detectors/outputs,
-## OR in multiple FITS extensions, one per detector/output, OR in multiple FITS files, one per detector/output.
-## The config structure should describe how to load one FITS file.
+## Config file for creating instances of DetImage image class for a basic CCD detector
+## The DetImage instance is designed to contain the outputs of a SINGLE detector (not mosaic).
+## The flexibility provided by YAML allows instantiating image(s) from one FITS file with one extension that has all the detectors/outputs,
+## OR from multiple FITS extensions, one per detector/output, OR from multiple FITS files, one per detector/output.
+## The config structure should describe what's contained per FITS file.
+
+## The following example describes a single CCD detector with two outputs (channels) that are read out from the same FITS extension.
+## The data for each output is defined by a slice of the FITS extension (ext_slice), and the location of that data in the full DetImage data array is also defined by a slice (data_slice).
---
description: Basic single CCD detector, one channel
detector_type: CCD # (specify the type of detector, e.g., CCD, CMOS, H2RG, etc.)
-detector_output_class: CCDOutput
+detector_output_class: CCDOutput # (use the correct class here for the detector output type)
-# List of class objects, each containing a list of outputs.
+# List of Output class objects, each containing a list of outputs.
# An output is described by the FITS file it is in, the extension in that file, and the slices that define its data.
objects:
- name: 'det_1'
class: DetImage
- filename_format: '*.fits*' # Use wildcard to indicate the filename
+ filename_format: '*.fits*' # Use wildcard to pattern match filename if needed
properties:
x_size: 2048
y_size: 4096
@@ -22,27 +25,27 @@ objects:
outputs:
- id: 'chan_1'
ext_id: 1 # FITS extension ID
- ext_slice: [!slice [0, 4096], !slice [0, 1024]] # Slice of the ext_id that has the data for this output
- data_slice: [!slice [0, 4096], !slice [0, 1024]] # Slice of the full DetImage data array where this output's data will go
- serial_prescan: !slice [0, 0]
- serial_overscan: !slice [1024, 1024]
- parallel_prescan: !slice [0, 0]
- parallel_overscan: !slice [4096, 4096]
+ ext_slice: [!slice [0, 4096], !slice [0, 1024]] # Slice of the ext_id that has the data for this output (left half)
+ data_slice: [!slice [0, 4096], !slice [0, 1024]] # Slice of the full DetImage data array where this output's data will go (left half)
+ serial_prescan: !slice [0, 20] # 20 prescan columns w.r.t. the data_slice
+ serial_overscan: !slice [1004, 1024] # 20 overscan columns w.r.t. the data_slice
+ parallel_prescan: !slice [0, 20] # 20 prescan rows w.r.t. the data_slice
+ parallel_overscan: !slice [4076, 4096] # 20 overscan rows w.r.t. the data_slice
parallel_axis: 'y' # First axis in the data array (rows) represent parallel readout direction
- readout_pixel: [0, 0] # Readout starts at (0,0)
+ readout_pixel: [0, 0] # Readout of this amplifier (assumed to be away from this corner in both directions)
gain: 1.0 # electrons/ADU
read_noise: 5.0 # electrons
bias_level: 1000 # ADU
- id: 'chan_2'
- ext_id: 1 # FITS extension ID
- ext_slice: [!slice [0, 4096], !slice [1024, 2048]] # Slice of the ext_id that has the data for this output
- data_slice: [!slice [0, 4096], !slice [1024, 2048]] # Slice of the full DetImage data array where this output's data will go
- serial_prescan: !slice [0, 0]
- serial_overscan: !slice [1024, 1024]
- parallel_prescan: !slice [0, 0]
- parallel_overscan: !slice [4096, 4096]
- parallel_axis: 'y' # First axis in the data array (rows) represent parallel readout direction
- readout_pixel: [0, 2047] # Readout starts at (0,2047)
+ ext_id: 1
+ ext_slice: [!slice [0, 4096], !slice [1024, 2048]] #(right half)
+ data_slice: [!slice [0, 4096], !slice [1024, 2048]] #(right half)
+ serial_prescan: !slice [2048, 2027] # 20 prescan columns w.r.t. the data_slice (on the right since readout is from the right)
+ serial_overscan: !slice [1044, 1023] # 20 overscan columns w.r.t. the data_slice
+ parallel_prescan: !slice [0, 20] # 20 prescan rows w.r.t. the data_slice
+ parallel_overscan: !slice [4076, 4096] # 20 overscan rows w.r.t. the data_slice
+ parallel_axis: 'y'
+ readout_pixel: [0, 2047] # Readout of this amplifier (assumed to be away from this corner in both directions)
gain: 1.0 # electrons/ADU
read_noise: 5.0 # electrons
bias_level: 1000 # ADU
diff --git a/eregion/configs/detectors/deimos.yaml b/eregion/configs/detectors/deimos.yaml
index aa657f7..a8044cf 100644
--- a/eregion/configs/detectors/deimos.yaml
+++ b/eregion/configs/detectors/deimos.yaml
@@ -1,6 +1,6 @@
-## Example detector definition file for the DEIMOS instrument CCD array
-## A single FITS file contains 8 extensions, one per detector, so 8 DetImage instances are created from this file.
-## Each DetImage instance has two outputs (two channels per detector).
+## Example detector definition file for the OLD DEIMOS full array.
+## A single FITS file contains (at least) 8 extensions, one per detector (both outputs in same extension).
+## 8 DetImage instances are defined below.
---
description: DEIMOS CCD detector array, 8 detectors with two channel readout each
detector_type: CCD # (specify the type of detector, e.g., CCD, CMOS, H2RG, etc.)
@@ -46,6 +46,8 @@ objects:
x_cen: -46.08 # mm
y_cen: 30.72 # mm
angle: 0.0 # degrees
+ flip_x: false # flip to place in focal plane assuming 0,0 is bottom left and +y is up, +x is right
+ flip_y: true
- name: 'det_2'
class: DetImage
@@ -86,6 +88,8 @@ objects:
x_cen: -15.36 # mm
y_cen: 30.72 # mm
angle: 0.0 # degrees
+ flip_x: false
+ flip_y: true
- name: 'det_3'
class: DetImage
@@ -126,6 +130,8 @@ objects:
x_cen: 15.36 # mm
y_cen: 30.72 # mm
angle: 0.0 # degrees
+ flip_x: false
+ flip_y: true
- name: 'det_4'
class: DetImage
@@ -166,6 +172,8 @@ objects:
x_cen: 46.08 # mm
y_cen: 30.72 # mm
angle: 0.0 # degrees
+ flip_x: false
+ flip_y: true
- name: 'det_5'
class: DetImage
@@ -203,9 +211,11 @@ objects:
read_noise: 5.0 # electrons
bias_level: 1000 # ADU
focal_plane_position:
- x_cen: 46.08 # mm
+ x_cen: -46.08 # mm
y_cen: -30.72 # mm
angle: 0.0 # degrees
+ flip_x: true
+ flip_y: false
- name: 'det_6'
class: DetImage
@@ -243,9 +253,11 @@ objects:
read_noise: 5.0 # electrons
bias_level: 1000 # ADU
focal_plane_position:
- x_cen: 15.36 # mm
+ x_cen: -15.36 # mm
y_cen: -30.72 # mm
angle: 0.0 # degrees
+ flip_x: true
+ flip_y: false
- name: 'det_7'
class: DetImage
@@ -283,9 +295,11 @@ objects:
read_noise: 5.0 # electrons
bias_level: 1000 # ADU
focal_plane_position:
- x_cen: -15.36 # mm
+ x_cen: 15.36 # mm
y_cen: -30.72 # mm
angle: 0.0 # degrees
+ flip_x: true
+ flip_y: false
- name: 'det_8'
class: DetImage
@@ -323,10 +337,11 @@ objects:
read_noise: 5.0 # electrons
bias_level: 1000 # ADU
focal_plane_position:
- x_cen: -46.08 # mm
+ x_cen: 46.08 # mm
y_cen: -30.72 # mm
angle: 0.0 # degrees
-
+ flip_x: true
+ flip_y: false
diff --git a/eregion/configs/detectors/deimos_sci.yaml b/eregion/configs/detectors/deimos_sci.yaml
new file mode 100644
index 0000000..7c66f5e
--- /dev/null
+++ b/eregion/configs/detectors/deimos_sci.yaml
@@ -0,0 +1,348 @@
+## NEW DEIMOS Science detectors full array config.
+## 8 fits files for full array, one per detector, each with 2 extensions for the two channels of that detector.
+## Complete config to load all 8 detectors correctly from 8 separate files defined below.
