From 1ca3383b9454c3952c9715c0a8fc52a1031c67ce Mon Sep 17 00:00:00 2001
From: Wim van Aarle <wimvanaarle@gmail.com>
Date: Tue, 17 Mar 2015 16:25:23 +0100
Subject: updated python tools
---
python/astra/functions.py | 36 +++++++++++++++++++++++++++++++++++-
1 file changed, 35 insertions(+), 1 deletion(-)
(limited to 'python')
diff --git a/python/astra/functions.py b/python/astra/functions.py
index b9deb66..bbbb355 100644
--- a/python/astra/functions.py
+++ b/python/astra/functions.py
@@ -171,7 +171,7 @@ def geom_size(geom, dim=None):
elif geom['type'] == 'parallel3d' or geom['type'] == 'cone':
s = (geom['DetectorRowCount'], len(
geom['ProjectionAngles']), geom['DetectorColCount'])
- elif geom['type'] == 'fanflat_vec':
+ elif geom['type'] == 'parallel_vec' or geom['type'] == 'fanflat_vec':
s = (geom['Vectors'].shape[0], geom['DetectorCount'])
elif geom['type'] == 'parallel3d_vec' or geom['type'] == 'cone_vec':
s = (geom['DetectorRowCount'], geom[
@@ -288,3 +288,37 @@ def geom_2vec(proj_geom):
raise ValueError(
'No suitable vector geometry found for type: ' + proj_geom['type'])
return proj_geom_out
+
+
+def geom_postalignment(proj_geom, factor):
+ """Returns the size of a volume or sinogram, based on the projection or volume geometry.
+
+ :param proj_geom: input projection geometry (vector-based only, use astra.geom_2vec to convert conventional projection geometries)
+ :type proj_geom: :class:`dict`
+ :param factor: Optional axis index to return
+ :type factor: :class:`float`
+ """
+
+ if proj_geom['type'] == 'parallel_vec' or proj_geom['type'] == 'fanflat_vec':
+ for i in range(proj_geom['Vectors'].shape[0]):
+ proj_geom['Vectors'][i,2] = proj_geom['Vectors'][i,2] + factor * proj_geom['Vectors'][i,4];
+ proj_geom['Vectors'][i,3] = proj_geom['Vectors'][i,3] + factor * proj_geom['Vectors'][i,5];
+
+ elif proj_geom['type'] == 'parallel3d_vec' or proj_geom['type'] == 'cone_vec':
+
+ if len(factor) == 1:
+ for i in range(proj_geom['Vectors'].shape[0]):
+ proj_geom['Vectors'][i,3] = proj_geom['Vectors'][i,3] + factor * proj_geom['Vectors'][i,6];
+ proj_geom['Vectors'][i,4] = proj_geom['Vectors'][i,4] + factor * proj_geom['Vectors'][i,7];
+ proj_geom['Vectors'][i,5] = proj_geom['Vectors'][i,5] + factor * proj_geom['Vectors'][i,8];
+
+ elif len(factor) > 1:
+ for i in range(proj_geom['Vectors'].shape[0]):
+ proj_geom['Vectors'][i,3] = proj_geom['Vectors'][i,3] + factor[0] * proj_geom['Vectors'][i,6] + factor[1] * proj_geom['Vectors'][i, 9];
+ proj_geom['Vectors'][i,4] = proj_geom['Vectors'][i,4] + factor[0] * proj_geom['Vectors'][i,7] + factor[1] * proj_geom['Vectors'][i,10];
+ proj_geom['Vectors'][i,5] = proj_geom['Vectors'][i,5] + factor[0] * proj_geom['Vectors'][i,8] + factor[1] * proj_geom['Vectors'][i,11];
+ else:
+ raise ValueError('No suitable geometry for postalignment: ' + proj_geom['type'])
+
+ return proj_geom
+
--
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