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/dports/math/openturns/openturns-1.18/python/test/
H A Dt_SymbolicFunction_std.expout4 d2f( 0.4 )=-7.7884e-01 d2f (FD)=-7.7884e-01
8 d2f( 0.4 )=-1.8421e+00 d2f (FD)=-1.8421e+00
12 d2f( 0.4 )=1.9935e+00 d2f (FD)=1.9935e+00
16 d2f( 0.4 )=1.0391e+00 d2f (FD)=1.0391e+00
20 d2f( 0.4 )=-1.0391e+00 d2f (FD)=-1.0391e+00
24 d2f( 0.4 )=-1.1891e+00 d2f (FD)=-1.1891e+00
28 d2f( 0.4 )=8.2150e-01 d2f (FD)=8.2150e-01
32 d2f( 0.4 )=2.1621e+00 d2f (FD)=2.1621e+00
36 d2f( 0.4 )=-1.3004e+00 d2f (FD)=-1.3004e+00
40 d2f( 0.4 )=-6.4033e-01 d2f (FD)=-6.4033e-01
[all …]
H A Dt_SymbolicFunction_muparser.expout4 d2f( 0.4 )=-7.7884e-01 d2f (FD)=-7.7884e-01
8 d2f( 0.4 )=-1.8421e+00 d2f (FD)=-1.8421e+00
12 d2f( 0.4 )=1.9935e+00 d2f (FD)=1.9935e+00
16 d2f( 0.4 )=1.0391e+00 d2f (FD)=1.0391e+00
20 d2f( 0.4 )=-1.0391e+00 d2f (FD)=-1.0391e+00
24 d2f( 0.4 )=-1.1891e+00 d2f (FD)=-1.1891e+00
28 d2f( 0.4 )=8.2150e-01 d2f (FD)=8.2150e-01
32 d2f( 0.4 )=2.1621e+00 d2f (FD)=2.1621e+00
36 d2f( 0.4 )=-1.3004e+00 d2f (FD)=-1.3004e+00
40 d2f( 0.4 )=-6.4033e-01 d2f (FD)=-6.4033e-01
[all …]
H A Dt_OrthogonalUniVariatePolynomialFunctionFactory_std.expout2 order= 0 1 X= [0.4] f(X)= [1] df(X)= [0] d2f(X)= [0]
3 order= 1 1.73205 * X X= [0.4] f(X)= [0.69282] df(X)= [1.73205] d2f(X)= [0]
4 order= 2 -1.11803 + 3.3541 * X^2 X= [0.4] f(X)= [-0.581378] df(X)= [2.68328] d2f(X)= [6.7082]
5 order= 3 -3.96863 * X + 6.61438 * X^3 X= [0.4] f(X)= [-1.16413] df(X)= [-0.793725] d2f(X)= [15.8745]
6 order= 4 1.125 - 11.25 * X^2 + 13.125 * X^4 X= [0.4] f(X)= [-0.339] df(X)= [-5.64] d2f(X)= [2.7]
7 … * X - 29.0205 * X^3 + 26.1184 * X^5 X= [0.4] f(X)= [0.897611] df(X)= [-4.36799] d2f(X)= [-36.2175]
8 … * X^2 - 70.9843 * X^4 + 52.0551 * X^6 X= [0.4] f(X)= [1.05511] df(X)= [3.95543] d2f(X)= [-48.9886]
9 … X^3 - 167.749 * X^5 + 103.844 * X^7 X= [0.4] f(X)= [-0.0565084] df(X)= [9.63315] d2f(X)= [12.9417]
10 … * X^4 - 386.928 * X^6 + 207.283 * X^8 X= [0.4] f(X)= [-1.10087] df(X)= [3.62085] d2f(X)= [97.8084]
11 … X^5 - 876.547 * X^7 + 413.925 * X^9 X= [0.4] f(X)= [-0.822801] df(X)= [-8.94324] d2f(X)= [79.6399]
H A Dt_FourierSeriesFactory_std.expout2 order= 0 f:X -> 1 X= [0.4] f(X)= [1] df(X)= [0] d2f(X)= [0]
3 order= 1 f:X -> sqrt(2) * sin(X) X= [0.4] f(X)= [0.550721] df(X)= [1.30258] d2f(X)= [-0.550721]
4 order= 2 f:X -> sqrt(2) * cos(X) X= [0.4] f(X)= [1.30258] df(X)= [-0.550721] d2f(X)= [-1.30258]
5 order= 3 f:X -> sqrt(2) * sin(2 * X) X= [0.4] f(X)= [1.01449] df(X)= [1.97058] d2f(X)= [-4.05798]
6 order= 4 f:X -> sqrt(2) * cos(2 * X) X= [0.4] f(X)= [0.985292] df(X)= [-2.02899] d2f(X)= [-3.94117]
