/dports/science/py-asdf/asdf-2.8.1/asdf-standard/schemas/stsci.edu/asdf/transform/ |
H A D | conic_perspective-1.2.0.yaml | 18 $$C &= \sin \theta_a \\ 19 R_\theta &= \frac{180^\circ}{\pi} \cos \eta [ \cot \theta_a - \tan(\theta - \theta_a)] \\ 20 Y_0 &= \frac{180^\circ}{\pi} \cos \eta \cot \theta_a$$
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H A D | conic_perspective-1.3.0.yaml | 18 $$C &= \sin \theta_a \\ 19 R_\theta &= \frac{180^\circ}{\pi} \cos \eta [ \cot \theta_a - \tan(\theta - \theta_a)] \\ 20 Y_0 &= \frac{180^\circ}{\pi} \cos \eta \cot \theta_a$$
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H A D | conic_perspective-1.1.0.yaml | 18 $$C &= \sin \theta_a \\ 19 R_\theta &= \frac{180^\circ}{\pi} \cos \eta [ \cot \theta_a - \tan(\theta - \theta_a)] \\ 20 Y_0 &= \frac{180^\circ}{\pi} \cos \eta \cot \theta_a$$
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H A D | conic_equidistant-1.1.0.yaml | 18 $$C &= \frac{180^\circ}{\pi} \frac{\sin\theta_a\sin\eta}{\eta} \\ 19 R_\theta &= \theta_a - \theta + \eta\cot\eta\cot\theta_a \\ 20 Y_0 = \eta\cot\eta\cot\theta_a$$
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H A D | conic_equidistant-1.3.0.yaml | 18 $$C &= \frac{180^\circ}{\pi} \frac{\sin\theta_a\sin\eta}{\eta} \\ 19 R_\theta &= \theta_a - \theta + \eta\cot\eta\cot\theta_a \\ 20 Y_0 = \eta\cot\eta\cot\theta_a$$
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H A D | conic_equidistant-1.0.0.yaml | 18 $$C &= \frac{180^\circ}{\pi} \frac{\sin\theta_a\sin\eta}{\eta} \\ 19 R_\theta &= \theta_a - \theta + \eta\cot\eta\cot\theta_a \\ 20 Y_0 = \eta\cot\eta\cot\theta_a$$
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H A D | conic_equidistant-1.2.0.yaml | 18 $$C &= \frac{180^\circ}{\pi} \frac{\sin\theta_a\sin\eta}{\eta} \\ 19 R_\theta &= \theta_a - \theta + \eta\cot\eta\cot\theta_a \\ 20 Y_0 = \eta\cot\eta\cot\theta_a$$
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H A D | conic_perspective-1.0.0.yaml | 18 $$C &= \sin \theta_a \\ 19 R_\theta &= \frac{180^\circ}{\pi} \cos \eta [ \cot \theta_a - \tan(\theta - \theta_a)] \\ 20 Y_0 &= \frac{180^\circ}{\pi} \cos \eta \cot \theta_a$$
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/dports/science/cp2k/cp2k-2e995eec7fd208c8a72d9544807bd8b8ba8cd1cc/src/ |
H A D | topology_psf.F | 253 IF (ASSOCIATED(conn_info%theta_a)) ntheta_prev = SIZE(conn_info%theta_a) 266 CALL reallocate(conn_info%theta_a, 1, ntheta_prev + ntheta) 284 (conn_info%theta_a(index_now + i), & 290 conn_info%theta_a(ntheta_prev + 1:) = conn_info%theta_a(ntheta_prev + 1:) + natom_prev 471 IF (ASSOCIATED(conn_info%theta_a)) ntheta = SIZE(conn_info%theta_a) 475 conn_info%ub_a(:) = conn_info%theta_a(:) 502 IF (ASSOCIATED(conn_info%theta_a)) N = SIZE(conn_info%theta_a) 593 IF (ASSOCIATED(conn_info%theta_a)) ntheta = SIZE(conn_info%theta_a) 662 CALL reallocate(conn_info%theta_a, 1, n_rep + ntheta) 667 conn_info%theta_a(ntheta + i) = tmp(1) [all …]
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H A D | topology_connectivity_util.F | 487 DO j = 1, SIZE(conn_info%theta_a) 488 j1 = map_atom_mol(conn_info%theta_a(j)) 502 DO j = 1, SIZE(conn_info%theta_a) 503 j1 = map_atom_mol(conn_info%theta_a(j)) 508 c_var_a(idim) = conn_info%theta_a(j) 523 IF (ASSOCIATED(conn_info%theta_a)) nvar1 = SIZE(conn_info%theta_a) 532 j1 = map_atom_mol(conn_info%theta_a(i)) 583 conn_info%theta_a(jind), & 1273 IF (ASSOCIATED(conn_info%theta_a)) THEN 1274 ntheta = SIZE(conn_info%theta_a) [all …]
