Home
last modified time | relevance | path

Searched refs:H (Results 1 – 25 of 34) sorted by relevance

12

/libCEED/examples/fluids/meshes/
H A Dcylinder.geo7 H = {4.5, Min 1, Max 10, Step .1,
47 h = 2 * H / N;
50 Point(1) = {-xL, -H, 0};
51 Point(2) = {xL, -H, 0};
52 Point(3) = {xL + xR, -H, 0};
53 Point(4) = {-xL, H, 0};
54 Point(5) = {xL, H, 0};
55 Point(6) = {xL + xR, H, 0};
H A DMakefile15 cylinder-q1-n12-recirc.msh: GMSH_FLAGS = -order 1 -setnumber N 12 -setnumber H 1 -setnumber xL 1 -s…
/libCEED/examples/fluids/problems/
H A Dchannel.c65 CeedScalar H, center; in NS_CHANNEL() local
71 H = 0.5 * domain_size[1] * meter; in NS_CHANNEL()
72 center = H + domain_min[1] * meter; in NS_CHANNEL()
79 channel_ctx->H = H; in NS_CHANNEL()
84 channel_ctx->B = body_force_scale * 2 * umax * newtonian_ig_ctx->mu / (H * H); in NS_CHANNEL()
/libCEED/tests/output/
H A Dt300-basis.out1 CeedBasis in a H^1 space on a line element
18 CeedBasis in a H^1 space on a line element
35 CeedBasis in a H^1 space on a line element
H A Dt300-basis-f.out1 CeedBasis in a H^1 space on a line element
18 CeedBasis in a H^1 space on a line element
35 CeedBasis in a H^1 space on a line element
H A Dt320-basis.out1 CeedBasis in a H^1 space on a triangle element
22 CeedBasis in a H^1 space on a triangle element
H A Dt320-basis-f.out1 CeedBasis in a H^1 space on a triangle element
22 CeedBasis in a H^1 space on a triangle element
H A Dt330-basis.out1 CeedBasis in a H(div) space on a quadrilateral element
37 CeedBasis in a H(div) space on a quadrilateral element
H A Dt340-basis.out1 CeedBasis in a H(curl) space on a triangle element
22 CeedBasis in a H(curl) space on a triangle element
/libCEED/tests/
H A DREADME.md16     3. CeedBasis non-tensor H(div) basis tests\
17     4. CeedBasis non-tensor H(curl) basis tests\
32     8. CeedOperator H(div) and H(curl) tests\
/libCEED/python/tests/output/
H A Dtest_300.out1 CeedBasis in a H^1 space on a line element
19 CeedBasis in a H^1 space on a line element
/libCEED/examples/fluids/qfunctions/
H A Dchannel.h27 CeedScalar H; // !< Channel half-height member
38 const CeedScalar H = context->H; in Exact_Channel() local
52 const CeedScalar theta = theta0 * (1 + (Pr * Ec / 3) * (1 - Square(Square((x[1] - center) / H)))); in Exact_Channel()
55 Y[1] = umax * (1 - Square((x[1] - center) / H)); in Exact_Channel()
/libCEED/examples/fluids/
H A Dconv_plot.py50 H = amin(E) * (h / amin(h))**p
52 ax.loglog(h, H, '--', color=colors[i], label='O(h$^' + str(p) + '$)')
/libCEED/julia/LibCEED.jl/test/output/Float32/
H A Db1.out1 CeedBasis in a H^1 space on a hexahedron element
H A Db3.out1 CeedBasis in a H^1 space on a line element
H A Db2.out1 CeedBasis in a H^1 space on a quadrilateral element
/libCEED/julia/LibCEED.jl/test/output/Float64/
H A Db1.out1 CeedBasis in a H^1 space on a hexahedron element
H A Db3.out1 CeedBasis in a H^1 space on a line element
H A Db2.out1 CeedBasis in a H^1 space on a quadrilateral element
/libCEED/julia/LibCEED.jl/src/
H A DBasis.jl62 Create a tensor-product basis for $H^1$ discretizations.
117 Create a non tensor-product basis for $H^1$ discretizations
175 Create a non tensor-product basis for H(div) discretizations
233 Create a non tensor-product basis for H(curl) discretizations
465 `(getnumqpts(b), getnumnodes(b))` for a given $H^1$ basis or `(getdimension(b),
466 getnumqpts(b), getnumnodes(b))` for a given vector $H(div)$ or $H(curl)$ basis.
/libCEED/examples/ceed/
H A Dindex.md27 with $v(x) \in \mathcal{V}_p = \{ v \in H^{1}(\Omega_e) \,|\, v \in P_p(\bm{I}), e=1,\ldots,N_e \}$…
84 with $v(x) \in \mathcal{V}_p = \{ v \in H^{1}(\Omega_e) \,|\, v \in P_p(\bm{I}), e=1,\ldots,N_e \}$…
/libCEED/doc/bib/
H A Dreferences.bib48 …title = {{H}igh-performance operator evaluations with ease of use: lib{C}{E}{E}{D}'s {P}ython …
/libCEED/doc/papers/joss/
H A Dpaper.bib189 …title = {{H}igh-performance operator evaluations with ease of use: lib{C}{E}{E}{D}'s {P}ython …
255 and Stephan Hoyer and Marten H. van Kerkwijk and Matthew
337 author={Deville, Michel O and Fischer, Paul F and Mund, Ernest H},
352 author = {Benjamin S. Kirk and John W. Peterson and Roy H. Stogner and Graham F. Carey},
/libCEED/examples/
H A Dbps.md14 …2$ projection problem, posed as a weak form on a Hilbert space $V^p \subset H^1$, i.e., find $u \i…
/libCEED/doc/sphinx/source/
H A Dreferences.bib149 author = {Whiting, Christian H and Jansen, Kenneth E and Dey, Saikat},
187 author = {Whiting, Christian H},

12