+---
+description: DEIMOS CCD detector array, 8 detectors with two channel readout each
+detector_type: CCD
+detector_output_class: CCDOutput
+
+objects:
+ - name: 'det_1'
+ class: DetImage
+ filename_format: '*SCI_1_*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4124
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E'
+ ext_id: 1
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ - id: 'F'
+ ext_id: 4 # FITS extension ID
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [1094, 2188]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ focal_plane_position:
+ x_cen: 49.275 # mm
+ y_cen: 30.945 # mm
+ angle: 180.0 # degrees (assuming origin is bottom left and angle is CCW positive)
+ flip_x: false
+ flip_y: false
+
+ - name: 'det_2'
+ class: DetImage
+ filename_format: '*SCI_2_*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4124
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E'
+ ext_id: 1
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ - id: 'F'
+ ext_id: 4 # FITS extension ID
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [1094, 2188]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ focal_plane_position:
+ x_cen: 16.425 # mm
+ y_cen: 30.945 # mm
+ angle: 180.0 # degrees (assuming origin is bottom left and angle is CCW positive)
+ flip_x: false
+ flip_y: false
+
+ - name: 'det_3'
+ class: DetImage
+ filename_format: '*SCI_3_*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4124
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E'
+ ext_id: 1
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ - id: 'F'
+ ext_id: 4 # FITS extension ID
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [1094, 2188]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ focal_plane_position:
+ x_cen: -16.425 # mm
+ y_cen: 30.945 # mm
+ angle: 180.0 # degrees (assuming origin is bottom left and angle is CCW positive)
+ flip_x: false
+ flip_y: false
+
+ - name: 'det_4'
+ class: DetImage
+ filename_format: '*SCI_4_*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4124
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E'
+ ext_id: 1
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ - id: 'F'
+ ext_id: 4 # FITS extension ID
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [1094, 2188]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ focal_plane_position:
+ x_cen: -49.275 # mm
+ y_cen: 30.945 # mm
+ angle: 180.0 # degrees (assuming origin is bottom left and angle is CCW positive)
+ flip_x: false
+ flip_y: false
+
+ - name: 'det_5'
+ class: DetImage
+ filename_format: '*SCI_5_*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4124
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E'
+ ext_id: 1
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ - id: 'F'
+ ext_id: 4 # FITS extension ID
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [1094, 2188]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ focal_plane_position:
+ x_cen: -49.275 # mm
+ y_cen: -30.945 # mm
+ angle: 0.0 # degrees (assuming origin is bottom left and angle is CCW positive)
+ flip_x: false
+ flip_y: false
+
+ - name: 'det_6'
+ class: DetImage
+ filename_format: '*SCI_6_*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4124
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E'
+ ext_id: 1
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ - id: 'F'
+ ext_id: 4 # FITS extension ID
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [1094, 2188]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ focal_plane_position:
+ x_cen: -16.425 # mm
+ y_cen: -30.945 # mm
+ angle: 0.0 # degrees
+ flip_x: false
+ flip_y: false
+
+ - name: 'det_7'
+ class: DetImage
+ filename_format: '*SCI_7_*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4124
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E'
+ ext_id: 1
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ - id: 'F'
+ ext_id: 4 # FITS extension ID
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [1094, 2188]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ focal_plane_position:
+ x_cen: 16.425 # mm
+ y_cen: -30.945 # mm
+ angle: 0.0 # degrees
+ flip_x: false
+ flip_y: false
+
+ - name: 'det_8'
+ class: DetImage
+ filename_format: '*SCI_8_*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4124
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E'
+ ext_id: 1
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ - id: 'F'
+ ext_id: 4 # FITS extension ID
+ ext_slice: [!slice [0, 4124], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
+ data_slice: [!slice [0, 4124], !slice [1094, 2188]] # Slice of the full DetImage data array where this output's data will go
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 0]
+ parallel_overscan: !slice [4104, 4124]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ gain: 1.0 # electrons/ADU
+ read_noise: # electrons
+ bias_level: # ADU
+ focal_plane_position:
+ x_cen: 49.275 # mm
+ y_cen: -30.945 # mm
+ angle: 0.0 # degrees
+ flip_x: false
+ flip_y: false
+
+
+
+
diff --git a/eregion/configs/detectors/deimos_sci_raw.yaml b/eregion/configs/detectors/deimos_sci_raw.yaml
new file mode 100644
index 0000000..321530e
--- /dev/null
+++ b/eregion/configs/detectors/deimos_sci_raw.yaml
@@ -0,0 +1,298 @@
+## NEW DEIMOS science CCD config, first pass version
+## FITS with 1 extension containing full focal plane image with 8 detectors -> 8 DetImage instances to be created
+---
+description: DEIMOS CCD detector array, 8 detectors with two channel readout each
+detector_type: CCD
+detector_output_class: CCDOutput
+
+objects:
+ - name: 'det_1'
+ class: DetImage
+ filename_format: '*.fits*'
+ properties:
+ x_size: 2188
+ y_size: 4125
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E1'
+ ext_id: 0
+ ext_slice: [!slice [8249, 4124], !slice [0, 1094]]
+ data_slice: [!slice [0, 4125], !slice [0, 1094]]
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ - id: 'F1'
+ ext_id: 0
+ ext_slice: [!slice [8249, 4124], !slice [1094, 2188]]
+ data_slice: [!slice [0, 4125], !slice [1094, 2188]]
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ focal_plane_position:
+ x_cen: -49.23 # mm
+ y_cen: 30.9375 # mm
+ angle: 0.0 # degrees
+ flip_x: false
+ flip_y: true
+
+ - name: 'det_2'
+ class: DetImage
+ filename_format: '*.fits*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4125
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E2'
+ ext_id: 0
+ ext_slice: [!slice [8249, 4124], !slice [2188, 3282]]
+ data_slice: [!slice [0, 4125], !slice [0, 1094]]
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ - id: 'F2'
+ ext_id: 0
+ ext_slice: [!slice [8249, 4124], !slice [3282, 4376]]
+ data_slice: [!slice [0, 4125], !slice [1094, 2188]]
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ focal_plane_position:
+ x_cen: -16.41 # mm
+ y_cen: 30.9375 # mm
+ angle: 0.0 # degrees
+ flip_x: false
+ flip_y: true
+
+ - name: 'det_3'
+ class: DetImage
+ filename_format: '*.fits*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4125
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E3'
+ ext_id: 0
+ ext_slice: [!slice [8249, 4124], !slice [4376, 5470]]
+ data_slice: [!slice [0, 4125], !slice [0, 1094]]
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ - id: 'F3'
+ ext_id: 0
+ ext_slice: [!slice [8249, 4124], !slice [5470, 6564]]
+ data_slice: [!slice [0, 4125], !slice [1094, 2188]]
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ focal_plane_position:
+ x_cen: 16.41 # mm
+ y_cen: 30.9375 # mm
+ angle: 0.0 # degrees
+ flip_x: false
+ flip_y: true
+
+ - name: 'det_4'
+ class: DetImage
+ filename_format: '*.fits*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4125
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E4'
+ ext_id: 0
+ ext_slice: [!slice [8249, 4124], !slice [6564, 7658]]
+ data_slice: [!slice [0, 4125], !slice [0, 1094]]
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ - id: 'F4'
+ ext_id: 0
+ ext_slice: [!slice [8249, 4124], !slice [7658, 8752]]
+ data_slice: [!slice [0, 4125], !slice [1094, 2188]]
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ focal_plane_position:
+ x_cen: 49.23 # mm
+ y_cen: 30.9375 # mm
+ angle: 0.0 # degrees
+ flip_x: false
+ flip_y: true
+
+ - name: 'det_5'
+ class: DetImage
+ filename_format: '*.fits*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4125
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E5'
+ ext_id: 0
+ ext_slice: [!slice [0, 4125], !slice [8751, 7657]]
+ data_slice: [!slice [0, 4125], !slice [0, 1094]]
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ - id: 'F5'
+ ext_id: 0
+ ext_slice: [!slice [0, 4125], !slice [7657, 6563]]
+ data_slice: [!slice [0, 4125], !slice [1094, 2188]]
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ focal_plane_position:
+ x_cen: 49.23 # mm
+ y_cen: -30.9375 # mm
+ angle: 0.0 # degrees
+ flip_x: true
+ flip_y: false
+
+ - name: 'det_6'
+ class: DetImage
+ filename_format: '*.fits*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4125
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E6'
+ ext_id: 0
+ ext_slice: [!slice [0, 4125], !slice [6563, 5469]]
+ data_slice: [!slice [0, 4125], !slice [0, 1094]]
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ - id: 'F6'
+ ext_id: 0
+ ext_slice: [!slice [0, 4125], !slice [5469, 4375]]
+ data_slice: [!slice [0, 4125], !slice [1094, 2188]]
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ focal_plane_position:
+ x_cen: 16.41 # mm
+ y_cen: -30.9375 # mm
+ angle: 0.0 # degrees
+ flip_x: true
+ flip_y: false
+
+ - name: 'det_7'
+ class: DetImage
+ filename_format: '*.fits*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4125
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E7'
+ ext_id: 0
+ ext_slice: [!slice [0, 4125], !slice [4375, 3281]]
+ data_slice: [!slice [0, 4125], !slice [0, 1094]]
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ - id: 'F7'
+ ext_id: 0
+ ext_slice: [!slice [0, 4125], !slice [3281, 2187]]
+ data_slice: [!slice [0, 4125], !slice [1094, 2188]]
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ focal_plane_position:
+ x_cen: -16.41 # mm
+ y_cen: -30.9375 # mm
+ angle: 0.0 # degrees
+ flip_x: true
+ flip_y: false
+
+ - name: 'det_8'
+ class: DetImage
+ filename_format: '*.fits*' # Use wildcard to indicate the filename
+ properties:
+ x_size: 2188
+ y_size: 4125
+ saturation_level: 65535 # ADU
+ pixel_size: 0.015 # mm
+ outputs:
+ - id: 'E8'
+ ext_id: 0
+ ext_slice: [!slice [0, 4125], !slice [2187, 1093]]
+ data_slice: [!slice [0, 4125], !slice [0, 1094]]
+ serial_prescan: !slice [0, 50]
+ serial_overscan: !slice [1074, 1094]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 0]
+ - id: 'F8'
+ ext_id: 0
+ ext_slice: [!slice [0, 4125], !slice [1093, -1]]
+ data_slice: [!slice [0, 4125], !slice [1094, 2188]]
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 1]
+ parallel_overscan: !slice [4105, 4125]
+ parallel_axis: 'y'
+ readout_pixel: [0, 2187]
+ focal_plane_position:
+ x_cen: -49.23 # mm
+ y_cen: -30.9375 # mm
+ angle: 0.0 # degrees
+ flip_x: true
+ flip_y: false
+
+
+
diff --git a/eregion/configs/detectors/deimos_singledet.yaml b/eregion/configs/detectors/deimos_singledet.yaml
index 8903d4d..4d2b8ea 100644
--- a/eregion/configs/detectors/deimos_singledet.yaml
+++ b/eregion/configs/detectors/deimos_singledet.yaml
@@ -1,6 +1,6 @@
-## Example detector definition file for the DEIMOS instrument CCD array
-## A single FITS file contains 8 extensions, one per detector, so 8 DetImage instances are created from this file.
-## Each DetImage instance has two outputs (two channels per detector).
+## Example detector definition file for DEIMOS single detector.
+## A single FITS file contains data for one detector, with the 2 outputs in 2 separate extensions.
+## One DetImage instance is defined below.
---
description: DEIMOS CCD detector single
detector_type: CCD # (specify the type of detector, e.g., CCD, CMOS, H2RG, etc.)
@@ -22,7 +22,7 @@ objects:
data_slice: [!slice [0, 4125], !slice [0, 1094]] # Slice of the full DetImage data array where this output's data will go
serial_prescan: !slice [0, 50]
serial_overscan: !slice [1074, 1094]
- parallel_prescan: !slice [0, 50]
+ parallel_prescan: !slice [0, 1]
parallel_overscan: !slice [4105, 4125]
parallel_axis: 'y' # First axis in the data array (rows) represent parallel readout direction
readout_pixel: [0, 0] # top left pixel
@@ -33,18 +33,18 @@ objects:
ext_id: 2 # FITS extension ID
ext_slice: [!slice [0, 4125], !slice [0, 1094]] # Slice of the ext_id that has the data for this output
data_slice: [!slice [0, 4125], !slice [1094, 2188]] # Slice of the full DetImage data array where this output's data will go
- serial_prescan: !slice [1094, 1044]
- serial_overscan: !slice [20, 0]
- parallel_prescan: !slice [0, 50]
+ serial_prescan: !slice [2187, 2137]
+ serial_overscan: !slice [1113, 1093]
+ parallel_prescan: !slice [0, 1]
parallel_overscan: !slice [4105, 4125]
parallel_axis: 'y' # First axis in the data array (rows) represent parallel readout direction
- readout_pixel: [0, 1094] # top right pixel
+ readout_pixel: [0, 2187] # top right pixel
gain: 1.0 # electrons/ADU
read_noise: 5.0 # electrons
bias_level: 1000 # ADU
focal_plane_position:
- x_cen: -46.08 # mm
- y_cen: 30.72 # mm
+ x_cen: 0 # mm
+ y_cen: 0 # mm
angle: 0.0 # degrees
diff --git a/eregion/configs/pipeline_flows/example.yaml b/eregion/configs/pipeline_flows/example.yaml
index 8dc630c..f9dd1eb 100644
--- a/eregion/configs/pipeline_flows/example.yaml
+++ b/eregion/configs/pipeline_flows/example.yaml
@@ -10,20 +10,21 @@ pipelines:
nodes: # List of tasks (nodes) in the pipeline flow
- name: TASK_1 # Name of the task node, required
task: package.module.class # Path to the Class of the task to run, must be a subclass of `Task` defined in tasks.task
-
init: # Initialization parameters (for Task.__init__)
inputs: # Specify any args needed from outputs of other tasks in this config
- arg_1: pipe_name.node_name.data.key # Output of tasks are wrapped in TaskResult objects by the engine, and the data produced by the task is in the TaskResult.data dict; specify the path to the data you want to use as input for this task
+ arg_1: pipe_name.node_name.data.key # Output of tasks are wrapped in TaskResult objects by the engine, and the data
+ # produced by the task is in the TaskResult.data dict; specify the path to the
+ # data you want to use as input for this task
# etc.
params: # Specify any additional kwargs (which are not task outputs) needed; refer to the task documentation for required and optional params and kwargs
param_1: value
param_2: value
# etc.
-
- run: # Run-time (Task.run() or Task.lazy_run()) inputs and parameters, as above, use `inputs` to specify data coming from outputs of other tasks, and `params` for any additional parameters
+ run: # Run-time (Task.run() or Task.lazy_run()) inputs and parameters, as above, use `inputs` to specify data coming from
+ # outputs of other tasks, and `params` for any additional parameters
inputs:
arg_1: pipe_name.node_name.data.key
- # etc.
