Mercurial > fem-fenics-eugenio
changeset 125:a80ac536c78a
Fix bug in the texinfo code
| author | gedeone-octave <marcovass89@hotmail.it> |
|---|---|
| date | Mon, 02 Sep 2013 23:52:49 +0200 |
| parents | 2191111a1cad |
| children | 5608ba9237d4 |
| files | src/DirichletBC.cc src/assemble.cc src/assemble_system.cc |
| diffstat | 3 files changed, 13 insertions(+), 13 deletions(-) [+] |
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--- a/src/DirichletBC.cc Mon Sep 02 23:51:28 2013 +0200 +++ b/src/DirichletBC.cc Mon Sep 02 23:52:49 2013 +0200 @@ -29,7 +29,7 @@ we want to apply the BC\n\ @item @var{Function handle} is a function handle which contains the expression\ that we want to apply as BC. If we have a Vector field, we can just use a\n\ -vector of function handle: @var{Function handle} = [@(x, y) f1, @(x, y) f2, ...]\n\ +vector of function handle: @var{Function handle} = ['@'(x, y) f1, '@'(x, y) f2, ...]\n\ @item @var{Boundary} is an Array which contains the labels of the \ sides where the BC is applied\n\ @end itemize\n\
--- a/src/assemble.cc Mon Sep 02 23:51:28 2013 +0200 +++ b/src/assemble.cc Mon Sep 02 23:52:49 2013 +0200 @@ -26,17 +26,17 @@ (bilinear), a form of rank 1 (linear) or a form of rank 0 (functional).\n\ @item @var{DirichletBC} represents the optional BC that you wish to apply to\n\ the system. If more than one BC has to be applied, just list them.\n\ -@enditemize \n\ +@end itemize \n\ The output @var{A} is a discretized representation of the @var{form a}:\n\ @itemize @bullet\n\ @item @var{A} is a sparse Matrix if @var{form a} is a bilinear form\n\ @item @var{A} is a Vector if @var{form a} is a linear form\n\ @item @var{A} is a Double if @var{form a} is a functional\n\ -@enditemize \n\ -@If you need to apply boundary condition to a vector for a nonlinear problem \n\ -@then you should provide as 2nd argument the vector and you will receive it back\n\ -@as the second output argument. For an example of this situation, you can look\n\ -@the example HyperElasticity.m\n\ +@end itemize \n\ +If you need to apply boundary condition to a vector for a nonlinear problem \n\ +then you should provide as 2nd argument the vector and you will receive it back\n\ +as the second output argument. For an example of this situation, you can look\n\ +the example HyperElasticity.m\n\ @end deftypefn") { int nargin = args.length ();
--- a/src/assemble_system.cc Mon Sep 02 23:51:28 2013 +0200 +++ b/src/assemble_system.cc Mon Sep 02 23:52:49 2013 +0200 @@ -27,16 +27,16 @@ @item @var{form a} the linear form to assemble.\n\ @item @var{DirichletBC} represents the optional BC that you wish to apply to\n\ the system. If more than one BC has to be applied, just list them.\n\ -@enditemize \n\ +@end itemize \n\ The output @var{A} is a discretized representation of the system:\n\ @itemize @bullet\n\ @item @var{A} is the sparse Matrix corresponding to the @var{form a}\n\ @item @var{A} is the Vector corresponding to the @var{form L}\n\ -@enditemize \n\ -@If you need to apply boundary condition to a system for a nonlinear problem \n\ -@then you should provide as 3rd argument the vector and you will receive it back\n\ -@as the third output argument. For an example of this situation, you can look\n\ -@the example HyperElasticity.m\n\ +@end itemize \n\ +If you need to apply boundary condition to a system for a nonlinear problem \n\ +then you should provide as 3rd argument the vector and you will receive it back\n\ +as the third output argument. For an example of this situation, you can look\n\ +the example HyperElasticity.m\n\ @end deftypefn") { int nargin = args.length ();