comparison src/Function.cc @ 270:f4d6ae912a08 default tip

Correct typos in the doc-strings
author Eugenio Gianniti <eugenio.gianniti@mail.polimi.it>
date Thu, 14 Aug 2014 17:55:32 +0200
parents 61830a4f9ab9
children
comparison
equal deleted inserted replaced
269:897e312cb440 270:f4d6ae912a08
39 @itemize @bullet \n\ 39 @itemize @bullet \n\
40 @item @var{name} is a string representing the name of the function\n\ 40 @item @var{name} is a string representing the name of the function\n\
41 @item @var{FunctionSpace} is the fem-fenics function space where \ 41 @item @var{FunctionSpace} is the fem-fenics function space where \
42 the vector is defined\n\ 42 the vector is defined\n\
43 @item @var{Vector} specifies the values of the coefficients\ 43 @item @var{Vector} specifies the values of the coefficients\
44 for each basisc function of the @var{FunctioSpace}\n\ 44 for each basis function of the @var{FunctioSpace}\n\
45 @end itemize\n\ 45 @end itemize\n\
46 @item To extract a scalar field from a vectorial one\n\ 46 @item To extract a scalar field from a vectorial one\n\
47 @itemize @bullet \n\ 47 @itemize @bullet \n\
48 @item @var{name} is a string representing the name of the function\n\ 48 @item @var{name} is a string representing the name of the function\n\
49 @item @var{Function} is the vector valued Function\n\ 49 @item @var{Function} is the vector valued Function\n\
50 @item @var{Index} contains the index of the scalar field to extract.\ 50 @item @var{Index} contains the index of the scalar field to extract.\
51 Index starts from 1. \n\ 51 Indices start from 1. \n\
52 @end itemize\n\ 52 @end itemize\n\
53 @end itemize \n\ 53 @end itemize \n\
54 The output @var{func} is an object which contains a representation of the \ 54 The output @var{func} is an object which contains a representation of the \
55 function @var{Vector} which can be plotted or saved or passed as argument \ 55 function @var{Vector} which can be plotted or saved or passed as argument \
56 for a variational problem. Moreover, it is possible to evaluate it on points \ 56 for a variational problem. Moreover, it is possible to evaluate it on points \