7 order= 5 f:X -> sqrt(2) * sin(3 * X) X= [0.4] f(X)= [1.3181] df(X)= [1.53735] d2f(X)= [-11.8629]
8 order= 6 f:X -> sqrt(2) * cos(3 * X) X= [0.4] f(X)= [0.512451] df(X)= [-3.95431] d2f(X)= [-4.61206]
9 order= 7 f:X -> sqrt(2) * sin(4 * X) X= [0.4] f(X)= [1.41361] df(X)= [-0.165177] d2f(X)= [-22.6178]
10 order= 8 f:X -> sqrt(2) * cos(4 * X) X= [0.4] f(X)= [-0.0412944] df(X)= [-5.65444] d2f(X)= [0.66071]
11 order= 9 f:X -> sqrt(2) * sin(5 * X) X= [0.4] f(X)= [1.28594] df(X)= [-2.9426] d2f(X)= [-32.1485]
H A Dt_HaarWaveletFactory_std.expout2 order= 0 f:X -> {1.0 for 0.0<=X<1.0, 0.0 elsewhere} X= [0.4] f(X)= [1] df(X)= [0] d2f(X)= [0]
3 order= 1 f:X -> {1 for 0<=X<0.5, -1 for 0.5<=X<1, 0.0 elsewhere} X= [0.4] f(X)= [1] df(X)= [0] d2f(…
4 …<=X<0.25, -1.41421 for 0.25<=X<0.5, 0.0 elsewhere} X= [0.4] f(X)= [-1.41421] df(X)= [0] d2f(X)= [0]
5 …1 for 0.5<=X<0.75, -1.41421 for 0.75<=X<1, 0.0 elsewhere} X= [0.4] f(X)= [0] df(X)= [0] d2f(X)= [0]
6 …> {2 for 0<=X<0.125, -2 for 0.125<=X<0.25, 0.0 elsewhere} X= [0.4] f(X)= [0] df(X)= [0] d2f(X)= [0]
7 …2 for 0.25<=X<0.375, -2 for 0.375<=X<0.5, 0.0 elsewhere} X= [0.4] f(X)= [-2] df(X)= [0] d2f(X)= [0]
8 …{2 for 0.5<=X<0.625, -2 for 0.625<=X<0.75, 0.0 elsewhere} X= [0.4] f(X)= [0] df(X)= [0] d2f(X)= [0]
9 …> {2 for 0.75<=X<0.875, -2 for 0.875<=X<1, 0.0 elsewhere} X= [0.4] f(X)= [0] df(X)= [0] d2f(X)= [0]
10 …0<=X<0.0625, -2.82843 for 0.0625<=X<0.125, 0.0 elsewhere} X= [0.4] f(X)= [0] df(X)= [0] d2f(X)= [0]
11 …25<=X<0.1875, -2.82843 for 0.1875<=X<0.25, 0.0 elsewhere} X= [0.4] f(X)= [0] df(X)= [0] d2f(X)= [0]
/dports/lang/fpc-source/fpc-3.2.2/tests/webtbs/
H A Dtw37013.pp26 bad_addrs.Add('fe@0:b46c:c2a1:a202:9*6e:9d2f:a520:4172');
27 bad_addrs.Add('fe80:b4%c:c2a1:a202:9*6e:9d2f:a520:4172');
28 bad_addrs.Add('fe80:b46c:c2#1:a202:926e:9d2f:a520:4172');
29 bad_addrs.Add('fe80:b46c:c2a1:a2^2:926e:9d2f:a520:4172');
30 bad_addrs.Add('fe80:b46c:c2a1:a202:9*6e:9d2f:a520:4172');
31 bad_addrs.Add('fe80:b46c:c2a1:a202:926e:9!d2f:a520:4172');
32 bad_addrs.Add('fe80:b46c:c2a1:a202:926e:9d2f:a=20:4172');
33 bad_addrs.Add('fe80:b46c:c2a1:a202:926e:9d2f:a520:41+2');
49 bad_addrs.Add('fe80::c2a1:a202::9d2f:a520:4172');
65 bad_addrs.Add('fe80:b46c:9d2f:a520:4172:1211');
[all …]
H A Dtw37060.pp57 bad_addrs.Add('fe@0:b46c:c2a1:a202:9*6e:9d2f:a520:4172');
58 bad_addrs.Add('fe80:b4%c:c2a1:a202:9*6e:9d2f:a520:4172');
59 bad_addrs.Add('fe80:b46c:c2#1:a202:926e:9d2f:a520:4172');
60 bad_addrs.Add('fe80:b46c:c2a1:a2^2:926e:9d2f:a520:4172');
61 bad_addrs.Add('fe80:b46c:c2a1:a202:9*6e:9d2f:a520:4172');
63 bad_addrs.Add('fe80:b46c:c2a1:a202:926e:9d2f:a=20:4172');
80 bad_addrs.Add('fe80::c2a1:a202::9d2f:a520:4172');
