SpatialTensorI.H
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27
28#include "Identity.H"
29
30// * * * * * * * * * * * * * * * * Constructors * * * * * * * * * * * * * * //
31
32template<class Cmpt>
34{}
35
36
37template<class Cmpt>
39:
41{}
42
43
44template<class Cmpt>
46(
47 const typename SpatialTensor::msType& ms
48)
49:
51{}
52
53
54template<class Cmpt>
56(
57 const Tensor<Cmpt>& t00, const Tensor<Cmpt>& t01,
58 const Tensor<Cmpt>& t10, const Tensor<Cmpt>& t11
59)
60{
61 // Block (0, 0)
62 this->v_[0] = t00.xx(); this->v_[1] = t00.xy(); this->v_[2] = t00.xz();
63 this->v_[6] = t00.yx(); this->v_[7] = t00.yy(); this->v_[8] = t00.yz();
64 this->v_[12] = t00.zx(); this->v_[13] = t00.zy(); this->v_[14] = t00.zz();
65
66 // Block (0, 1)
67 this->v_[3] = t01.xx(); this->v_[4] = t01.xy(); this->v_[5] = t01.xz();
68 this->v_[9] = t01.yx(); this->v_[10] = t01.yy(); this->v_[11] = t01.yz();
69 this->v_[15] = t01.zx(); this->v_[16] = t01.zy(); this->v_[17] = t01.zz();
70
71 // Block (1, 0)
72 this->v_[18] = t10.xx(); this->v_[19] = t10.xy(); this->v_[20] = t10.xz();
73 this->v_[24] = t10.yx(); this->v_[25] = t10.yy(); this->v_[26] = t10.yz();
74 this->v_[30] = t10.zx(); this->v_[31] = t10.zy(); this->v_[32] = t10.zz();
75
76 // Block (1, 1)
77 this->v_[21] = t11.xx(); this->v_[22] = t11.xy(); this->v_[23] = t11.xz();
78 this->v_[27] = t11.yx(); this->v_[28] = t11.yy(); this->v_[29] = t11.yz();
79 this->v_[33] = t11.zx(); this->v_[34] = t11.zy(); this->v_[35] = t11.zz();
80}
81
82
83template<class Cmpt>
85(
86 const Cmpt& t00, const Cmpt& t01, const Cmpt& t02,
87 const Cmpt& t03, const Cmpt& t04, const Cmpt& t05,
88
89 const Cmpt& t10, const Cmpt& t11, const Cmpt& t12,
90 const Cmpt& t13, const Cmpt& t14, const Cmpt& t15,
91
92 const Cmpt& t20, const Cmpt& t21, const Cmpt& t22,
93 const Cmpt& t23, const Cmpt& t24, const Cmpt& t25,
94
95 const Cmpt& t30, const Cmpt& t31, const Cmpt& t32,
96 const Cmpt& t33, const Cmpt& t34, const Cmpt& t35,
97
98 const Cmpt& t40, const Cmpt& t41, const Cmpt& t42,
99 const Cmpt& t43, const Cmpt& t44, const Cmpt& t45,
100
101 const Cmpt& t50, const Cmpt& t51, const Cmpt& t52,
102 const Cmpt& t53, const Cmpt& t54, const Cmpt& t55
103)
104{
105 // Row 0
106 this->v_[0] = t00; this->v_[1] = t01; this->v_[2] = t02;
107 this->v_[3] = t03; this->v_[4] = t04; this->v_[5] = t05;
108
109 // Row 1
110 this->v_[6] = t10; this->v_[7] = t11; this->v_[8] = t12;
111 this->v_[9] = t13; this->v_[10] = t14; this->v_[11] = t15;
112
113 // Row 2
114 this->v_[12] = t20; this->v_[13] = t21; this->v_[14] = t22;
115 this->v_[15] = t23; this->v_[16] = t24; this->v_[17] = t25;
116
117 // Row 3
118 this->v_[18] = t30; this->v_[19] = t31; this->v_[20] = t32;
119 this->v_[21] = t33; this->v_[22] = t34; this->v_[23] = t35;
120
121 // Row 4
122 this->v_[24] = t40; this->v_[25] = t41; this->v_[26] = t42;
123 this->v_[27] = t43; this->v_[28] = t44; this->v_[29] = t45;
124
125 // Row 5
126 this->v_[30] = t50; this->v_[31] = t51; this->v_[32] = t52;
127 this->v_[33] = t53; this->v_[34] = t54; this->v_[35] = t55;
128}
129
130
131template<class Cmpt>
133:
135{}
136
137
138// * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * //
139
140namespace Foam
141{
142
143// * * * * * * * * * * * * * * * Global Operators * * * * * * * * * * * * * //
144
145//- Return the cross-product tensor
146template<class Cmpt>
148(
149 const SpatialVector<Cmpt>& v,
150 const Identity<Cmpt>&
151)
152{
154 (
155 0, -v.wz(), v.wy(), 0, 0, 0,
156 v.wz(), 0, -v.wx(), 0, 0, 0,
157 -v.wy(), v.wx(), 0, 0, 0, 0,
158 0, -v.lz(), v.ly(), 0, -v.wz(), v.wy(),
159 v.lz(), 0, -v.lx(), v.wz(), 0, -v.wx(),
160 -v.ly(), v.lx(), 0, -v.wy(), v.wx(), 0
161 );
162}
163
164
165//- Return the dual cross-product tensor
166template<class Cmpt>
168(
169 const SpatialVector<Cmpt>& f,
170 const typename Identity<Cmpt>::dual&
171)
172{
174 (
175 0, -f.wz(), f.wy(), 0, -f.lz(), f.ly(),
176 f.wz(), 0, -f.wx(), f.lz(), 0, -f.lx(),
177 -f.wy(), f.wx(), 0, -f.ly(), f.lx(), 0,
178 0, 0, 0, 0, -f.wz(), f.wy(),
179 0, 0, 0, f.wz(), 0, -f.wx(),
180 0, 0, 0, -f.wy(), f.wx(), 0
181 );
182}
183
184
185// * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * //
186
187} // End namespace Foam
188
189// ************************************************************************* //
The identity type in the dual space.
Definition: Identity.H:65
Templated identity and dual space identity tensors derived from SphericalTensor.
Definition: Identity.H:52
An Istream is an abstract base class for all input systems (streams, files, token lists etc)....
Definition: Istream.H:64
Templated matrix space.
Definition: MatrixSpace.H:61
Templated 3D spatial tensor derived from MatrixSpace used to represent transformations of spatial vec...
Definition: SpatialTensor.H:70
SpatialTensor()
Construct null.
Templated 3D spatial vector derived from VectorSpace used to represent the anglular and linear compon...
Definition: SpatialVector.H:68
A templated (3 x 3) tensor of objects of <T> derived from MatrixSpace.
Definition: Tensor.H:64
const Cmpt & xx() const
Definition: TensorI.H:153
const Cmpt & yx() const
Definition: TensorI.H:174
const Cmpt & yz() const
Definition: TensorI.H:188
const Cmpt & xz() const
Definition: TensorI.H:167
const Cmpt & zz() const
Definition: TensorI.H:209
const Cmpt & xy() const
Definition: TensorI.H:160
const Cmpt & zx() const
Definition: TensorI.H:195
const Cmpt & zy() const
Definition: TensorI.H:202
const Cmpt & yy() const
Definition: TensorI.H:181
A class representing the concept of 0 (zero) that can be used to avoid manipulating objects known to ...
Definition: zero.H:63
Namespace for OpenFOAM.
labelList f(nPoints)