Mercurial > repos > imgteam > imagej2_bunwarpj_adapt_transform
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"planemo upload for repository https://github.com/bgruening/galaxytools/tree/master/tools/image_processing/imagej2 commit b08f0e6d1546caaf627b21f8c94044285d5d5b9c-dirty"
author | imgteam |
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date | Tue, 17 Sep 2019 17:06:40 -0400 |
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<?xml version='1.0' encoding='UTF-8'?> <tool id="imagej2_bunwarpj_adapt_transform" name="Adapt an elastic transformation" version="@WRAPPER_VERSION@.0"> <description>to a new image size with bUnwarpJ</description> <macros> <import>imagej2_macros.xml</import> </macros> <expand macro="fiji_requirements" /> <command> <![CDATA[ python $__tool_directory__/imagej2_bunwarpj_adapt_transform.py --target_image "$target_image" --target_image_format $target_image.ext --source_image "$source_image" --source_image_format $source_image.ext --input_elastic_transformation "$input_elastic_transformation" --image_size_factor $image_size_factor --output "$output" ]]> </command> <inputs> <param format="bmp,eps,gif,jpg,pcx,pgm,png,psd,tiff" name="target_image" type="data" label="Target image"/> <param format="bmp,eps,gif,jpg,pcx,pgm,png,psd,tiff" name="source_image" type="data" label="Source image"/> <param format="txt" name="input_elastic_transformation" type="data" label="Target inverse transformation"/> <param name="image_size_factor" type="float" value="2.0" label="Image size factor" help="Must be a positive or negative power of 2 (0.25, 0.5, 2, 4, 8, etc)"/> </inputs> <outputs> <data name="output" format="txt" label="${tool.name} on ${on_string}: Image size factor ${image_size_factor}" /> </outputs> <tests> <test> <param name="target_image" value="dotblot.jpg" /> <param name="source_image" value="blobs.gif" /> <param name="input_elastic_transformation" value="source_elastic_transformation.txt" /> <param name="image_size_factor" value="2.0" /> <output name="output" file="adapted_transformation.txt" ftype="txt" /> </test> </tests> <help> **What it does** <![CDATA[ Transforms the coefficients of an elastic transformation according to a real image factor. This is useful, for example, for very large images, where sub-sampled versions of the image (e.g., 4 times smaller) can be registered with the resulting transformations adapted to the smaller image size (image factor = 4) so they can be applied to the high resolution images. ]]> </help> <expand macro="bunwarpj_citations" /> </tool>