+ # etc.
params:
param_1: value
param_2: value
@@ -43,7 +44,6 @@ pipelines:
params:
param_1: value
# etc.
-
depends_on: [TASK_1] # should be specified if this task depends on the output of another task; ensures correct execution order in the pipeline flow
- name: PIPE_2
diff --git a/eregion/configs/pipeline_flows/masterbias_example.yaml b/eregion/configs/pipeline_flows/masterbias_example.yaml
index 1ab6fc0..ebc8107 100644
--- a/eregion/configs/pipeline_flows/masterbias_example.yaml
+++ b/eregion/configs/pipeline_flows/masterbias_example.yaml
@@ -15,6 +15,7 @@ pipelines:
params:
input_source: "/Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/*_bias_*.fits"
identifier_func: tasks.custom.guess_image_type_from_filename_DEIMOS
+ fitsloader_func: tasks.custom.load_image_fits_DEIMOS
- name: master_bias
task: tasks.calibration.MasterBias
@@ -39,6 +40,7 @@ pipelines:
params:
input_source: "/Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/*flat_0.000*.fits"
identifier_func: tasks.custom.guess_image_type_from_filename_DEIMOS
+ fitsloader_func: tasks.custom.load_image_fits_DEIMOS
- name: bias_subtraction
task: tasks.preprocessing.BiasSubtraction
diff --git a/eregion/core/image_operations.py b/eregion/core/image_operations.py
index c859bd3..98eda8b 100644
--- a/eregion/core/image_operations.py
+++ b/eregion/core/image_operations.py
@@ -90,4 +90,27 @@ def sigma_clip_image(image: np.ndarray | np.ma.MaskedArray, sigma: float, axis:
The sigma-clipped image.
"""
masked = sigma_clip(image, sigma=sigma, axis=axis, **kwargs)
- return masked
\ No newline at end of file
+ return masked
+
+def flip_and_rotate(image: np.ndarray, angle: float, flip_x: bool=False, flip_y: bool=False) -> np.ndarray:
+ """
+ Flip and rotate an image. Rotation angle is assumed to be in degrees and positive for counter-clockwise direction,
+ and has to be a multiple of 90.
+ :param image: 2D numpy array
+ :param angle: in degrees
+ :param flip_x: True to flip left-right
+ :param flip_y: True to flip up-down
+ :return: flipped and rotated image
+ """
+ if image.ndim != 2:
+ raise ValueError('Input image is not a 2D array.')
+ if flip_y:
+ image = np.flipud(image)
+ if flip_x:
+ image = np.fliplr(image)
+ if angle % 90 != 0:
+ raise ValueError('Angle must be a multiple of 90 degrees.')
+ else:
+ k = (angle // 90) % 4
+ image = np.rot90(image, int(k))
+ return image
\ No newline at end of file
diff --git a/eregion/datamodels/__init__.py b/eregion/datamodels/__init__.py
index e69de29..bdcb698 100644
--- a/eregion/datamodels/__init__.py
+++ b/eregion/datamodels/__init__.py
@@ -0,0 +1 @@
+from .image import *
\ No newline at end of file
diff --git a/eregion/datamodels/image.py b/eregion/datamodels/image.py
index 0e3c5b9..0e9d4c6 100644
--- a/eregion/datamodels/image.py
+++ b/eregion/datamodels/image.py
@@ -9,12 +9,11 @@
import matplotlib.pyplot as plt
from astropy.io import fits
-from utils.image_utils import ensure_dataarray, slice_data, ensure_numpy
-from utils.misc_utils import configure_logger
+from utils import ensure_dataarray, slice_data, ensure_numpy, configure_logger
+from core.image_operations import flip_and_rotate
logger = configure_logger(__name__)
-
class DetectorProperties(BaseModel):
"""
Physical and sampling properties for a detector tile.
@@ -123,14 +122,12 @@ def set_data_in_parent(self, new_data: xr.DataArray | np.ndarray):
# Convert new_data to numpy array if it's an xarray DataArray, to ensure compatibility with parent data array.
new_data_np = ensure_numpy(new_data)
# Assign new data to the appropriate slice in the parent DetImage
- self.parent.data.values[self.output_slice] = new_data_np
+ self.parent.data[self.output_slice] = new_data_np
def show(self, ax=None, save=None, **imshow_kwargs):
if ax is None:
_, ax = plt.subplots(1,1, figsize=(6, 6), tight_layout=True)
- image = self.data
- im = ax.imshow(image, **imshow_kwargs)
- ax.figure.colorbar(im, ax=ax)
+ im = self.data.plot.imshow(ax=ax, **imshow_kwargs)
if save is not None:
ax.figure.savefig(save)
return ax
@@ -161,42 +158,40 @@ def serial_axis(self) -> str:
def get_prescan(self, kind: str) -> xr.DataArray:
slc = self.serial_prescan if kind == "serial" else self.parallel_prescan
axis = self.serial_axis if kind == "serial" else self.parallel_axis
- return self.data.isel(**{axis: slc})
+ return slice_data(self.data, {axis: slc})
def get_overscan(self, kind: str) -> xr.DataArray:
slc = self.serial_overscan if kind == "serial" else self.parallel_overscan
axis = self.serial_axis if kind == "serial" else self.parallel_axis
- return self.data.isel(**{axis: slc})
+ return self.data.sel(**{axis: slc})
def show(self, ax=None, shade_regions=False, save=None, **imshow_kwargs):
- if ax is None:
- _, ax = plt.subplots(1,1, figsize=(6, 6), tight_layout=True)
- image = self.data
- im = ax.imshow(image.values, **imshow_kwargs)
+ ax = super().show(ax=ax, save=None, **imshow_kwargs)
if shade_regions:
## Shade the prescan and overscan regions
- spandict = {0: ax.axvspan, 1: ax.axhspan}
-
def _bounds(s: slice, n: int) -> tuple[int, int]:
- s0 = 0 if s.start is None else (n + s.start if s.start < 0 else s.start)
- s1 = n if s.stop is None else (n + s.stop if s.stop < 0 else s.stop)
+ s0 = s.start if s.start is not None else (0 if s.step > 0 else n)
+ s1 = (s.stop-1 if s.step>0 else s.stop+1) if s.stop is not None else (n if s.step>0 else 0)
return s0, s1
+ spandict = {0: ax.axvspan, 1: ax.axhspan}
regions = [
- (self.serial_prescan, self.parallel_axis, "gold", "Serial Prescan"),
- (self.serial_overscan, self.parallel_axis, "red", "Serial Overscan"),
- (self.parallel_prescan, self.serial_axis, "cyan", "Parallel Prescan"),
- (self.parallel_overscan, self.serial_axis, "blue", "Parallel Overscan"),
+ (self.serial_prescan, self.parallel_axis, "gold", "S Prescan"),
+ (self.serial_overscan, self.parallel_axis, "red", "S Overscan"),
+ (self.parallel_prescan, self.serial_axis, "cyan", "P Prescan"),
+ (self.parallel_overscan, self.serial_axis, "blue", "P Overscan"),
]
- shape = image.shape
+ shape = self.data.shape
for s, axis, color, label in regions:
axis_idx = 0 if axis=='y' else 1
a, b = _bounds(s, shape[axis_idx])
spandict[axis_idx](a, b, color=color, alpha=0.3, label=label)
- ax.legend(loc=(0.01, 1.01), fontsize=8)
+ ax.scatter(self.readout_pixel[1],
+ self.readout_pixel[0],
+ marker='x', color='red', s=100)
+ ax.legend(loc=(0.55, 1.05), fontsize=7)
- ax.figure.colorbar(im, ax=ax)
if save is not None:
ax.figure.savefig(save)
return ax
@@ -251,6 +246,7 @@ def __init__(
self.meta = {}
# Merge any additional kwargs into meta
self.meta.update(kwargs)
+ self.id = self.meta.name
# Outputs
@@ -293,8 +289,7 @@ def show(self, ax=None, save=None, **imshow_kwargs):
raise ValueError("DetImage has no data to show.")
if ax is None:
_, ax = plt.subplots(1, 1, figsize=(6, 6), tight_layout=True)
- im = ax.imshow(self.data.values, **imshow_kwargs)
- ax.figure.colorbar(im, ax=ax)
+ im = self.data.plot.imshow(ax=ax, **imshow_kwargs)
if save is not None:
ax.figure.savefig(save)
return ax
@@ -305,9 +300,9 @@ class FocalPlaneImage:
:param num_detectors: int
Number of detector tiles expected.
:param dim: tuple[int, int]
- Dimensions of the focal plane image (height, width) in pixels.
+ Dimensions of the focal plane image (height, width) in mm.
:param fp_center: Optional[Tuple[float, float]]
- Pixels coordinates (y, x) corresponding to the focal plane center with respect to the image array origin (top-left).
+ Coordinates (y, x) in mm corresponding to the focal plane center with respect to the image array origin (top-left).
Default is dim/2 i.e. (ydim/2, xdim/2).
:param det_images: Optional[List[DetImage]]
List of DetImage objects to place on the focal plane.
@@ -316,64 +311,81 @@ class FocalPlaneImage:
def __init__(
self,
num_detectors: int,
- dim: tuple[int, int],
- fp_center: Optional[tuple[float, float]] = None,
+ dim: Optional[tuple[int, int]] = None,
det_images: Optional[list[DetImage]] = None,
**kwargs,
):
self.meta: dict = {}
if kwargs:
self.meta.update(kwargs)
- self.num_detectors = int(num_detectors)
- self.dim = tuple(dim)
- self.fp_cen_pix = fp_center if fp_center is not None else (dim[0] / 2, dim[1] / 2)
- self.det_images: list[DetImage] = []
- if det_images:
- for di in det_images:
- self.add_DetImage(di)
- if self.det_images:
- self.construct_focal_plane_image()
+ self.num_detectors = int(num_detectors)
+ self.dim_mm = tuple(dim) if dim is not None else None
+ self.pixel_size = None
+ self.data: xr.DataArray | None = None # To hold det image data in one array
+ self.table: pd.DataFrame | None = None # To keep track of det_image data position within focal-plane data array
+
+ self.det_images: dict[str, DetImage] = {}
+ if det_images is not None:
+ self.update(det_images)
+
+ def update(self, det_images: list[DetImage]) -> None:
+ self.add_det_images(det_images)
+ self.construct_focal_plane_image()
+
+ def add_det_images(self, det_images):
+ det_images = det_images if len(det_images) > 0 else [det_images]
+ for det_image in det_images:
+ if len(self.det_images) == self.num_detectors:
+ logger.error(
+ f"Number of DetImages added have reached number of detectors present in this focal-plane.")
+ break
+ self.validate_det_image(det_image)
+ det_image.focal_plane = self
+ self.det_images[det_image.id] = det_image
def validate_det_image(self, det_image: DetImage) -> None:
"""
Accepts either validated DetImageMeta or legacy dict with required keys.
"""
- if isinstance(det_image.meta, DetImageMeta):
- return
- if not isinstance(det_image.meta, dict):
+ import datamodels
+ if not (isinstance(det_image.meta, datamodels.DetImageMeta) or isinstance(det_image.meta, dict)):
raise ValueError("DetImage.meta must be DetImageMeta or dict.")
required = {"properties", "focal_plane_position"}
if not required.issubset(det_image.meta.keys()):
raise ValueError("DetImage.meta missing required keys for focal-plane placement.")
