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/petsc/src/ts/tutorials/hamiltonian/output/
H A Dex2_two_stream_rt.out4 c:0 [x_a,x_b] = 0.000000000000000,0.349066666666667 -> cell weight = 0.352539638258674
5 c:1 [x_a,x_b] = 0.349066666666667,0.698133333333333 -> cell weight = 0.352434113281987
6 c:2 [x_a,x_b] = 0.698133333333333,1.047200000000000 -> cell weight = 0.352226269666591
7 c:3 [x_a,x_b] = 1.047200000000000,1.396266666666667 -> cell weight = 0.351922422665025
8 c:4 [x_a,x_b] = 1.396266666666667,1.745333333333333 -> cell weight = 0.351531804557746
9 c:5 [x_a,x_b] = 1.745333333333333,2.094400000000000 -> cell weight = 0.351066284133648
10 c:6 [x_a,x_b] = 2.094400000000000,2.443466666666667 -> cell weight = 0.350540006061240
11 c:7 [x_a,x_b] = 2.443466666666667,2.792533333333333 -> cell weight = 0.349968961108035
12 c:8 [x_a,x_b] = 2.792533333333333,3.141600000000000 -> cell weight = 0.349370500266919
13 c:9 [x_a,x_b] = 3.141600000000000,3.490666666666667 -> cell weight = 0.348762807552540
[all …]
H A Dex2_two_stream_c0.out4 c:0 [x_a,x_b] = 0.000000000000000,0.349066666666667 -> cell weight = 0.352539638258674
5 c:1 [x_a,x_b] = 0.349066666666667,0.698133333333333 -> cell weight = 0.352434113281987
6 c:2 [x_a,x_b] = 0.698133333333333,1.047200000000000 -> cell weight = 0.352226269666591
7 c:3 [x_a,x_b] = 1.047200000000000,1.396266666666667 -> cell weight = 0.351922422665025
8 c:4 [x_a,x_b] = 1.396266666666667,1.745333333333333 -> cell weight = 0.351531804557746
9 c:5 [x_a,x_b] = 1.745333333333333,2.094400000000000 -> cell weight = 0.351066284133648
10 c:6 [x_a,x_b] = 2.094400000000000,2.443466666666667 -> cell weight = 0.350540006061240
11 c:7 [x_a,x_b] = 2.443466666666667,2.792533333333333 -> cell weight = 0.349968961108035
12 c:8 [x_a,x_b] = 2.792533333333333,3.141600000000000 -> cell weight = 0.349370500266919
13 c:9 [x_a,x_b] = 3.141600000000000,3.490666666666667 -> cell weight = 0.348762807552540
[all …]
H A Dex2_uniform_primal_1d_real.out4 c:0 [x_a,x_b] = 0.000000000000000,1.256640000000000 -> cell weight = 1.268395728819320
5 c:1 [x_a,x_b] = 1.256640000000000,2.513280000000000 -> cell weight = 1.263905419667826
6 c:2 [x_a,x_b] = 2.513280000000000,3.769920000000000 -> cell weight = 1.256639954596585
7 c:3 [x_a,x_b] = 3.769920000000000,5.026560000000000 -> cell weight = 1.249374506867984
8 c:4 [x_a,x_b] = 5.026560000000000,6.283200000000000 -> cell weight = 1.244884243120080
9 c:5 [x_a,x_b] = 6.283200000000000,7.539840000000000 -> cell weight = 1.244884299241914
10 c:6 [x_a,x_b] = 7.539840000000000,8.796479999999999 -> cell weight = 1.249374653796754
11 c:7 [x_a,x_b] = 8.796479999999999,10.053120000000000 -> cell weight = 1.256640136210245
12 c:8 [x_a,x_b] = 10.053120000000000,11.309760000000001 -> cell weight = 1.263905566595814
13 c:9 [x_a,x_b] = 11.309760000000001,12.566400000000000 -> cell weight = 1.268395784939883
