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authorallen <allen@80bd93c7-81bc-453a-9e3f-619c0b4f6fe4>2002-05-05 13:10:52 +0000
committerallen <allen@80bd93c7-81bc-453a-9e3f-619c0b4f6fe4>2002-05-05 13:10:52 +0000
commitae7cd18ee7320e3163d4936e3f9c7db547348ee9 (patch)
treeca7a004246ab5d6d779e250ead3d26af5eed9de5 /README
parente108c3b006bd12a5ff0c521965aef104fdb5e391 (diff)
Added more documentation.
Removed a bug in the CartSphere transformation (for r,phi) Changed the name of the parameter r2squaredsomething to normalize_dtheta_dphi for a better description of what it does, also made the default no, so that by default the components are normalised to the vector (dtheta, dphi), which seems to be what people would expect. This might mean rerunning some testsuites git-svn-id: http://svn.einsteintoolkit.org/cactus/EinsteinAnalysis/ADMAnalysis/trunk@5 80bd93c7-81bc-453a-9e3f-619c0b4f6fe4
Diffstat (limited to 'README')
-rw-r--r--README5
1 files changed, 3 insertions, 2 deletions
diff --git a/README b/README
index 4d9f5eb..b325d61 100644
--- a/README
+++ b/README
@@ -24,8 +24,9 @@ if output is requested for them.
(q refers to the theta coordinate and p to the phi coordinate.)
-If the parameter 'rsquared_in_sphm' is true, the thorn squares the
-radial coordinate when it uses it for the transformation.
+If the parameter 'normalize_dtheta_dphi' is true, the thorn
+projects the spherical components onto (r*dtheta, r*sin(theta)*dphi)
+instead of the default vector (dtheta,dphi).
This thorn knows how to handle 'physical' and 'static conformal'
metric types.