52 #ifndef Foam_SpatialTensor_H 53 #define Foam_SpatialTensor_H 108 const Cmpt& t00,
const Cmpt& t01,
const Cmpt& t02,
109 const Cmpt& t03,
const Cmpt& t04,
const Cmpt& t05,
111 const Cmpt& t10,
const Cmpt& t11,
const Cmpt& t12,
112 const Cmpt& t13,
const Cmpt& t14,
const Cmpt& t15,
114 const Cmpt& t20,
const Cmpt& t21,
const Cmpt& t22,
115 const Cmpt& t23,
const Cmpt& t24,
const Cmpt& t25,
117 const Cmpt& t30,
const Cmpt& t31,
const Cmpt& t32,
118 const Cmpt& t33,
const Cmpt& t34,
const Cmpt& t35,
120 const Cmpt& t40,
const Cmpt& t41,
const Cmpt& t42,
121 const Cmpt& t43,
const Cmpt& t44,
const Cmpt& t45,
123 const Cmpt& t50,
const Cmpt& t51,
const Cmpt& t52,
124 const Cmpt& t53,
const Cmpt& t54,
const Cmpt& t55
140 struct is_contiguous_label<SpatialTensor<Cmpt>>
142 is_contiguous_label<Cmpt>
147 struct is_contiguous_scalar<SpatialTensor<Cmpt>>
Abstract template class to provide the form resulting from the outer-product of two forms...
Templated 3D spatial tensor derived from MatrixSpace used to represent transformations of spatial vec...
Abstract template class to provide the form resulting from the inner-product of two forms...
An Istream is an abstract base class for all input systems (streams, files, token lists etc)...
static const SpatialTensor I
Identity matrix for square matrices.
fileName::Type type(const fileName &name, const bool followLink=true)
Return the file type: DIRECTORY or FILE, normally following symbolic links.
Abstract template class to provide the transpose form of a form.
Templated 3D spatial vector derived from VectorSpace used to represent the anglular and linear compon...
A template class to specify if a data type is composed solely of Foam::scalar elements.
A template class to specify that a data type can be considered as being contiguous in memory...
A class representing the concept of 0 (zero) that can be used to avoid manipulating objects known to ...
SpatialTensor()=default
Default Construct.
A templated (3 x 3) tensor of objects of <T> derived from MatrixSpace.
static constexpr direction rank
Rank of Tensor is 2.