96 bad_addrs.Add('fe80:b46c:9d2f:a520:4172:1211');
135 bad_addrs.Add('fe80:b46c:926e:9d2f:a520:192.168.1.2');
139 bad_addrs.Add('fe80:b46c:c2a1:a202:926e:9d2f:192.168');
[all …]
/dports/x11/pixman/pixman-0.40.0/demos/
H A Dconvolution-test.c12 #define d2f pixman_double_to_fixed in main() macro
19 d2f (3), d2f (3), in main()
20 d2f (0.5), d2f (0.5), d2f (0.5), in main()
21 d2f (0.5), d2f (0.5), d2f (0.5), in main()
22 d2f (0.5), d2f (0.5), d2f (0.5), in main()
H A Dcomposite-test.c90 #define d2f pixman_double_to_fixed in main() macro
103 { d2f (0.0), { 0xf2f2, 0x8787, 0x7d7d, alpha } }, in main()
104 { d2f (0.22), { 0xf3f3, 0xeaea, 0x8383, alpha } }, in main()
105 { d2f (0.42), { 0x6b6b, 0xc0c0, 0x7777, alpha } }, in main()
106 { d2f (0.57), { 0x4b4b, 0xc9c9, 0xf5f5, alpha } }, in main()
107 { d2f (0.75), { 0x6a6a, 0x7f7f, 0xbebe, alpha } }, in main()
108 { d2f (1.0), { 0xeded, 0x8282, 0xb0b0, alpha } }, in main()
/dports/math/openturns/openturns-1.18/lib/test/
H A Dt_SymbolicFunction_std.expout4 d2f(1.3333e-01)=-7.0095e+00
8 d2f(1.3333e-01)=-1.6579e+01
12 d2f(1.3333e-01)=1.7941e+01
16 d2f(1.3333e-01)=9.3522e+00
20 d2f(1.3333e-01)=-9.3522e+00
24 d2f(1.3333e-01)=-1.0702e+01
28 d2f(1.3333e-01)=7.3935e+00
32 d2f(1.3333e-01)=1.9459e+01
36 d2f(1.3333e-01)=-1.1704e+01
40 d2f(1.3333e-01)=-5.7630e+00
[all …]
H A Dt_SymbolicFunction_muparser.expout4 d2f(1.3333e-01)=-7.0095e+00
8 d2f(1.3333e-01)=-1.6579e+01
12 d2f(1.3333e-01)=1.7941e+01
16 d2f(1.3333e-01)=9.3522e+00
20 d2f(1.3333e-01)=-9.3522e+00
24 d2f(1.3333e-01)=-1.0702e+01
28 d2f(1.3333e-01)=7.3935e+00
32 d2f(1.3333e-01)=1.9459e+01
36 d2f(1.3333e-01)=-1.1704e+01
40 d2f(1.3333e-01)=-5.7630e+00
[all …]
/dports/print/ghostscript7-base/ghostscript-7.07/src/
H A Dgdevpdfg.c312 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Round()
314 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Round()
323 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Diamond()
324 if (d2f(xabs + yabs) <= d2f(1.23)) in ht_Diamond()
325 return d2f(1 - d2f(d2f(d2f(0.85) * xabs) + yabs)); in ht_Diamond()
327 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Diamond()
339 float w = (float)(d2f(d2f(3 * xabs) + d2f(4 * yabs)) - 3); in ht_Ellipse()
343 return d2f(1 - d2f((d2f(x * x) + d2f(yabs * yabs)) / 4)); in ht_Ellipse()
347 return d2f(d2f((d2f(xabs * xabs) + d2f(yabs * yabs)) / 4) - 1); in ht_Ellipse()
376 HT_FUNC(ht_SimpleDot, 1 - d2f(d2f(x * x) + d2f(y * y)))
[all …]
/dports/print/ghostscript7-x11/ghostscript-7.07/src/
H A Dgdevpdfg.c312 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Round()
314 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Round()
