| /libCEED/examples/ceed/ |
| H A D | ex1-volume-f.h | 6 ! j is Jacobians with shape [dim, dim, Q]
7 ! w is quadrature weights with shape [1, Q]
10 ! qdata is quadrature data with shape [1, Q]
42 ! u is solution variables with shape [1, Q]
43 ! qdata is quadrature data with shape [1, Q]
46 ! v is solution variables with shape [1, Q]
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| /libCEED/python/ |
| H A D | ceed_vector.py | 266 def array(self, *shape, memtype=MEM_HOST): argument
285 if shape:
286 x = x.reshape(shape)
291 def array_read(self, *shape, memtype=MEM_HOST): argument
310 if shape:
311 x = x.reshape(shape)
316 def array_write(self, *shape, memtype=MEM_HOST): argument
336 if shape:
337 x = x.reshape(shape)
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| H A D | ceed_qfunctioncontext.py | 160 def data(self, *shape, memtype=MEM_HOST): argument
172 if shape:
173 x = x.reshape(shape)
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| /libCEED/examples/petsc/ |
| H A D | bpsraw.c | 562 …CeedInt shape[3] = {mesh_elem[0] + 1, mesh_elem[1] + 1, mesh_elem[2] + 1}, len = shape[0] * sh… in main() local
565 for (CeedInt i = 0; i < shape[0]; i++) { in main()
566 for (CeedInt j = 0; j < shape[1]; j++) { in main()
567 for (CeedInt k = 0; k < shape[2]; k++) { in main()
568 …x_loc[dim * ((i * shape[1] + j) * shape[2] + k) + 0] = 1. * (i_rank[0] * mesh_elem[0] + i) / (p[0]… in main()
569 …x_loc[dim * ((i * shape[1] + j) * shape[2] + k) + 1] = 1. * (i_rank[1] * mesh_elem[1] + j) / (p[1]… in main()
570 …x_loc[dim * ((i * shape[1] + j) * shape[2] + k) + 2] = 1. * (i_rank[2] * mesh_elem[2] + k) / (p[2]… in main()
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| /libCEED/julia/LibCEED.jl/src/ |
| H A D | ElemRestriction.jl | 63 - `offsets`: Array of shape `(elemsize, nelem)`. Column $i$ holds the ordered list of the
127 - `offsets`: Array of shape `(elemsize, nelem)`. Column $i$ holds the ordered list of the
131 - `orients`: Array of shape `(elemsize, nelem)` with bool false for positively oriented
195 - `offsets`: Array of shape `(elemsize, nelem)`. Column $i$ holds the ordered list of
199 - `curlorients`: Array of shape `(3 * elemsize, nelem)` representing a row-major tridiagonal
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| H A D | Globals.jl | 110 Type of basis shape to create non-tensor H1 element basis. One of `LINE`, `TRIANGLE`,
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| /libCEED/examples/python/ |
| H A D | tutorial-4-qfunction.ipynb | 38 …ined at quadrature points. Hence, QFunctions are independent from element shape, resolution and or…
42 …fined at quadrature points, belonging to elements that can have different shape, resolution and or…
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| H A D | tutorial-3-basis.ipynb | 251 …"* In the following example, we demonstrate the application of the gradient of the shape functions…
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| /libCEED/julia/LibCEED.jl/docs/src/ |
| H A D | UserQFunctions.md | 149 so the shape of `du` is `(Q, dim)`. Similarly, the action of $D$ is given by
151 each quadrature point. This means that the output array `dv` also has shape
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| /libCEED/doc/sphinx/source/ |
| H A D | libCEEDdev.md | 157 // u has shape [dim, num_comp, Q, num_elem]
174 // u has shape [dim, num_comp, Q*num_elem]
180 // u has shape [dim*num_comp, Q, num_elem]
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| H A D | releasenotes.md | 176 - Added {c:func}`CeedOperatorGetActiveVectorLengths` to get shape of CeedOperator.
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| /libCEED/examples/fluids/ |
| H A D | README.md | 279 shape: box
291 shape: zbox
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| H A D | index.md | 600 …bla \rho|}$. The original formulation of Tezduyar and Senga relies on the shape function gradient …
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| /libCEED/julia/LibCEED.jl/examples/ |
| H A D | ex1-volume-c.jl | 17 # in[0] is Jacobians with shape [dim, nc=dim, Q]
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| /libCEED/doc/papers/joss/ |
| H A D | paper.md | 113 The discrete basis $B$ is the purely algebraic expression of a finite element basis (shape function…
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| /libCEED/ |
| H A D | Doxyfile | 2438 # around nodes set 'shape=plain' or 'shape=plaintext' <a
2440 # The default value is: shape=box,height=0.2,width=0.4.
2443 DOT_NODE_ATTR = "shape=box,height=0.2,width=0.4"
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