[all …]
H A Dex2_landau_damping_1d_dg.out4 c:0 [x_a,x_b] = 0.000000000000000,1.256640000000000 -> cell weight = 1.268395728819320
5 c:1 [x_a,x_b] = 1.256640000000000,2.513280000000000 -> cell weight = 1.263905419667826
6 c:2 [x_a,x_b] = 2.513280000000000,3.769920000000000 -> cell weight = 1.256639954596585
7 c:3 [x_a,x_b] = 3.769920000000000,5.026560000000000 -> cell weight = 1.249374506867984
8 c:4 [x_a,x_b] = 5.026560000000000,6.283200000000000 -> cell weight = 1.244884243120080
9 c:5 [x_a,x_b] = 6.283200000000000,7.539840000000000 -> cell weight = 1.244884299241914
10 c:6 [x_a,x_b] = 7.539840000000000,8.796479999999999 -> cell weight = 1.249374653796754
11 c:7 [x_a,x_b] = 8.796479999999999,10.053120000000000 -> cell weight = 1.256640136210245
12 c:8 [x_a,x_b] = 10.053120000000000,11.309760000000001 -> cell weight = 1.263905566595814
13 c:9 [x_a,x_b] = 11.309760000000001,12.566400000000000 -> cell weight = 1.268395784939883
[all …]
H A Dex2_landau_damping_1d_c0.out4 c:0 [x_a,x_b] = 0.000000000000000,1.256640000000000 -> cell weight = 1.268395728819320
5 c:1 [x_a,x_b] = 1.256640000000000,2.513280000000000 -> cell weight = 1.263905419667826
6 c:2 [x_a,x_b] = 2.513280000000000,3.769920000000000 -> cell weight = 1.256639954596585
7 c:3 [x_a,x_b] = 3.769920000000000,5.026560000000000 -> cell weight = 1.249374506867984
8 c:4 [x_a,x_b] = 5.026560000000000,6.283200000000000 -> cell weight = 1.244884243120080
9 c:5 [x_a,x_b] = 6.283200000000000,7.539840000000000 -> cell weight = 1.244884299241914
10 c:6 [x_a,x_b] = 7.539840000000000,8.796479999999999 -> cell weight = 1.249374653796754
11 c:7 [x_a,x_b] = 8.796479999999999,10.053120000000000 -> cell weight = 1.256640136210245
12 c:8 [x_a,x_b] = 10.053120000000000,11.309760000000001 -> cell weight = 1.263905566595814
13 c:9 [x_a,x_b] = 11.309760000000001,12.566400000000000 -> cell weight = 1.268395784939883
[all …]
H A Dex2_landau_damping_1d_mixed.out4 c:0 [x_a,x_b] = 0.000000000000000,1.256640000000000 -> cell weight = 1.268395728819320
5 c:1 [x_a,x_b] = 1.256640000000000,2.513280000000000 -> cell weight = 1.263905419667826
6 c:2 [x_a,x_b] = 2.513280000000000,3.769920000000000 -> cell weight = 1.256639954596585
7 c:3 [x_a,x_b] = 3.769920000000000,5.026560000000000 -> cell weight = 1.249374506867984
8 c:4 [x_a,x_b] = 5.026560000000000,6.283200000000000 -> cell weight = 1.244884243120080
9 c:5 [x_a,x_b] = 6.283200000000000,7.539840000000000 -> cell weight = 1.244884299241914
10 c:6 [x_a,x_b] = 7.539840000000000,8.796479999999999 -> cell weight = 1.249374653796754
11 c:7 [x_a,x_b] = 8.796479999999999,10.053120000000000 -> cell weight = 1.256640136210245
12 c:8 [x_a,x_b] = 10.053120000000000,11.309760000000001 -> cell weight = 1.263905566595814
13 c:9 [x_a,x_b] = 11.309760000000001,12.566400000000000 -> cell weight = 1.268395784939883
[all …]