323 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Diamond()
324 if (d2f(xabs + yabs) <= d2f(1.23)) in ht_Diamond()
325 return d2f(1 - d2f(d2f(d2f(0.85) * xabs) + yabs)); in ht_Diamond()
327 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Diamond()
339 float w = (float)(d2f(d2f(3 * xabs) + d2f(4 * yabs)) - 3); in ht_Ellipse()
343 return d2f(1 - d2f((d2f(x * x) + d2f(yabs * yabs)) / 4)); in ht_Ellipse()
347 return d2f(d2f((d2f(xabs * xabs) + d2f(yabs * yabs)) / 4) - 1); in ht_Ellipse()
376 HT_FUNC(ht_SimpleDot, 1 - d2f(d2f(x * x) + d2f(y * y)))
[all …]
/dports/science/nwchem/nwchem-7b21660b82ebd85ef659f6fba7e1e73433b0bd0a/src/nwpw/gw/Transfer/
H A Dspline.f902 subroutine spline(f,x,n,t,d2f) argument
8 double precision x(n),f(n),d2f(n),t local
17 d2f(1)=(f(2)-f(1))/(x(2)-x(1)) &
23 d2f(jj)=(f(jj+1)-f(jj))/(x(jj+1)-x(jj)) &
29 d2f(n)=(f(1)-f(n))/(x(1)-x(n)+t) &
37 call baksublu(cmat,d2f,n,n,iperm)
44 subroutine dspline(f,x,d2f,n,df) argument
49 double precision f(n),x(n),d2f(n),df(n) local
67 subroutine dsplv(f,x,t,d2f,n,xv,dfv) argument
107 subroutine evalspline(f,x,t,d2f,n,xv,fv) argument
[all …]
/dports/science/nwchem-data/nwchem-7.0.2-release/src/nwpw/gw/Transfer/
H A Dspline.f902 subroutine spline(f,x,n,t,d2f) argument
8 double precision x(n),f(n),d2f(n),t local
17 d2f(1)=(f(2)-f(1))/(x(2)-x(1)) &
23 d2f(jj)=(f(jj+1)-f(jj))/(x(jj+1)-x(jj)) &
29 d2f(n)=(f(1)-f(n))/(x(1)-x(n)+t) &
37 call baksublu(cmat,d2f,n,n,iperm)
44 subroutine dspline(f,x,d2f,n,df) argument
49 double precision f(n),x(n),d2f(n),df(n) local
67 subroutine dsplv(f,x,t,d2f,n,xv,dfv) argument
107 subroutine evalspline(f,x,t,d2f,n,xv,fv) argument
[all …]
/dports/science/py-phonopy/phonopy-2.11.0/test/harmonic/
H A Dtest_dynmat_to_fc.py87 d2f = DynmatToForceConstants(ph.primitive, ph.supercell)
88 ph.run_qpoints(d2f.commensurate_points,
94 d2f.create_dynamical_matrices(eigenvalues=eigenvalues,
96 d2f.run()
97 np.testing.assert_allclose(ph.force_constants, d2f.force_constants,
110 d2f = DynmatToForceConstants(ph.primitive, ph.supercell)
111 ph.run_qpoints(d2f.commensurate_points,
114 d2f.dynamical_matrices = ph_dict['dynamical_matrices']
115 d2f.run(lang=lang)
116 np.testing.assert_allclose(ph.force_constants, d2f.force_constants,
/dports/science/phonopy/phonopy-2.11.0/test/harmonic/
H A Dtest_dynmat_to_fc.py87 d2f = DynmatToForceConstants(ph.primitive, ph.supercell)
88 ph.run_qpoints(d2f.commensurate_points,
94 d2f.create_dynamical_matrices(eigenvalues=eigenvalues,
96 d2f.run()
97 np.testing.assert_allclose(ph.force_constants, d2f.force_constants,
110 d2f = DynmatToForceConstants(ph.primitive, ph.supercell)
111 ph.run_qpoints(d2f.commensurate_points,