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H A D | topology_gromos.F | 337 IF (ASSOCIATED(conn_info%theta_a)) offset = SIZE(conn_info%theta_a) 338 CALL reallocate(conn_info%theta_a, 1, offset + ntype) 344 CALL parser_get_object(parser, conn_info%theta_a(offset + itype)) 351 …conn_info%theta_a(offset + 1:offset + ntype) = conn_info%theta_a(offset + 1:offset + ntype) + nato… 363 IF (ASSOCIATED(conn_info%theta_a)) offset = SIZE(conn_info%theta_a) 364 CALL reallocate(conn_info%theta_a, 1, offset + ntype) 370 CALL parser_get_object(parser, conn_info%theta_a(offset + itype)) 377 …conn_info%theta_a(offset + 1:offset + ntype) = conn_info%theta_a(offset + 1:offset + ntype) + nato…
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H A D | topology_types.F | 54 INTEGER, POINTER :: theta_a(:), theta_b(:), theta_c(:), theta_type(:) component 273 NULLIFY (topology%conn_info%theta_a) 465 IF (ASSOCIATED(topology%conn_info%theta_a)) THEN 466 DEALLOCATE (topology%conn_info%theta_a)
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/dports/science/cp2k-data/cp2k-7.1.0/src/ |
H A D | topology_psf.F | 253 IF (ASSOCIATED(conn_info%theta_a)) ntheta_prev = SIZE(conn_info%theta_a) 266 CALL reallocate(conn_info%theta_a, 1, ntheta_prev + ntheta) 284 (conn_info%theta_a(index_now + i), & 290 conn_info%theta_a(ntheta_prev + 1:) = conn_info%theta_a(ntheta_prev + 1:) + natom_prev 471 IF (ASSOCIATED(conn_info%theta_a)) ntheta = SIZE(conn_info%theta_a) 475 conn_info%ub_a(:) = conn_info%theta_a(:) 502 IF (ASSOCIATED(conn_info%theta_a)) N = SIZE(conn_info%theta_a) 593 IF (ASSOCIATED(conn_info%theta_a)) ntheta = SIZE(conn_info%theta_a) 662 CALL reallocate(conn_info%theta_a, 1, n_rep + ntheta) 667 conn_info%theta_a(ntheta + i) = tmp(1) [all …]
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H A D | topology_connectivity_util.F | 487 DO j = 1, SIZE(conn_info%theta_a) 488 j1 = map_atom_mol(conn_info%theta_a(j)) 502 DO j = 1, SIZE(conn_info%theta_a) 503 j1 = map_atom_mol(conn_info%theta_a(j)) 508 c_var_a(idim) = conn_info%theta_a(j) 523 IF (ASSOCIATED(conn_info%theta_a)) nvar1 = SIZE(conn_info%theta_a) 532 j1 = map_atom_mol(conn_info%theta_a(i)) 583 conn_info%theta_a(jind), & 1273 IF (ASSOCIATED(conn_info%theta_a)) THEN 1274 ntheta = SIZE(conn_info%theta_a) [all …]
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H A D | topology_gromos.F | 337 IF (ASSOCIATED(conn_info%theta_a)) offset = SIZE(conn_info%theta_a) 338 CALL reallocate(conn_info%theta_a, 1, offset + ntype) 344 CALL parser_get_object(parser, conn_info%theta_a(offset + itype)) 351 …conn_info%theta_a(offset + 1:offset + ntype) = conn_info%theta_a(offset + 1:offset + ntype) + nato… 363 IF (ASSOCIATED(conn_info%theta_a)) offset = SIZE(conn_info%theta_a) 364 CALL reallocate(conn_info%theta_a, 1, offset + ntype) 370 CALL parser_get_object(parser, conn_info%theta_a(offset + itype)) 377 …conn_info%theta_a(offset + 1:offset + ntype) = conn_info%theta_a(offset + 1:offset + ntype) + nato…
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H A D | topology_types.F | 54 INTEGER, POINTER :: theta_a(:), theta_b(:), theta_c(:), theta_type(:) component 273 NULLIFY (topology%conn_info%theta_a) 465 IF (ASSOCIATED(topology%conn_info%theta_a)) THEN 466 DEALLOCATE (topology%conn_info%theta_a)
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/dports/databases/pgsphere/pgsphere-e0b303d/ |
H A D | euler.c | 66 se->theta_a = etype[i]; in spheretrans_in() 146 se->theta_a = t; in spheretrans_from_float8_and_type() 161 se->theta_a = EULER_AXIS_X; in seuler_set_zxz() 242 t = se->theta_a; in spheretrans_type() 295 se->theta_a == EULER_AXIS_X && in strans_zxz() 487 t = se->theta_a; in euler_vector_trans()