# attempt to coerce for consistent downstream access
- det_image.meta = DetImageMeta.model_validate(det_image.meta)
+ det_image.meta = datamodels.DetImageMeta.model_validate(det_image.meta)
+
+ # check pixel size is same for all det images
+ pixsize = det_image.meta.properties.pixel_size
+ if self.pixel_size is None:
+ self.pixel_size = pixsize
+ elif pixsize != self.pixel_size:
+ raise ValueError("All DetImage objects must have the same pixel_size for focal-plane assembly.")
def construct_focal_plane_image(self):
- if not self.det_images:
+ if len(self.det_images) == 0:
raise ValueError("No DetImage objects to assemble.")
- # Cast all to validated meta
- for di in self.det_images:
- self.validate_det_image(di)
-
- pixsize = self.det_images[0].meta.properties.pixel_size # type: ignore[union-attr]
frames = []
- for det_image in self.det_images:
+ for det_id, det_image in self.det_images.items():
props = det_image.meta.properties # type: ignore[union-attr]
pos = det_image.meta.focal_plane_position # type: ignore[union-attr]
xhalf, yhalf = props.x_size / 2, props.y_size / 2
frames.append(
{
- "det_id": getattr(det_image.meta, "name", None) or "unknown", # type: ignore[arg-type]
- "x_min": pos.x_cen / pixsize - xhalf,
- "x_max": pos.x_cen / pixsize + xhalf,
- "y_min": pos.y_cen / pixsize - yhalf,
- "y_max": pos.y_cen / pixsize + yhalf,
+ "det_id": det_id, # type: ignore[arg-type]
+ "x_min": int(pos.x_cen / self.pixel_size - xhalf),
+ "x_max": int(pos.x_cen / self.pixel_size - xhalf) + props.x_size,
+ "y_min": int(pos.y_cen / self.pixel_size - yhalf),
+ "y_max": int(pos.y_cen / self.pixel_size - yhalf) + props.y_size,
+ "angle": pos.angle if hasattr(pos, "angle") else None,
+ "flip_x": pos.flip_x if hasattr(pos, "flip_x") else None,
+ "flip_y": pos.flip_y if hasattr(pos, "flip_y") else None,
}
)
-
- frames_df = pd.DataFrame(frames, index=range(len(self.det_images)))
+ frames_df = pd.DataFrame(frames)
# Verify that there are no overlapping detectors, i.e. area covered inside corners should not overlap
for i in range(len(frames_df)):
@@ -386,63 +398,56 @@ def construct_focal_plane_image(self):
raise ValueError(f"Detectors {a['det_id']} and {b['det_id']} overlap in focal plane.")
# Verify the size of the focal plane image
- fp_ymin = int(frames_df["y_min"].min())
- fp_ymax = int(frames_df["y_max"].max())
- fp_xmin = int(frames_df["x_min"].min())
- fp_xmax = int(frames_df["x_max"].max())
- calc_dim = (fp_ymax - fp_ymin, fp_xmax - fp_xmin)
- if calc_dim != self.dim:
- logger.warning("Provided dim %s != computed dim %s.", self.dim, calc_dim)
-
- # Calculate the positions to place each det_image in the focal plane array
- # Flip y-axis and shift origin (specified by self.fp_cen_pix) to top-left corner
- frames_df["y_min_fp"] = (self.fp_cen_pix[0] - frames_df["y_max"]).astype(int)
- frames_df["y_max_fp"] = (self.fp_cen_pix[0] - frames_df["y_min"]).astype(int)
- frames_df["x_min_fp"] = (frames_df["x_min"] + self.fp_cen_pix[1]).astype(int)
- frames_df["x_max_fp"] = (frames_df["x_max"] + self.fp_cen_pix[1]).astype(int)
+ calc_dim = np.array([frames_df["y_max"].max() - frames_df["y_min"].min(),
+ frames_df["x_max"].max() - frames_df["x_min"].min()])
+ if self.dim_mm is not None:
+ dim_pix = np.array(self.dim_mm) / self.pixel_size
+ if any(calc_dim > dim_pix):
+ logger.warning("Provided dim %s < computed dim %s.", dim_pix, calc_dim)
+ else:
+ dim_pix = calc_dim.astype(int)
# Initialize DataArray
- self.data: xr.DataArray = xr.DataArray(
- np.zeros(self.dim, dtype=float),
+ self.data = xr.DataArray(
+ np.zeros(dim_pix, dtype=float),
dims=("y", "x"),
- coords={"y": np.arange(self.dim[0]), "x": np.arange(self.dim[1])},
+ coords={"y": np.arange(frames_df["y_min"].min(), frames_df["y_max"].max(), 1),
+ "x": np.arange(frames_df["x_min"].min(), frames_df["x_max"].max(), 1)}
)
# Place tiles
- for i, det_image in enumerate(self.det_images):
- if det_image.data is None:
+ for i in range(len(frames_df)):
+ row = frames_df.iloc[i]
+ di = self.det_images[row["det_id"]]
+ if di.data is None:
raise ValueError(f"DetImage at index {i} has no data.")
- yslc = slice(int(frames_df.loc[i, "y_min_fp"]), int(frames_df.loc[i, "y_max_fp"]))
- xslc = slice(int(frames_df.loc[i, "x_min_fp"]), int(frames_df.loc[i, "x_max_fp"]))
- self.data[yslc, xslc] = det_image.data.values
+ else:
+ imdata = flip_and_rotate(di.data.values, angle=row['angle'], flip_x=row['flip_x'],
+ flip_y=row['flip_y'])
- self.frames_df = frames_df
+ slc = {'y':slice(row['y_min'], row['y_max']-1), 'x':slice(row['x_min'], row['x_max']-1)}
+ self.data.loc[slc] = imdata
- def add_DetImage(self, det_image: DetImage):
- if len(self.det_images) >= self.num_detectors:
- raise ValueError(f"Number of det_images ({len(self.det_images)}) reached limit ({self.num_detectors}).")
- self.validate_det_image(det_image)
- det_image.focal_plane = self
- self.det_images.append(det_image)
+ self.table = frames_df
- def show(self, ax=None, save=None, **imshow_kwargs):
+ def show(self, ax=None, save=None, show_det_id=False, **imshow_kwargs):
if ax is None:
_, ax = plt.subplots(1,1, figsize=(8, 8), tight_layout=True)
- im = ax.imshow(self.data.values, **imshow_kwargs)
+ im = self.data.plot.imshow(ax=ax, **imshow_kwargs)
# Draw detector boundaries
- if hasattr(self, "frames_df"):
- for _, row in self.frames_df.iterrows():
+ if hasattr(self, "table"):
+ for _, row in self.table.iterrows():
rect = plt.Rectangle(
- (row["x_min_fp"], row["y_min_fp"]),
- row["x_max_fp"] - row["x_min_fp"],
- row["y_max_fp"] - row["y_min_fp"],
+ (row["x_min"], row["y_min"]),
+ row["x_max"] - row["x_min"],
+ row["y_max"] - row["y_min"],
linewidth=1,
edgecolor="r",
facecolor="none",
)
ax.add_patch(rect)
- ax.text(row["x_min_fp"] + 150, row["y_min_fp"] + 150, str(row["det_id"]), color="white", fontsize=8)
- ax.figure.colorbar(im, ax=ax)
+ if show_det_id:
+ ax.text(row["x_min"] + 150, row["y_min"] + 150, str(row["det_id"]), color="white", fontsize=8)
if save is not None:
ax.figure.savefig(save)
return ax
diff --git a/eregion/pipeline/engine.py b/eregion/pipeline/engine.py
index 29e576c..3d2d0c3 100644
--- a/eregion/pipeline/engine.py
+++ b/eregion/pipeline/engine.py
@@ -2,10 +2,9 @@
from copy import deepcopy
import graphlib
-from tasks.task import TaskResult
-from configs.config import PipelineConfig
-from utils.misc_utils import configure_logger
-from utils.misc_utils import load_class
+from tasks import TaskResult
+from configs import PipelineConfig
+from utils import configure_logger, load_class
from prefect import task, flow
from prefect.futures import wait
diff --git a/eregion/tasks/__init__.py b/eregion/tasks/__init__.py
index e69de29..0c6c257 100644
--- a/eregion/tasks/__init__.py
+++ b/eregion/tasks/__init__.py
@@ -0,0 +1,6 @@
+from .task import *
+from .custom import *
+from .imagegen import *
+from .calibration import *
+from .preprocessing import *
+from .analysis import *
diff --git a/eregion/tasks/calibration.py b/eregion/tasks/calibration.py
index b1a3b2b..9851de0 100644
--- a/eregion/tasks/calibration.py
+++ b/eregion/tasks/calibration.py
@@ -1,9 +1,8 @@
import numpy as np
-from tasks.task import Task
-from datamodels.image import DetImage
-from utils.image_utils import ensure_dataarray
-from utils.misc_utils import load_class
+from tasks import Task
+from datamodels import DetImage
+from utils import ensure_dataarray, load_class
# Task to generate master bias
@@ -11,7 +10,7 @@ class MasterBias(Task):
def __init__(self, name=None, **kwargs):
super().__init__(name=name, **kwargs)
- def run(self, bias_images: list[DetImage]) -> dict[str,list[DetImage]]:
+ def run(self, bias_images: list[DetImage], **kwargs) -> dict[str,list[DetImage]]:
"""
Generate master bias frames from a list of bias DetImage objects.
:param bias_images: list of DetImage
@@ -22,13 +21,9 @@ def run(self, bias_images: list[DetImage]) -> dict[str,list[DetImage]]:
# Check that bias_images are DetImage instances
if not isinstance(bias_images, list) or not all(isinstance(img, DetImage) for img in bias_images):
raise ValueError("bias_images must be a list of DetImage instances.")
- # Verify that all input images are of 'bias' image_type
- # TODO: Add a init kwarg to specify the expected image_type of input bias frames, and check against that instead of hardcoding 'bias'
- for img in bias_images:
- if 'bias' not in img.image_type.lower():
- raise ValueError(f"All input images must have image_type 'bias'. Found '{img.image_type}' in {img.meta.filename}.")