H A Dex2_uniform_equilibrium_1d_real.out4 c:0 [x_a,x_b] = 0.000000000000000,1.256640000000000 -> cell weight = 1.256640000000000
5 c:1 [x_a,x_b] = 1.256640000000000,2.513280000000000 -> cell weight = 1.256640000000000
6 c:2 [x_a,x_b] = 2.513280000000000,3.769920000000000 -> cell weight = 1.256640000000000
7 c:3 [x_a,x_b] = 3.769920000000000,5.026560000000000 -> cell weight = 1.256640000000000
8 c:4 [x_a,x_b] = 5.026560000000000,6.283200000000000 -> cell weight = 1.256640000000000
9 c:5 [x_a,x_b] = 6.283200000000000,7.539840000000000 -> cell weight = 1.256640000000000
10 c:6 [x_a,x_b] = 7.539840000000000,8.796479999999999 -> cell weight = 1.256639999999999
11 c:7 [x_a,x_b] = 8.796479999999999,10.053120000000000 -> cell weight = 1.256640000000001
12 c:8 [x_a,x_b] = 10.053120000000000,11.309760000000001 -> cell weight = 1.256640000000001
13 c:9 [x_a,x_b] = 11.309760000000001,12.566400000000000 -> cell weight = 1.256639999999999
[all …]
H A Dex2_uniform_equilibrium_1d.out4 c:0 [x_a,x_b] = 0.000000000000000,1.256640000000000 -> cell weight = 1.256640000000000
5 c:1 [x_a,x_b] = 1.256640000000000,2.513280000000000 -> cell weight = 1.256640000000000
6 c:2 [x_a,x_b] = 2.513280000000000,3.769920000000000 -> cell weight = 1.256640000000000
7 c:3 [x_a,x_b] = 3.769920000000000,5.026560000000000 -> cell weight = 1.256640000000000
8 c:4 [x_a,x_b] = 5.026560000000000,6.283200000000000 -> cell weight = 1.256640000000000
9 c:5 [x_a,x_b] = 6.283200000000000,7.539840000000000 -> cell weight = 1.256640000000000
10 c:6 [x_a,x_b] = 7.539840000000000,8.796479999999999 -> cell weight = 1.256639999999999
11 c:7 [x_a,x_b] = 8.796479999999999,10.053120000000000 -> cell weight = 1.256640000000001
12 c:8 [x_a,x_b] = 10.053120000000000,11.309760000000001 -> cell weight = 1.256640000000001
13 c:9 [x_a,x_b] = 11.309760000000001,12.566400000000000 -> cell weight = 1.256639999999999
[all …]
H A Dex2_uniform_primal_1d_real_pfak.out4 c:0 [x_a,x_b] = 0.000000000000000,1.256640000000000 -> cell weight = 1.268395728819320
5 c:1 [x_a,x_b] = 1.256640000000000,2.513280000000000 -> cell weight = 1.263905419667826
6 c:2 [x_a,x_b] = 2.513280000000000,3.769920000000000 -> cell weight = 1.256639954596585
7 c:3 [x_a,x_b] = 3.769920000000000,5.026560000000000 -> cell weight = 1.249374506867984
8 c:4 [x_a,x_b] = 5.026560000000000,6.283200000000000 -> cell weight = 1.244884243120080
9 c:5 [x_a,x_b] = 6.283200000000000,7.539840000000000 -> cell weight = 1.244884299241914
10 c:6 [x_a,x_b] = 7.539840000000000,8.796479999999999 -> cell weight = 1.249374653796754
11 c:7 [x_a,x_b] = 8.796479999999999,10.053120000000000 -> cell weight = 1.256640136210245
12 c:8 [x_a,x_b] = 10.053120000000000,11.309760000000001 -> cell weight = 1.263905566595814
13 c:9 [x_a,x_b] = 11.309760000000001,12.566400000000000 -> cell weight = 1.268395784939883
[all …]
/petsc/src/ts/tutorials/autodiff/