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H A D | euler.h | 16 theta_a:2, /* second axis */ member
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/dports/math/cadabra2/cadabra2-2.3.6.8/tests/ |
H A D | basic.cdb | 42 { \theta_a, \theta_b }::SelfAntiCommuting. 43 obj9:= \theta_c \theta_b \theta_a; 45 tst9:= \theta_a \theta_b \theta_c + @(obj9); 54 { \theta_a, \chi_a }::Commuting. 57 { \theta_a, \chi_a }::SortOrder. 58 obj10:= \theta_c \theta_b \theta_d \chi_d \theta_a \chi_a; 60 tst10:= \theta_a \theta_b \theta_c \theta_d \chi_a \chi_d + @(obj10);
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H A D | algebra.cdb | 70 { \theta_a, \theta_b }::SelfAntiCommuting. 71 obj9:= \theta_c \theta_b \theta_a; 73 tst9:= \theta_a \theta_b \theta_c + @(obj9); 82 { \theta_a, \chi_a }::SortOrder. 85 { \theta_a, \chi_a }::Commuting. 86 obj10:= \theta_c \theta_b \theta_d \chi_d \theta_a \chi_a; 88 tst10:= \theta_a \theta_b \theta_c \theta_d \chi_a \chi_d + @(obj10);
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/dports/graphics/appleseed/appleseed-2.1.0-beta/src/appleseed/foundation/math/sampling/ |
H A D | mappings.h | 230 const T theta_a, // start angle 236 const T theta_a, // start angle 668 const T theta_a, in sample_equiangular_distribution() argument 675 return distance * std::tan(lerp(theta_a, theta_b, s)); in sample_equiangular_distribution() 681 const T theta_a, in equiangular_distribution_pdf() argument 685 return distance / ((theta_b - theta_a) * (square(distance) + square(t))); in equiangular_distribution_pdf()
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/dports/science/healpix/Healpix_3.50/src/idl/zzz_external/astron/ |
H A D | wcssph2xy.pro | 591 theta_a = PV2_1/radeg 593 bad = where((theta ge theta_a + pi2) or (theta le theta_a - pi2)) 600 r_theta = radeg*cos(alpha)*(1.d0/tan(theta_a)-tan(theta-theta_a)) 601 a_phi = phi*sin(theta_a) 602 y_0 = radeg*cos(alpha)/tan(theta_a) 620 theta_a = PV2_1/radeg 625 r_theta = theta_a - theta + alpha/(tan(alpha)*tan(theta_a)) 631 r_theta = theta_a - theta + 1.d0/tan(theta_a) 632 a_phi = phi*sin(theta_a) 633 y_0 = radeg/tan(theta_a) [all …]
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H A D | make_astr.pro | 186 theta_a = pv2[0] 192 theta_a = 90d0 193 endif else theta_a = 0d0 196 IF N_ELEMENTS(theta0) EQ 0 THEN theta0 = theta_a 206 IF xyoff && (phi0 NE 0d0 || theta0 NE theta_a) THEN BEGIN
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/dports/graphics/blender/blender-2.91.0/intern/cycles/kernel/ |
H A D | kernel_volume.h | 307 float theta_a = -atan2f(delta, D); in kernel_volume_equiangular_sample() local 309 float t_ = D * tanf((xi * theta_b) + (1 - xi) * theta_a); in kernel_volume_equiangular_sample() 310 if (UNLIKELY(theta_b == theta_a)) { in kernel_volume_equiangular_sample() 314 *pdf = D / ((theta_b - theta_a) * (D * D + t_ * t_)); in kernel_volume_equiangular_sample() 330 float theta_a = -atan2f(delta, D); in kernel_volume_equiangular_pdf() local 332 if (UNLIKELY(theta_b == theta_a)) { in kernel_volume_equiangular_pdf() 336 float pdf = D / ((theta_b - theta_a) * (D * D + t_ * t_)); in kernel_volume_equiangular_pdf()
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/dports/science/py-pymatgen/pymatgen-2022.0.15/pymatgen/analysis/ |
H A D | quasiharmonic.py | 320 theta_a = theta_d * self.natoms ** (-1.0 / 3.0) # K 327 kappa = kappa * theta_a ** 2 * volume ** (1.0 / 3.0) * 1e-10
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