# Group bias images by detector name
+ # TODO: add a generic group_by utility
bias_dict = {}
for img in bias_images:
det_name = img.meta.name if 'name' in img.meta else 'default'
@@ -51,7 +46,7 @@ def run(self, bias_images: list[DetImage]) -> dict[str,list[DetImage]]:
master_bias.meta.update({'filenames':', '.join([img.meta.filename for img in imgs])})
master_bias.outputs.update(imgs[0].outputs)
master_biases.append(master_bias)
- return {'master_biases': master_biases}
+ return {'master_bias': master_biases}
def _create_masterbias(self, biases: list[np.ndarray], method='median')-> np.ndarray:
"""
diff --git a/eregion/tasks/custom.py b/eregion/tasks/custom.py
index 725a94d..be33bd1 100644
--- a/eregion/tasks/custom.py
+++ b/eregion/tasks/custom.py
@@ -1,5 +1,10 @@
### File for custom input functions/tasks defined by the user. ###
import os
+import numpy as np
+from typing import Any
+from astropy.io import fits
+
+from utils import load_image_fits
def guess_image_type_from_filename_DEIMOS(filename: str) -> str:
"""
@@ -20,3 +25,10 @@ def guess_image_type_from_filename_DEIMOS(filename: str) -> str:
return 'science'
else:
return 'unknown'
+
+def load_image_fits_DEIMOS(filename: str) -> tuple[list[Any], list[fits.Header]]:
+ input_data_array, input_headers = load_image_fits(filename)
+ for i, hdr in enumerate(input_headers):
+ if "TAPOFFS" in hdr:
+ input_data_array[i] = (input_data_array[i].astype(np.int64) >> 12) - hdr["TAPOFFS"]
+ return input_data_array, input_headers
\ No newline at end of file
diff --git a/eregion/tasks/imagegen.py b/eregion/tasks/imagegen.py
index 91a0a01..52da0c2 100644
--- a/eregion/tasks/imagegen.py
+++ b/eregion/tasks/imagegen.py
@@ -1,15 +1,13 @@
import os
import glob2
import time
-import importlib
-from typing import Iterator, Generator, Callable, Iterable
+import numpy as np
+from typing import Iterator, Generator, Callable, Iterable, Optional, Any
from joblib import Parallel, delayed
-from datamodels.image import *
-from utils.image_utils import ensure_dataarray
-from configs.config import DetectorConfig
-from tasks.task import LazyTask
-from utils.io_utils import load_image_fits, parse_list_of_files, guess_image_type_from_header
+from configs import DetectorConfig
+from tasks import LazyTask
+from utils import load_image_fits, parse_list_of_files, guess_image_type_from_header, load_class, ensure_dataarray
## Classes to handle image generation from configuration files
@@ -44,8 +42,7 @@ def set_identifier(self, func: str | Callable[..., str]) -> None:
"""
if not callable(func):
try:
- module, cls = func.rsplit('.', 1)
- func = getattr(importlib.import_module(module), cls)
+ func = load_class(func)
except Exception as e:
raise ValueError(f"Error loading identifier function '{func}': {e}")
self._identifier_task = func
@@ -59,8 +56,7 @@ def set_fitsloader(self, func: str | Callable[..., str]) -> None:
"""
if not callable(func):
try:
- module, cls = func.rsplit('.', 1)
- func = getattr(importlib.import_module(module), cls)
+ func = load_class(func)
except Exception as e:
raise ValueError(f"Error loading FITS loader function '{func}': {e}")
self._fitsloader_task = func
@@ -160,8 +156,11 @@ def _build_single_image_object(self,
outputs = obj.pop('outputs')
self.logger.info("Building object %s with %s %s outputs and type %s from file %s", obj['class'], len(outputs),
output_class, image_type, filename or 'array input')
- ImageClass = globals()[obj.pop('class')]
- OutputClass = globals()[output_class]
+ imclass = obj.pop('class')
+ imclass = "datamodels."+imclass if "datamodels" not in imclass else imclass
+ ImageClass = load_class(imclass)
+ outclass = "datamodels."+output_class if "datamodels" not in output_class else output_class
+ OutputClass = load_class(outclass)
# instantiate image object
image = ImageClass(image_type=image_type, **obj, filename=filename or 'none')
@@ -174,6 +173,13 @@ def _build_single_image_object(self,
image_data_size[1] = max(image_data_size[1], output_obj.output_slice[1].stop)
image.add_output(output_obj)
+ # verify that calculated image size is consistent with set size in obj properties (if given)
+ if 'properties' in obj and 'x_size' in obj['properties'] and 'y_size' in obj['properties']:
+ if image_data_size != [obj['properties']['y_size'], obj['properties']['x_size']]:
+ self.logger.error(f"Calculated image size {image_data_size} does not match specified size in config"
+ f" {obj['properties']['y_size'], obj['properties']['x_size']} for {obj['name']}")
+ raise ValueError("Calculated image size does not match specified size in config")
+
# Assemble full image data from outputs
image_data = np.zeros(image_data_size)
for output_id in image.outputs:
@@ -236,6 +242,7 @@ def lazy_run(self,
for filename in file_batch:
self.logger.info("Processing file %s", filename)
# Load FITS data
+ # TODO: fitsloader and identifier can be combined
if self._fitsloader_task is not None:
input_data_array, input_headers = self._fitsloader_task(filename=filename, **fitsloader_kwargs)
else:
diff --git a/eregion/tasks/preprocessing.py b/eregion/tasks/preprocessing.py
index 7d66795..89eed3d 100644
--- a/eregion/tasks/preprocessing.py
+++ b/eregion/tasks/preprocessing.py
@@ -3,15 +3,13 @@
from typing import Optional, Iterable, Iterator, Any
import numpy as np
import xarray as xr
+from joblib import Parallel, delayed
-from tasks.task import LazyTask
-from datamodels.image import DetImage, Output
-from utils.image_utils import ensure_dataarray, ensure_numpy
-from utils.misc_utils import load_class
+from tasks import LazyTask
+from datamodels import DetImage, Output
+from utils import ensure_dataarray, ensure_numpy, load_class
from core.image_operations import subtract_from_image, sigma_clip_image
-from joblib import Parallel, delayed
-
########### BasePreprocessingTask ###########
class BasePreprocessingTask(LazyTask):
"""
diff --git a/eregion/tasks/task.py b/eregion/tasks/task.py
index 3af6d9e..5563038 100644
--- a/eregion/tasks/task.py
+++ b/eregion/tasks/task.py
@@ -8,8 +8,7 @@
from astropy.time import Time
import inspect
-from utils.io_utils import configure_logger
-from utils.misc_utils import load_class
+from utils import configure_logger, load_class
# Base abstract class for tasks, should have a call method for direct execution and a run method for pipeline workflows
class Task(ABC):
diff --git a/eregion/utils/__init__.py b/eregion/utils/__init__.py
index e69de29..d66c827 100644
--- a/eregion/utils/__init__.py
+++ b/eregion/utils/__init__.py
@@ -0,0 +1,3 @@
+from .image_utils import *
+from .io_utils import *
+from .misc_utils import *
\ No newline at end of file
diff --git a/eregion/utils/image_utils.py b/eregion/utils/image_utils.py
index 3b9dd1c..5501bbe 100644
--- a/eregion/utils/image_utils.py
+++ b/eregion/utils/image_utils.py
@@ -69,18 +69,35 @@ def ensure_numpy(data: xr.DataArray | np.ndarray) -> np.ndarray:
case _:
raise TypeError("data must be an xarray.DataArray, or numpy.ndarray")
-def slice_data(data: xr.DataArray, slicer: tuple[slice, ...]) -> xr.DataArray:
+def slice_data(data: xr.DataArray, slicer: tuple[slice, ...] | dict[str, slice]) -> xr.DataArray:
"""
Slice a 2D or 3D DataArray using ('y','x','t) positional slices.
"""
- if not isinstance(slicer, tuple) or not all(isinstance(s, slice) for s in slicer):
- raise ValueError("slicer must be a tuple of slice objects.")
-
- match (data.ndim, data.dims):
- case (2, ("y", "x")):
- return data.isel(y=slicer[0], x=slicer[1])
- case (3, ("y", "x", "t")):
- return data.isel(y=slicer[0], x=slicer[1], t=slicer[2])
+ match slicer:
+ case tuple():
+ if not all(isinstance(s, slice) for s in slicer):
+ raise ValueError("All elements of slicer tuple must be slices.")
+ match (data.ndim, data.dims):
+ case (2, ("y", "x")):
+ slicer = {"y": slicer[0], "x": slicer[1]}
+ case (3, ("y", "x", "t")):
+ slicer = {"y": slicer[0], "x": slicer[1], "t": slicer[2]}
+ case _:
+ raise ValueError("DataArray must be 2D with dims ('y','x') or 3D with dims ('y','x','t').")
+ case dict():
+ if not all(isinstance(s, slice) for s in slicer.values()):
+ raise ValueError("All values of slicer dict must be slices.")
case _:
- raise ValueError("DataArray must be 2D with dims ('y','x') or 3D with dims ('y','x','t').")
+ raise ValueError("slicer must be a tuple of slices or a dict of {dim: slice}.")
+
+ # hack to not include last element of slices but still use .sel() which includes the stop index
+ for k, sl in slicer.items():
+ if sl.step > 0:
+ slicer[k] = slice(sl.start, sl.stop - 1, sl.step)
+ else:
+ slicer[k] = slice(sl.start, sl.stop + 1, sl.step)
+
+ return data.sel(**slicer)
+
+
diff --git a/playground/Example_pipeline_flows.ipynb b/playground/Example_pipeline_flows.ipynb
index 562270e..aa7217f 100644
--- a/playground/Example_pipeline_flows.ipynb
+++ b/playground/Example_pipeline_flows.ipynb
@@ -6,8 +6,8 @@
"metadata": {
"collapsed": true,
"ExecuteTime": {
- "end_time": "2026-03-11T00:40:57.497533Z",
- "start_time": "2026-03-11T00:40:55.959788Z"
+ "end_time": "2026-05-27T00:49:09.737739Z",
+ "start_time": "2026-05-27T00:49:08.400947Z"
}
},
"source": "from pipeline.engine import PipelineEngine",
@@ -17,8 +17,8 @@
{
"metadata": {
"ExecuteTime": {
- "end_time": "2026-03-11T00:40:57.895771Z",
- "start_time": "2026-03-11T00:40:57.507592Z"
+ "end_time": "2026-05-27T00:49:11.211991Z",
+ "start_time": "2026-05-27T00:49:11.166829Z"
}
},
"cell_type": "code",
@@ -29,11 +29,23 @@
"name": "stderr",
"output_type": "stream",
"text": [
- "2026-03-10 17:40:57,510 - PipelineConfig - INFO - Config loaded from file '../eregion/configs/pipeline_flows/masterbias_example.yaml'\n",
- "2026-03-10 17:40:57,511 - pipeline.engine - INFO - Number of pipelines defined: 2\n",
- "2026-03-10 17:40:57,893 - pipeline.engine - INFO - Pipeline order: [('calib_flow',), ('preproc_flow',)]\n",
- "2026-03-10 17:40:57,894 - pipeline.engine - INFO - Pipeline calib_flow order: [('calib_flow.image_creator',), ('calib_flow.master_bias',)]\n",
- "2026-03-10 17:40:57,894 - pipeline.engine - INFO - Pipeline preproc_flow order: [('preproc_flow.image_creator', 'calib_flow.master_bias'), ('preproc_flow.bias_subtraction',), ('preproc_flow.overscan_subtraction',), ('preproc_flow.badpixel_masking',)]\n"
+ "2026-05-26 17:49:11,177 - PipelineConfig - INFO - Config loaded from file '../eregion/configs/pipeline_flows/masterbias_example.yaml'\n",
+ "2026-05-26 17:49:11,177 - pipeline.engine - INFO - Number of pipelines defined: 2\n",
+ "2026-05-26 17:49:11,178 - pipeline.engine - INFO - Pipeline order: [('calib_flow',), ('preproc_flow',)]\n",
+ "2026-05-26 17:49:11,178 - pipeline.engine - INFO - Pipeline calib_flow order: [('calib_flow.image_creator',), ('calib_flow.master_bias',)]\n",
+ "2026-05-26 17:49:11,179 - pipeline.engine - INFO - Pipeline preproc_flow order: [('preproc_flow.image_creator', 'calib_flow.master_bias'), ('preproc_flow.bias_subtraction',), ('preproc_flow.overscan_subtraction',), ('preproc_flow.badpixel_masking',)]\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "tasks.imagegen ImageCreator\n",
+ "tasks.calibration MasterBias\n",
+ "tasks.imagegen ImageCreator\n",
+ "tasks.preprocessing BiasSubtraction\n",
+ "tasks.preprocessing ScanSubtraction\n",
+ "tasks.preprocessing SigmaClipMasking\n"
]
}
],
@@ -42,8 +54,8 @@
{
"metadata": {
"ExecuteTime": {
- "end_time": "2026-03-11T00:41:23.004102Z",
- "start_time": "2026-03-11T00:40:57.906266Z"
+ "end_time": "2026-05-27T00:49:33.516303Z",
+ "start_time": "2026-05-27T00:49:12.063781Z"
}
},
"cell_type": "code",
@@ -53,180 +65,199 @@
{
"data": {
"text/plain": [
- "17:40:58.639 | \u001B[36mINFO\u001B[0m | prefect - Starting temporary server on \u001B[94mhttp://127.0.0.1:8485\u001B[0m\n",
+ "17:49:12.825 | \u001B[36mINFO\u001B[0m | prefect - Starting temporary server on \u001B[94mhttp://127.0.0.1:8657\u001B[0m\n",
"See \u001B[94mhttps://docs.prefect.io/v3/concepts/server#how-to-guides\u001B[0m for more information on running a dedicated Prefect server.\n"
],
"text/html": [
- "
17:40:58.639 | INFO | prefect - Starting temporary server on http://127.0.0.1:8485 \n",
+ "17:49:12.825 | INFO | prefect - Starting temporary server on http://127.0.0.1:8657 \n",
"See https://docs.prefect.io/v3/concepts/server#how-to-guides for more information on running a dedicated Prefect server.\n",
" \n"
]
},
"metadata": {},
- "output_type": "display_data",
- "jetTransient": {
- "display_id": null
- }
+ "output_type": "display_data"
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{
"data": {
"text/plain": [
