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open-discussion > Using IIT Atlas with DTITK and JHU
Feb 3, 2021 10:02 AM | Darius Mewes
Using IIT Atlas with DTITK and JHU
Hello IIT forum,
thanks to the developers for providing this great atlas. When trying to use it with DTI-TK and the JHU atlas I've encountered the following challenge:
I want to use tensor based registration techniques by DTI-TK and register subject images to the IIT Atlas. Then I want to perform tractography on the IIT Atlas with the provided FOD data. Afterwards I would like to extract fiber bundles through JHU ROIs.
My understanding at the moment is as follows:
- DTI-TK requires the 256 voxel version of IIT. In this version, the origin is set to 0 and the orientation is LPI.
- The JHU atlas is, like the IITAtlas, in ICBM152 space. The transform of the non 256 voxel versions of the IITAtlas is:
1 0 0 -91
-0 1 0 -126
-0 0 1 -72
Therefore, I want to linearly transform the JHU atlas by this transformation (and probably also flip the x-axis ?) in order to be in the DTI-TK compatible space. Unfortunately neither just a linear transform (or the inverse) or a transform and a flip on the x axis has yielded good results.
What am I doing wrong?
Thanks for your help,
Darius
thanks to the developers for providing this great atlas. When trying to use it with DTI-TK and the JHU atlas I've encountered the following challenge:
I want to use tensor based registration techniques by DTI-TK and register subject images to the IIT Atlas. Then I want to perform tractography on the IIT Atlas with the provided FOD data. Afterwards I would like to extract fiber bundles through JHU ROIs.
My understanding at the moment is as follows:
- DTI-TK requires the 256 voxel version of IIT. In this version, the origin is set to 0 and the orientation is LPI.
- The JHU atlas is, like the IITAtlas, in ICBM152 space. The transform of the non 256 voxel versions of the IITAtlas is:
1 0 0 -91
-0 1 0 -126
-0 0 1 -72
Therefore, I want to linearly transform the JHU atlas by this transformation (and probably also flip the x-axis ?) in order to be in the DTI-TK compatible space. Unfortunately neither just a linear transform (or the inverse) or a transform and a flip on the x axis has yielded good results.
What am I doing wrong?
Thanks for your help,
Darius
Threaded View
Title | Author | Date |
---|---|---|
Darius Mewes | Feb 3, 2021 | |
Konstantinos Arfanakis | Feb 4, 2021 | |
Darius Mewes | Feb 15, 2021 | |
Konstantinos Arfanakis | Feb 17, 2021 | |