Created
January 21, 2020 09:02
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Investigation for https://forum.image.sc/t/how-to-calculate-xy-position-of-an-image-for-a-reference-image-scn-file-and-ome-xml/33030/5
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#!/usr/bin/env python | |
""" | |
<Image ID="Image:0" Name="image_0000247585 (R0)"> | |
<AcquisitionDate>2020-01-15T06:29:11.537</AcquisitionDate> | |
<Description>Collection ImageCollection__0000042467</Description> | |
<InstrumentRef ID="Instrument:0"/> | |
<ObjectiveSettings ID="Objective:0:0"/> | |
<Pixels BigEndian="false" DimensionOrder="XYCZT" ID="Pixels:0" Interleaved="false" PhysicalSizeX="16.438446163366336" PhysicalSizeXUnit="µm" PhysicalSizeY="16.438446015424162" PhysicalSizeYUnit="µm" SignificantBits="8" SizeC="3" SizeT="1" SizeX="1616" SizeY="4668" SizeZ="1" Type="uint8"> | |
<Channel ID="Channel:0:0" IlluminationType="Transmitted" SamplesPerPixel="3"> | |
<LightPath/> | |
</Channel> | |
<MetadataOnly/> | |
<Plane PositionX="0" PositionXUnit="reference frame" PositionY="0" PositionYUnit="reference frame" TheC="0" TheT="0" TheZ="0"/> | |
</Pixels> | |
</Image> | |
""" | |
import xml.etree.ElementTree as ET | |
NS = "{http://www.openmicroscopy.org/Schemas/OME/2016-06}" | |
tree = ET.parse("test.ome.xml") | |
root = tree.getroot() | |
images = {} | |
for img in root.findall(NS + "Image"): | |
name = img.attrib["Name"] | |
base, res = name.split(" ") | |
if base not in images: | |
images[base] = img | |
else: | |
previous = images[base].attrib["Name"].split(" ")[1] | |
if res < previous: | |
images[base] = img | |
for base, img in images.items(): | |
name = img.attrib["Name"] | |
pixels = img.find(NS + "Pixels") | |
sizeX = int(pixels.attrib["SizeX"]) | |
sizeY = int(pixels.attrib["SizeY"]) | |
phyX = float(pixels.attrib["PhysicalSizeX"]) | |
phyY = float(pixels.attrib["PhysicalSizeY"]) | |
unitX = pixels.attrib["PhysicalSizeXUnit"] | |
unitY = pixels.attrib["PhysicalSizeYUnit"] | |
plane = pixels.find(NS + "Plane") | |
posX = int(plane.attrib.get("PositionX", ""))//1000000 | |
posY = int(plane.attrib.get("PositionY", ""))//1000000 | |
print(f'{name:20}\t{sizeX:5d}\t{sizeY:5d}\t{phyX:>4.2f}{unitX}\t{phyY:>4.2f}{unitY}\t{posX:10d}\t{posY:10d}') |
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