- "17:41:00.506 | \u001B[36mINFO\u001B[0m | Flow run\u001B[35m 'unbiased-ara'\u001B[0m - Beginning flow run\u001B[35m 'unbiased-ara'\u001B[0m for flow\u001B[1;35m 'calib_flow'\u001B[0m\n"
+ "17:49:14.683 | \u001B[36mINFO\u001B[0m | Flow run\u001B[35m 'jolly-barracuda'\u001B[0m - Beginning flow run\u001B[35m 'jolly-barracuda'\u001B[0m for flow\u001B[1;35m 'calib_flow'\u001B[0m\n"
],
"text/html": [
- "17:41:00.506 | INFO | Flow run 'unbiased-ara' - Beginning flow run 'unbiased-ara' for flow 'calib_flow' \n",
+ "17:49:14.683 | INFO | Flow run 'jolly-barracuda' - Beginning flow run 'jolly-barracuda' for flow 'calib_flow' \n",
" \n"
]
},
"metadata": {},
- "output_type": "display_data",
- "jetTransient": {
- "display_id": null
- }
+ "output_type": "display_data"
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "2026-05-26 17:49:14,712 - DetectorConfig - INFO - Config loaded from file '/Users/yashvi/Desktop/Detector Characterization Tools/eregion/eregion/configs/detectors/deimos_singledet.yaml'\n",
+ "2026-05-26 17:49:14,712 - calib_flow.image_creator - INFO - Item /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/*_bias_*.fits is a glob pattern\n",
+ "2026-05-26 17:49:14,714 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_2_2025-08-12T101455.893.fits.\n",
+ "2026-05-26 17:49:14,715 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_5_2025-08-12T101626.632.fits.\n",
+ "2026-05-26 17:49:14,716 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_4_2025-08-12T101556.386.fits.\n",
+ "2026-05-26 17:49:14,716 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_3_2025-08-12T101526.139.fits.\n",
+ "2026-05-26 17:49:14,717 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_9_2025-08-12T101827.618.fits.\n",
+ "2026-05-26 17:49:14,718 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_0_2025-08-12T101355.400.fits.\n",
+ "2026-05-26 17:49:14,719 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_6_2025-08-12T101656.879.fits.\n",
+ "2026-05-26 17:49:14,721 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_1_2025-08-12T101425.647.fits.\n",
+ "2026-05-26 17:49:14,722 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_7_2025-08-12T101727.125.fits.\n",
+ "2026-05-26 17:49:14,722 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_8_2025-08-12T101757.371.fits.\n",
+ "2026-05-26 17:49:14,722 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_0_2025-08-12T101355.400.fits\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "tasks.custom guess_image_type_from_filename_DEIMOS\n",
+ "tasks.custom load_image_fits_DEIMOS\n"
+ ]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
- "2026-03-10 17:41:00,538 - DetectorConfig - INFO - Config loaded from file '/Users/yashvi/Desktop/Detector Characterization Tools/eregion/eregion/configs/detectors/deimos_singledet.yaml'\n",
- "2026-03-10 17:41:00,539 - calib_flow.image_creator - INFO - Item /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/*_bias_*.fits is a glob pattern\n",
- "2026-03-10 17:41:00,540 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_2_2025-08-12T101455.893.fits.\n",
- "2026-03-10 17:41:00,541 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_5_2025-08-12T101626.632.fits.\n",
- "2026-03-10 17:41:00,541 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_4_2025-08-12T101556.386.fits.\n",
- "2026-03-10 17:41:00,542 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_3_2025-08-12T101526.139.fits.\n",
- "2026-03-10 17:41:00,543 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_9_2025-08-12T101827.618.fits.\n",
- "2026-03-10 17:41:00,543 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_0_2025-08-12T101355.400.fits.\n",
- "2026-03-10 17:41:00,543 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_6_2025-08-12T101656.879.fits.\n",
- "2026-03-10 17:41:00,544 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_1_2025-08-12T101425.647.fits.\n",
- "2026-03-10 17:41:00,544 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_7_2025-08-12T101727.125.fits.\n",
- "2026-03-10 17:41:00,544 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_8_2025-08-12T101757.371.fits.\n",
- "2026-03-10 17:41:00,545 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_0_2025-08-12T101355.400.fits\n",
- "2026-03-10 17:41:01,522 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_1_2025-08-12T101425.647.fits\n",
- "2026-03-10 17:41:02,369 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_2_2025-08-12T101455.893.fits\n",
- "2026-03-10 17:41:03,217 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_3_2025-08-12T101526.139.fits\n",
- "2026-03-10 17:41:04,074 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_4_2025-08-12T101556.386.fits\n",
- "2026-03-10 17:41:04,486 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_5_2025-08-12T101626.632.fits\n",
- "2026-03-10 17:41:04,914 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_6_2025-08-12T101656.879.fits\n",
- "2026-03-10 17:41:05,352 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_7_2025-08-12T101727.125.fits\n",
- "2026-03-10 17:41:05,798 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_8_2025-08-12T101757.371.fits\n",
- "2026-03-10 17:41:06,672 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_9_2025-08-12T101827.618.fits\n"
+ "2026-05-26 17:49:15,815 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_1_2025-08-12T101425.647.fits\n",
+ "2026-05-26 17:49:16,743 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_2_2025-08-12T101455.893.fits\n",
+ "2026-05-26 17:49:17,674 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_3_2025-08-12T101526.139.fits\n",
+ "2026-05-26 17:49:18,078 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_4_2025-08-12T101556.386.fits\n",
+ "2026-05-26 17:49:18,515 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_5_2025-08-12T101626.632.fits\n",
+ "2026-05-26 17:49:19,440 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_6_2025-08-12T101656.879.fits\n",
+ "2026-05-26 17:49:20,365 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_7_2025-08-12T101727.125.fits\n",
+ "2026-05-26 17:49:20,777 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_8_2025-08-12T101757.371.fits\n",
+ "2026-05-26 17:49:21,214 - calib_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_bias_9_2025-08-12T101827.618.fits\n"
]
},
{
"data": {
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+ "17:49:21.663 | \u001B[36mINFO\u001B[0m | Task run 'calib_flow.image_creator-fd5' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
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"text/html": [
- "17:41:07.067 | INFO | Task run 'calib_flow.image_creator-9fe' - Finished in state Completed ()\n",
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"metadata": {},
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- "jetTransient": {
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+ "output_type": "display_data"
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+ "output_type": "stream",
+ "text": [
+ "core.image_operations median_combine\n"
+ ]
},
{
"data": {
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- "17:41:09.365 | \u001B[36mINFO\u001B[0m | Task run 'calib_flow.master_bias-17d' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
+ "17:49:23.969 | \u001B[36mINFO\u001B[0m | Task run 'calib_flow.master_bias-d7a' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
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- "17:41:09.365 | INFO | Task run 'calib_flow.master_bias-17d' - Finished in state Completed ()\n",
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" \n"
]
},
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+ "17:49:23.982 | \u001B[36mINFO\u001B[0m | Flow run\u001B[35m 'jolly-barracuda'\u001B[0m - Finished in state \u001B[32mCompleted\u001B[0m()\n"
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"text/html": [
- "17:41:09.382 | INFO | Flow run 'unbiased-ara' - Finished in state Completed ()\n",
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" \n"
]
},
"metadata": {},
- "output_type": "display_data",
- "jetTransient": {
- "display_id": null
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+ "output_type": "display_data"
},
{
"name": "stderr",
"output_type": "stream",
"text": [
- "2026-03-10 17:41:09,384 - pipeline.engine - INFO - Pipeline 'calib_flow' complete\n"
+ "2026-05-26 17:49:23,983 - pipeline.engine - INFO - Pipeline 'calib_flow' complete\n"
]
},
{
"data": {
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- "17:41:09.427 | \u001B[36mINFO\u001B[0m | Flow run\u001B[35m 'awesome-eel'\u001B[0m - Beginning flow run\u001B[35m 'awesome-eel'\u001B[0m for flow\u001B[1;35m 'preproc_flow'\u001B[0m\n"
+ "17:49:24.022 | \u001B[36mINFO\u001B[0m | Flow run\u001B[35m 'voracious-mongrel'\u001B[0m - Beginning flow run\u001B[35m 'voracious-mongrel'\u001B[0m for flow\u001B[1;35m 'preproc_flow'\u001B[0m\n"
],
"text/html": [
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]
},
"metadata": {},
- "output_type": "display_data",
- "jetTransient": {
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+ "output_type": "display_data"
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "2026-05-26 17:49:24,041 - DetectorConfig - INFO - Config loaded from file '/Users/yashvi/Desktop/Detector Characterization Tools/eregion/eregion/configs/detectors/deimos_singledet.yaml'\n",
+ "2026-05-26 17:49:24,041 - DetectorConfig - INFO - Config loaded from file '/Users/yashvi/Desktop/Detector Characterization Tools/eregion/eregion/configs/detectors/deimos_singledet.yaml'\n",
+ "2026-05-26 17:49:24,042 - preproc_flow.image_creator - INFO - Item /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/*flat_0.000*.fits is a glob pattern\n",
+ "2026-05-26 17:49:24,044 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_flat_0.000_0_2025-08-12T102203.192.fits.\n",
+ "2026-05-26 17:49:24,045 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_flat_0.000_1_2025-08-12T102233.989.fits.\n",
+ "2026-05-26 17:49:24,046 - preproc_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_flat_0.000_0_2025-08-12T102203.192.fits\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "tasks.custom guess_image_type_from_filename_DEIMOS\n",
+ "tasks.custom load_image_fits_DEIMOS\n"
+ ]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
- "2026-03-10 17:41:09,450 - DetectorConfig - INFO - Config loaded from file '/Users/yashvi/Desktop/Detector Characterization Tools/eregion/eregion/configs/detectors/deimos_singledet.yaml'\n",
- "2026-03-10 17:41:09,450 - DetectorConfig - INFO - Config loaded from file '/Users/yashvi/Desktop/Detector Characterization Tools/eregion/eregion/configs/detectors/deimos_singledet.yaml'\n",
- "2026-03-10 17:41:09,451 - preproc_flow.image_creator - INFO - Item /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/*flat_0.000*.fits is a glob pattern\n",
- "2026-03-10 17:41:09,452 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_flat_0.000_0_2025-08-12T102203.192.fits.\n",
- "2026-03-10 17:41:09,454 - utils.io_utils - INFO - Found FITS file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_flat_0.000_1_2025-08-12T102233.989.fits.\n",
- "2026-03-10 17:41:09,454 - preproc_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_flat_0.000_0_2025-08-12T102203.192.fits\n",
- "2026-03-10 17:41:10,302 - preproc_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_flat_0.000_1_2025-08-12T102233.989.fits\n"
+ "2026-05-26 17:49:24,466 - preproc_flow.image_creator - INFO - Processing file /Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/DTU_DT-SCI_2_flat_0.000_1_2025-08-12T102233.989.fits\n"
]
},
{
"data": {
"text/plain": [
- "17:41:10.711 | \u001B[36mINFO\u001B[0m | Task run 'preproc_flow.image_creator-532' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
+ "17:49:24.889 | \u001B[36mINFO\u001B[0m | Task run 'preproc_flow.image_creator-4bb' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
],
"text/html": [
- "17:41:10.711 | INFO | Task run 'preproc_flow.image_creator-532' - Finished in state Completed ()\n",
+ "17:49:24.889 | INFO | Task run 'preproc_flow.image_creator-4bb' - Finished in state Completed ()\n",
" \n"
]
},
"metadata": {},
- "output_type": "display_data",
- "jetTransient": {
- "display_id": null
- }
+ "output_type": "display_data"
},
{
"data": {
"text/plain": [
- "17:41:13.745 | \u001B[36mINFO\u001B[0m | Task run 'preproc_flow.bias_subtraction-d2a' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
