Searched refs:theta (Results 1 – 10 of 10) sorted by relevance
| /libCEED/examples/solids/src/ |
| H A D | boundary.c | 58 theta = (c_0 + c_1 * cx) * load_increment; in BCClamp() local 59 PetscScalar c = cos(theta), s = sin(theta); in BCClamp()
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| /libCEED/examples/petsc/qfunctions/bps/ |
| H A D | bp4sphere.h | 39 const CeedScalar theta = asin(z / R); // latitude in SetupDiffRhs3() local 44 true_soln[i + 0 * Q] = sin(lambda) * cos(theta); in SetupDiffRhs3() 51 rhs[i + 0 * Q] = q_data[i + Q * 0] * 2 * sin(lambda) * cos(theta) / (R * R); in SetupDiffRhs3()
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| H A D | bp2sphere.h | 32 const CeedScalar theta = asin(X[i + 2 * Q] / R); in SetupMassRhs3() local 36 true_soln[i + 0 * Q] = fabs(theta); in SetupMassRhs3()
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| H A D | bp3sphere.h | 162 const CeedScalar theta = asin(z / R); // latitude in SetupDiffRhs() local 165 true_soln[i + Q * 0] = sin(lambda) * cos(theta); in SetupDiffRhs() 167 rhs[i + Q * 0] = q_data[i + Q * 0] * 2 * sin(lambda) * cos(theta) / (R * R); in SetupDiffRhs()
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| H A D | bp1sphere.h | 119 const CeedScalar theta = asin(X[i + 2 * Q] / R); in SetupMassRhs() local 122 true_soln[i] = fabs(theta); in SetupMassRhs()
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| /libCEED/examples/fluids/qfunctions/ |
| H A D | densitycurrent.h | 115 const CeedScalar theta = theta0 * exp(Square(N) * z / g) + delta_theta; in Exact_DC() local 126 Y[4] = Pi * theta; in Exact_DC()
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| H A D | channel.h | 52 const CeedScalar theta = theta0 * (1 + (Pr * Ec / 3) * (1 - Square(Square((x[1] - center) / H)))); in Exact_Channel() local 58 Y[4] = theta; in Exact_Channel()
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| H A D | advection.h | 81 const CeedScalar theta = dim == 2 ? M_PI / 3 : M_PI; in Exact_AdvectionGeneric() local 82 …t CeedScalar x0[3] = {center[0] + .25 * lx * cos(theta + time), center[1] + .25 * ly * sin(the… in Exact_AdvectionGeneric()
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| /libCEED/examples/fluids/ |
| H A D | index.md | 423 \langle \phi' \theta' \rangle = \langle \phi \theta \rangle - \langle \phi \rangle \langle \theta \… 664 …erms of the Exner pressure, $\pi(\bm{x},t)$, and potential temperature, $\theta(\bm{x},t)$, that r… 667 …ned} \rho &= \frac{P_0}{( c_p - c_v)\theta(\bm{x},t)} \pi(\bm{x},t)^{\frac{c_v}{ c_p - c_v}} \, , …
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| /libCEED/examples/solids/ |
| H A D | README.md | 83 On each boundary node, the rotation magnitude is computed: {code}`theta = (c_0 + c_1 * cx) * loadIn…
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