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/honee/examples/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…
/honee/problems/
H A Dchannel.c73 CeedScalar H, center; in NS_CHANNEL() local
79 H = 0.5 * domain_size[1]; in NS_CHANNEL()
80 center = H + domain_min[1]; in NS_CHANNEL()
87 channel_ctx->H = H; in NS_CHANNEL()
92 channel_ctx->B = body_force_scale * 2 * umax * newtonian_ig_ctx->gas.mu / (H * H); in NS_CHANNEL()
/honee/qfunctions/
H A Dchannel.h19 CeedScalar H; // !< Channel half-height member
30 const CeedScalar H = context->H; in Exact_Channel() local
44 const CeedScalar theta = theta0 * (1 + (Pr * Ec / 3) * (1 - Square(Square((x[1] - center) / H)))); in Exact_Channel()
47 Y[1] = umax * (1 - Square((x[1] - center) / H)); in Exact_Channel()
/honee/examples/
H A Dconv_plot.py50 H = amin(E) * (h / amin(h))**p
52 ax.loglog(h, H, '--', color=colors[i], label='O(h$^' + str(p) + '$)')
/honee/doc/
H A Dexamples.md185 $$ u_1 = u_{\max} \left [ 1 - \left ( \frac{x_2}{H}\right)^2 \right] \quad \quad u_2 = u_3 = 0$$
186 $$T = T_w \left [ 1 + \frac{Pr \hat{E}c}{3} \left \{1 - \left(\frac{x_2}{H}\right)^4 \right \} \ri…
187 $$p = p_0 - \frac{2\rho_0 u_{\max}^2 x_1}{Re_H H}$$
189 …H$ is the channel half-height, $u_{\max}$ is the center velocity, $T_w$ is the temperature at the …
192 …dy force determined analytically from the fluid properties and setup parameters $H$ and $u_{\max}$.
H A Dreferences.bib101 author = {Whiting, Christian H and Jansen, Kenneth E and Dey, Saikat},
139 author = {Whiting, Christian H},
H A Dtheory.md85 …t multiply the strong form {eq}`eq-vector-ns` by a test function $\bm v \in H^1(\Omega)$ and integ…
91 with $\mathcal{V}_p = \{ \bm v(\bm x) \in H^{1}(\Omega_e) \,|\, \bm v(\bm x_e(\bm X)) \in P_p(\bm{I…
H A Dauxiliary.md26 … on the parent grid as $\mathcal{V}_p^\mathrm{parent} = \{ \bm v(\bm x) \in H^{1}(\Omega_e^\mathrm…