+ "17:49:28.006 | \u001B[36mINFO\u001B[0m | Task run 'preproc_flow.bias_subtraction-103' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
],
"text/html": [
- "17:41:13.745 | INFO | Task run 'preproc_flow.bias_subtraction-d2a' - Finished in state Completed ()\n",
+ "17:49:28.006 | INFO | Task run 'preproc_flow.bias_subtraction-103' - Finished in state Completed ()\n",
" \n"
]
},
"metadata": {},
- "output_type": "display_data",
- "jetTransient": {
- "display_id": null
- }
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "core.image_operations median_by_axis\n",
+ "core.image_operations median_by_axis\n"
+ ]
},
{
"name": "stderr",
@@ -235,7 +266,21 @@
"/Users/yashvi/Desktop/Detector Characterization Tools/eregion/.venv/lib/python3.13/site-packages/numpy/_core/fromnumeric.py:3860: RuntimeWarning: Mean of empty slice.\n",
" return _methods._mean(a, axis=axis, dtype=dtype,\n",
"/Users/yashvi/Desktop/Detector Characterization Tools/eregion/.venv/lib/python3.13/site-packages/numpy/_core/_methods.py:136: RuntimeWarning: invalid value encountered in divide\n",
- " ret = um.true_divide(\n",
+ " ret = um.true_divide(\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "core.image_operations median_by_axis\n",
+ "core.image_operations median_by_axis\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
"/Users/yashvi/Desktop/Detector Characterization Tools/eregion/.venv/lib/python3.13/site-packages/numpy/_core/fromnumeric.py:3860: RuntimeWarning: Mean of empty slice.\n",
" return _methods._mean(a, axis=axis, dtype=dtype,\n",
"/Users/yashvi/Desktop/Detector Characterization Tools/eregion/.venv/lib/python3.13/site-packages/numpy/_core/_methods.py:136: RuntimeWarning: invalid value encountered in divide\n",
@@ -245,95 +290,76 @@
{
"data": {
"text/plain": [
- "17:41:16.396 | \u001B[36mINFO\u001B[0m | Task run 'preproc_flow.overscan_subtraction-3d0' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
+ "17:49:28.826 | \u001B[36mINFO\u001B[0m | Task run 'preproc_flow.overscan_subtraction-e23' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
],
"text/html": [
- "17:41:16.396 | INFO | Task run 'preproc_flow.overscan_subtraction-3d0' - Finished in state Completed ()\n",
+ "17:49:28.826 | INFO | Task run 'preproc_flow.overscan_subtraction-e23' - Finished in state Completed ()\n",
" \n"
]
},
"metadata": {},
- "output_type": "display_data",
- "jetTransient": {
- "display_id": null
- }
+ "output_type": "display_data"
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"WARNING: Input data contains invalid values (NaNs or infs), which were automatically clipped. [astropy.stats.sigma_clipping]\n",
- "2026-03-10 17:41:18,317 - datamodels.image - WARNING - Output with id chan_1 already exists, overwrite is set to True.\n",
- "2026-03-10 17:41:18,317 - datamodels.image - WARNING - Output with id chan_2 already exists, overwrite is set to True.\n",
+ "2026-05-26 17:49:30,698 - datamodels.image - WARNING - Output with id chan_1 already exists, overwrite is set to True.\n",
+ "2026-05-26 17:49:30,698 - datamodels.image - WARNING - Output with id chan_2 already exists, overwrite is set to True.\n",
"WARNING: Input data contains invalid values (NaNs or infs), which were automatically clipped. [astropy.stats.sigma_clipping]\n",
- "2026-03-10 17:41:21,860 - datamodels.image - WARNING - Output with id chan_1 already exists, overwrite is set to True.\n",
- "2026-03-10 17:41:21,860 - datamodels.image - WARNING - Output with id chan_2 already exists, overwrite is set to True.\n"
+ "2026-05-26 17:49:33,293 - datamodels.image - WARNING - Output with id chan_1 already exists, overwrite is set to True.\n",
+ "2026-05-26 17:49:33,293 - datamodels.image - WARNING - Output with id chan_2 already exists, overwrite is set to True.\n"
]
},
{
"data": {
"text/plain": [
- "17:41:22.968 | \u001B[36mINFO\u001B[0m | Task run 'preproc_flow.badpixel_masking-59b' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
+ "17:49:33.467 | \u001B[36mINFO\u001B[0m | Task run 'preproc_flow.badpixel_masking-44b' - Finished in state \u001B[32mCompleted\u001B[0m()\n"
],
"text/html": [
- "17:41:22.968 | INFO | Task run 'preproc_flow.badpixel_masking-59b' - Finished in state Completed ()\n",
+ "17:49:33.467 | INFO | Task run 'preproc_flow.badpixel_masking-44b' - Finished in state Completed ()\n",
" \n"
]
},
"metadata": {},
- "output_type": "display_data",
- "jetTransient": {
- "display_id": null
- }
+ "output_type": "display_data"
},
{
"data": {
"text/plain": [
- "17:41:22.998 | \u001B[36mINFO\u001B[0m | Flow run\u001B[35m 'awesome-eel'\u001B[0m - Finished in state \u001B[32mCompleted\u001B[0m()\n"
+ "17:49:33.481 | \u001B[36mINFO\u001B[0m | Flow run\u001B[35m 'voracious-mongrel'\u001B[0m - Finished in state \u001B[32mCompleted\u001B[0m()\n"
],
"text/html": [
- "17:41:22.998 | INFO | Flow run 'awesome-eel' - Finished in state Completed ()\n",
+ "17:49:33.481 | INFO | Flow run 'voracious-mongrel' - Finished in state Completed ()\n",
" \n"
]
},
"metadata": {},
- "output_type": "display_data",
- "jetTransient": {
- "display_id": null
- }
+ "output_type": "display_data"
},
{
"name": "stderr",
"output_type": "stream",
"text": [
- "2026-03-10 17:41:23,000 - pipeline.engine - INFO - Pipeline 'preproc_flow' complete\n"
+ "2026-05-26 17:49:33,482 - pipeline.engine - INFO - Pipeline 'preproc_flow' complete\n"
]
- },
- {
- "data": {
- "text/plain": [
- "{'calib_flow.image_creator': TaskResult(task_name='calib_flow.image_creator', data={'bias': [, , , , , , , , , ]}, params={'init': {'detector_config': '/Users/yashvi/Desktop/Detector Characterization Tools/eregion/eregion/configs/detectors/deimos_singledet.yaml'}, 'run': {'input_source': '/Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/*_bias_*.fits', 'identifier_func': 'tasks.custom.guess_image_type_from_filename_DEIMOS'}}, upstream=[], timestamp=),\n",
- " 'calib_flow.master_bias': TaskResult(task_name='calib_flow.master_bias', data={'master_biases': []}, params={'init': {'method': 'median'}, 'run': {'bias_images': 'calib_flow.image_creator.data.bias'}}, upstream=['calib_flow.image_creator'], timestamp=),\n",
- " 'preproc_flow.image_creator': TaskResult(task_name='preproc_flow.image_creator', data={'flat': [, ]}, params={'init': {'detector_config': '/Users/yashvi/Desktop/Detector Characterization Tools/eregion/eregion/configs/detectors/deimos_singledet.yaml'}, 'run': {'input_source': '/Users/yashvi/Desktop/Detector Characterization Tools/DTU_dettest/DTU_singledet_acceptance/PTC/SCI/20250812-101350/*flat_0.000*.fits', 'identifier_func': 'tasks.custom.guess_image_type_from_filename_DEIMOS'}}, upstream=[], timestamp=),\n",
- " 'preproc_flow.bias_subtraction': TaskResult(task_name='preproc_flow.bias_subtraction', data={'flat': [, ]}, params={'init': {'master_biases': 'calib_flow.master_bias.data.master_biases'}, 'run': {'images': 'preproc_flow.image_creator.data.flat'}}, upstream=['preproc_flow.image_creator', 'calib_flow.master_bias'], timestamp=),\n",
- " 'preproc_flow.overscan_subtraction': TaskResult(task_name='preproc_flow.overscan_subtraction', data={'flat': [, ]}, params={'init': {'which_scan': 'serial_overscan', 'method': 'median_by_axis'}, 'run': {'images': 'preproc_flow.bias_subtraction.data.flat'}}, upstream=['preproc_flow.bias_subtraction'], timestamp=),\n",
- " 'preproc_flow.badpixel_masking': TaskResult(task_name='preproc_flow.badpixel_masking', data={'flat': [, ]}, params={'init': {}, 'run': {'images': 'preproc_flow.overscan_subtraction.data.flat'}}, upstream=['preproc_flow.overscan_subtraction'], timestamp=)}"
- ]
- },
- "execution_count": 3,
- "metadata": {},
- "output_type": "execute_result"
}
],
"execution_count": 3
},
{
- "metadata": {},
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-05-27T01:09:22.242829Z",
+ "start_time": "2026-05-27T01:09:22.225918Z"
+ }
+ },
"cell_type": "code",
"source": "",
"id": "39bb6470350ce0a5",
"outputs": [],
- "execution_count": null
+ "execution_count": 25
},
{
"metadata": {},
diff --git a/playground/deimos_sci_testing.ipynb b/playground/deimos_sci_testing.ipynb
new file mode 100644
index 0000000..63cd7b8
--- /dev/null
+++ b/playground/deimos_sci_testing.ipynb
@@ -0,0 +1,425 @@
+{
+ "cells": [
+ {
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-06-01T22:54:06.250705Z",
+ "start_time": "2026-06-01T22:54:06.246010Z"
+ }
+ },
+ "cell_type": "code",
+ "source": "from matplotlib import pyplot as plt",
+ "id": "1d89b4679eb24537",
+ "outputs": [],
+ "execution_count": 1
+ },
+ {
+ "metadata": {},
+ "cell_type": "markdown",
+ "source": "# Example: Full focal plane in one FITS extension",
+ "id": "73b695ec9869d347"
+ },
+ {
+ "metadata": {
+ "collapsed": true,
+ "ExecuteTime": {
+ "end_time": "2026-06-01T23:00:51.782679Z",
+ "start_time": "2026-06-01T23:00:50.007173Z"
+ }
+ },
+ "cell_type": "code",
+ "source": [
+ "from eregion.tasks import ImageCreator\n",
+ "from eregion.tasks import load_image_fits_DEIMOS, guess_image_type_from_filename_DEIMOS\n",
+ "\n",
+ "creator = ImageCreator(detector_config='../eregion/configs/detectors/deimos_sci_raw.yaml')\n",
+ "res = creator.run(input_source='../data/deimos/warmdark_allchans.fits',\n",
+ " identifier_func=guess_image_type_from_filename_DEIMOS,\n",
+ " fitsloader_func=load_image_fits_DEIMOS)"
+ ],
+ "id": "3def6ba398c954d6",
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "2026-06-01 16:00:50,059 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci_raw.yaml'\n",
+ "2026-06-01 16:00:50,059 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci_raw.yaml'\n",
+ "2026-06-01 16:00:50,059 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci_raw.yaml'\n",
+ "2026-06-01 16:00:50,059 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci_raw.yaml'\n",
+ "2026-06-01 16:00:50,059 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci_raw.yaml'\n",
+ "2026-06-01 16:00:50,060 - image_creator - INFO - Item ../data/deimos/warmdark_allchans.fits is a regular path string\n",
+ "2026-06-01 16:00:50,060 - image_creator - INFO - Item ../data/deimos/warmdark_allchans.fits is a regular path string\n",
+ "2026-06-01 16:00:50,060 - image_creator - INFO - Item ../data/deimos/warmdark_allchans.fits is a regular path string\n",
+ "2026-06-01 16:00:50,060 - image_creator - INFO - Item ../data/deimos/warmdark_allchans.fits is a regular path string\n",
+ "2026-06-01 16:00:50,060 - image_creator - INFO - Item ../data/deimos/warmdark_allchans.fits is a regular path string\n",
+ "2026-06-01 16:00:50,061 - utils.io_utils - INFO - Found FITS file ../data/deimos/warmdark_allchans.fits.\n",
+ "2026-06-01 16:00:50,062 - image_creator - INFO - Processing file ../data/deimos/warmdark_allchans.fits\n",
+ "2026-06-01 16:00:50,062 - image_creator - INFO - Processing file ../data/deimos/warmdark_allchans.fits\n",
+ "2026-06-01 16:00:50,062 - image_creator - INFO - Processing file ../data/deimos/warmdark_allchans.fits\n",
+ "2026-06-01 16:00:50,062 - image_creator - INFO - Processing file ../data/deimos/warmdark_allchans.fits\n",
+ "2026-06-01 16:00:50,062 - image_creator - INFO - Processing file ../data/deimos/warmdark_allchans.fits\n"
+ ]
+ }
+ ],
+ "execution_count": 13
+ },
+ {
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-06-01T23:00:52.431530Z",
+ "start_time": "2026-06-01T23:00:52.417749Z"
+ }
+ },
+ "cell_type": "code",
+ "source": "res",
+ "id": "6c032d1480e88d8f",
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "{'unknown': [,\n",
+ " ,\n",
+ " ,\n",
+ " ,\n",
+ " ,\n",
+ " ,\n",
+ " ,\n",
+ " ]}"
+ ]
+ },
+ "execution_count": 14,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "execution_count": 14
+ },
+ {
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-06-01T22:54:09.135906Z",
+ "start_time": "2026-06-01T22:54:08.654625Z"
+ }
+ },
+ "cell_type": "code",
+ "source": [
+ "# top left detector in DS9\n",
+ "det1 = res['unknown'][0]\n",
+ "det1.show(cmap='Greys_r', origin='lower')"
+ ],
+ "id": "52ed79d9718d2942",
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "image/png": 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"
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "execution_count": 4
+ },
+ {
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-06-01T22:54:09.414915Z",
+ "start_time": "2026-06-01T22:54:09.136504Z"
+ }
+ },
+ "cell_type": "code",
+ "source": [
+ "fig, axs = plt.subplots(1, 1, figsize=(4, 8))\n",
+ "det1.outputs['E1'].show(ax=axs, shade_regions=True, cmap='Greys_r', origin='lower')\n",
+ "axs.set_title('E1')"
+ ],
+ "id": "8092f5c8015e4fad",