H A Dex16adj_tl.cxx75 adouble x_a[2], mu_a; /* 'active' doubles for independent variables */ in RHSJacobian() local
81 x_a[0].setValue(x[0]); in RHSJacobian()
82 x_a[1].setValue(x[1]); in RHSJacobian()
87 x_a[0].setADValue(0, 1.); in RHSJacobian()
88 x_a[0].setADValue(1, 0.); in RHSJacobian()
89 x_a[0].setADValue(2, 0.); in RHSJacobian()
90 x_a[1].setADValue(0, 0.); in RHSJacobian()
91 x_a[1].setADValue(1, 1.); in RHSJacobian()
92 x_a[1].setADValue(2, 0.); in RHSJacobian()
98 PetscCall(EvaluateResidual(x_a, mu_a, f_a)); in RHSJacobian()
[all …]
H A Dex16adj.cxx60 adouble x_a[2]; /* 'active' double for independent variables */ in RHSFunctionActive() local
68 x_a[0] <<= x[0]; in RHSFunctionActive()
69 x_a[1] <<= x[1]; /* Mark independence */ in RHSFunctionActive()
70 f_a[0] = x_a[1]; in RHSFunctionActive()
71 f_a[1] = user->mu * (1. - x_a[0] * x_a[0]) * x_a[1] - x_a[0]; in RHSFunctionActive()
93 adouble x_a[2], mu_a; /* 'active' double for independent variables */ in RHSFunctionActiveP() local
101 x_a[0] <<= x[0]; in RHSFunctionActiveP()
102 x_a[1] <<= x[1]; in RHSFunctionActiveP()
104 f_a[0] = x_a[1]; in RHSFunctionActiveP()
105 f_a[1] = mu_a * (1. - x_a[0] * x_a[0]) * x_a[1] - x_a[0]; in RHSFunctionActiveP()
H A Dex16opt_ic.cxx68 adouble x_a[2]; /* adouble for independent variables */ in RHSFunctionActive() local
75 x_a[0] <<= x[0]; in RHSFunctionActive()
76 x_a[1] <<= x[1]; /* Mark as independent */ in RHSFunctionActive()
77 f_a[0] = x_a[1]; in RHSFunctionActive()
78 f_a[1] = mu * (1. - x_a[0] * x_a[0]) * x_a[1] - x_a[0]; in RHSFunctionActive()
/petsc/src/tao/unconstrained/tutorials/
H A Drosenbrock4.h332 PetscScalar x_a = x[i - r.i_start]; in rosenbrock_for_loop() local
335 func(k, x_a, x_b); in rosenbrock_for_loop()
342 …_loop(r, x, o, [&](PetscInt k, PetscScalar x_a, PetscScalar x_b) { f_vec[k] = RosenbrockObjective(… in RosenbrockObjective_Kernel()
347 …ck_for_loop(r, x, o, [&](PetscInt k, PetscScalar x_a, PetscScalar x_b) { RosenbrockGradient(r.alph… in RosenbrockGradient_Kernel()
352 …p(r, x, o, [&](PetscInt k, PetscScalar x_a, PetscScalar x_b) { f_vec[k] = RosenbrockObjectiveGradi… in RosenbrockObjectiveGradient_Kernel()
357 …ck_for_loop(r, x, o, [&](PetscInt k, PetscScalar x_a, PetscScalar x_b) { RosenbrockHessian(r.alpha… in RosenbrockHessian_Kernel()
408 PetscScalar x_a = x[i - r.i_start]; in RosenbrockObjective_Host() local
411 _f += RosenbrockObjective(r.alpha, x_a, x_b); in RosenbrockObjective_Host()
423 PetscScalar x_a = x[i - r.i_start]; in RosenbrockGradient_Host() local
426 RosenbrockGradient(r.alpha, x_a, x_b, &g[2 * k]); in RosenbrockGradient_Host()
[all …]
/petsc/src/ksp/ksp/utils/lmvm/tests/
H A Dex1.c161 const PetscScalar *x_a, *y_a; in RankOneAXPY() local
172 PetscCall(VecGetArrayRead(x, &x_a)); in RankOneAXPY()
178 PetscCall(PetscArraycpy(x_mat_a, x_a, m)); in RankOneAXPY()
185 PetscCall(VecRestoreArrayRead(x, &x_a)); in RankOneAXPY()