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Text(0.5, 1.0, 'E1')"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "image/png": 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"
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "execution_count": 5
+ },
+ {
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-06-01T22:54:09.893177Z",
+ "start_time": "2026-06-01T22:54:09.415421Z"
+ }
+ },
+ "cell_type": "code",
+ "source": [
+ "# bottom right detector in DS9\n",
+ "fig, axs = plt.subplots(1, 2, figsize=(8, 8))\n",
+ "det5 = res['unknown'][4]\n",
+ "det5.outputs['E5'].show(ax=axs[0], shade_regions=True, cmap='Greys_r', origin='lower')\n",
+ "det5.outputs['F5'].show(ax=axs[1], shade_regions=True, cmap='Greys_r', origin='lower')\n",
+ "axs[0].set_title('E5')\n",
+ "axs[1].set_title('F5')"
+ ],
+ "id": "3096a92e35d0ae44",
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Text(0.5, 1.0, 'F5')"
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "image/png": 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"
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "execution_count": 6
+ },
+ {
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-06-01T22:54:15.473998Z",
+ "start_time": "2026-06-01T22:54:09.898600Z"
+ }
+ },
+ "cell_type": "code",
+ "source": [
+ "from eregion.datamodels import FocalPlaneImage\n",
+ "\n",
+ "fp = FocalPlaneImage(num_detectors=8, det_images=res['unknown'])\n",
+ "fp.show(show_det_id=True)"
+ ],
+ "id": "f6973e94283ebd5e",
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ],
+ "image/png": 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"
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "execution_count": 7
+ },
+ {
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-06-01T22:54:15.494105Z",
+ "start_time": "2026-06-01T22:54:15.486766Z"
+ }
+ },
+ "cell_type": "markdown",
+ "source": "# Example: Each detector in a separate FITS, outputs in separate extensions",
+ "id": "3eccdfc854c78cad"
+ },
+ {
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-06-01T23:01:07.033570Z",
+ "start_time": "2026-06-01T23:01:03.870105Z"
+ }
+ },
+ "cell_type": "code",
+ "source": [
+ "creator = ImageCreator(detector_config='../eregion/configs/detectors/deimos_sci.yaml')\n",
+ "res = creator.run(input_source='../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/*_bias_0*',\n",
+ " identifier_func=guess_image_type_from_filename_DEIMOS,\n",
+ " fitsloader_func=load_image_fits_DEIMOS)"
+ ],
+ "id": "7a62a8fd7ee97283",
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "2026-06-01 16:01:03,927 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci.yaml'\n",
+ "2026-06-01 16:01:03,927 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci.yaml'\n",
+ "2026-06-01 16:01:03,927 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci.yaml'\n",
+ "2026-06-01 16:01:03,927 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci.yaml'\n",
+ "2026-06-01 16:01:03,927 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci.yaml'\n",
+ "2026-06-01 16:01:03,927 - DetectorConfig - INFO - Config loaded from file '../eregion/configs/detectors/deimos_sci.yaml'\n",
+ "2026-06-01 16:01:03,929 - image_creator - INFO - Item ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/*_bias_0* is a glob pattern\n",
+ "2026-06-01 16:01:03,929 - image_creator - INFO - Item ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/*_bias_0* is a glob pattern\n",
+ "2026-06-01 16:01:03,929 - image_creator - INFO - Item ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/*_bias_0* is a glob pattern\n",
+ "2026-06-01 16:01:03,929 - image_creator - INFO - Item ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/*_bias_0* is a glob pattern\n",
+ "2026-06-01 16:01:03,929 - image_creator - INFO - Item ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/*_bias_0* is a glob pattern\n",
+ "2026-06-01 16:01:03,929 - image_creator - INFO - Item ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/*_bias_0* is a glob pattern\n",
+ "2026-06-01 16:01:03,931 - utils.io_utils - INFO - Found FITS file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_4_bias_0_2026-05-27T155929.184.fits.\n",
+ "2026-06-01 16:01:03,931 - utils.io_utils - INFO - Found FITS file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_6_bias_0_2026-05-27T155929.184.fits.\n",
+ "2026-06-01 16:01:03,932 - utils.io_utils - INFO - Found FITS file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_8_bias_0_2026-05-27T155929.184.fits.\n",
+ "2026-06-01 16:01:03,932 - utils.io_utils - INFO - Found FITS file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_5_bias_0_2026-05-27T155929.184.fits.\n",
+ "2026-06-01 16:01:03,932 - utils.io_utils - INFO - Found FITS file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_7_bias_0_2026-05-27T155929.184.fits.\n",
+ "2026-06-01 16:01:03,933 - utils.io_utils - INFO - Found FITS file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_1_bias_0_2026-05-27T155929.184.fits.\n",
+ "2026-06-01 16:01:03,933 - utils.io_utils - INFO - Found FITS file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_3_bias_0_2026-05-27T155929.184.fits.\n",
+ "2026-06-01 16:01:03,933 - utils.io_utils - INFO - Found FITS file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_2_bias_0_2026-05-27T155929.184.fits.\n",
+ "2026-06-01 16:01:03,934 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_1_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:03,934 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_1_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:03,934 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_1_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:03,934 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_1_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:03,934 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_1_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:03,934 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_1_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,319 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_2_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,319 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_2_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,319 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_2_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,319 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_2_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,319 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_2_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,319 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_2_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,683 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_3_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,683 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_3_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,683 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_3_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,683 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_3_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,683 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_3_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:04,683 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_3_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,063 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_4_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,063 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_4_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,063 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_4_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,063 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_4_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,063 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_4_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,063 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_4_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,459 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_5_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,459 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_5_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,459 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_5_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,459 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_5_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,459 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_5_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,459 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_5_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,844 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_6_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,844 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_6_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,844 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_6_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,844 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_6_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,844 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_6_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:05,844 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_6_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,223 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_7_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,223 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_7_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,223 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_7_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,223 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_7_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,223 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_7_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,223 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_7_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,613 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_8_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,613 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_8_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,613 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_8_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,613 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_8_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,613 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_8_bias_0_2026-05-27T155929.184.fits\n",
+ "2026-06-01 16:01:06,613 - image_creator - INFO - Processing file ../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_8_bias_0_2026-05-27T155929.184.fits\n"
+ ]
+ }
+ ],
+ "execution_count": 15
+ },
+ {
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-06-01T23:02:13.765726Z",
+ "start_time": "2026-06-01T23:02:13.739045Z"
+ }
+ },
+ "cell_type": "code",
+ "source": "[f.meta.filename for f in res['bias']]",
+ "id": "d423c205b41d456c",
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_1_bias_0_2026-05-27T155929.184.fits',\n",
+ " '../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_2_bias_0_2026-05-27T155929.184.fits',\n",
+ " '../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_3_bias_0_2026-05-27T155929.184.fits',\n",
+ " '../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_4_bias_0_2026-05-27T155929.184.fits',\n",
+ " '../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_5_bias_0_2026-05-27T155929.184.fits',\n",
+ " '../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_6_bias_0_2026-05-27T155929.184.fits',\n",
+ " '../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_7_bias_0_2026-05-27T155929.184.fits',\n",
+ " '../../DTU_dettest/DTU_fullfp_bringup/dark/SCI/20260527-155859/DTU_DT-SCI_8_bias_0_2026-05-27T155929.184.fits']"
+ ]
+ },
+ "execution_count": 19,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "execution_count": 19
+ },
+ {
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2026-06-01T22:54:15.505927Z",
+ "start_time": "2026-06-01T22:54:15.503202Z"
+ }
+ },
+ "cell_type": "code",
+ "source": "",
+ "id": "2edc8ff0e9d2b559",
+ "outputs": [],
+ "execution_count": 7
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 2
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython2",
+ "version": "2.7.6"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}