114 d2f.dynamical_matrices = ph_dict['dynamical_matrices']
115 d2f.run(lang=lang)
116 np.testing.assert_allclose(ph.force_constants, d2f.force_constants,
/dports/math/scilab/scilab-6.1.1/scilab/modules/cacsd/demos/flat/
H A Dtruck.sci89 function [ff,df,d2f,d3f,d4f,d5f]=cr2Tfjt(a)
101 d2f = M(3) ;
163 dg = - df*d2f*g^3 ;
164 d2g = - g*g*(d2f^2*g+df*d3f*g+3*df*d2f*dg) ;
166 - 2*g*dg*(d2f^2*g+df*d3f*g+3*df*d2f*dg) ....
167 - g^2*(3*d2f*d3f*g+df*d4f*g ....
168 + 4*d2f^2*dg+4*df*d3f*dg+3*df*d2f*d2g) ;
170 k2 = d2f * g^3 ;
171 dk2 = d3f*g^3 + 3*d2f*g^2*dg ;
172 d2k2 = g^2*(d4f*g+6*d3f*dg+3*d2f*d2g) + 6*g*dg^2*d2f ;
[all …]
/dports/print/ghostscript9-x11/ghostscript-9.06/base/
H A Dgdevpdfg.c715 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Round()
717 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Round()
726 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Diamond()
727 if (d2f(xabs + yabs) <= d2f(1.23)) in ht_Diamond()
728 return d2f(1 - d2f(d2f(d2f(0.85) * xabs) + yabs)); in ht_Diamond()
730 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Diamond()
742 float w = (float)(d2f(d2f(3 * xabs) + d2f(4 * yabs)) - 3); in ht_Ellipse()
746 return d2f(1 - d2f((d2f(x * x) + d2f(yabs * yabs)) / 4)); in ht_Ellipse()
750 return d2f(d2f((d2f(xabs * xabs) + d2f(yabs * yabs)) / 4) - 1); in ht_Ellipse()
779 HT_FUNC(ht_SimpleDot, 1 - d2f(d2f(x * x) + d2f(y * y)))
[all …]
/dports/print/ghostscript9-base/ghostscript-9.06/base/
H A Dgdevpdfg.c715 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Round()
717 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Round()
726 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Diamond()
727 if (d2f(xabs + yabs) <= d2f(1.23)) in ht_Diamond()
728 return d2f(1 - d2f(d2f(d2f(0.85) * xabs) + yabs)); in ht_Diamond()
730 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Diamond()
742 float w = (float)(d2f(d2f(3 * xabs) + d2f(4 * yabs)) - 3); in ht_Ellipse()
746 return d2f(1 - d2f((d2f(x * x) + d2f(yabs * yabs)) / 4)); in ht_Ellipse()
750 return d2f(d2f((d2f(xabs * xabs) + d2f(yabs * yabs)) / 4) - 1); in ht_Ellipse()
779 HT_FUNC(ht_SimpleDot, 1 - d2f(d2f(x * x) + d2f(y * y)))
[all …]
/dports/print/ghostscript8-base/ghostscript-8.71/base/
H A Dgdevpdfg.c700 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Round()
702 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Round()
711 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Diamond()
712 if (d2f(xabs + yabs) <= d2f(1.23)) in ht_Diamond()
713 return d2f(1 - d2f(d2f(d2f(0.85) * xabs) + yabs)); in ht_Diamond()
715 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Diamond()
727 float w = (float)(d2f(d2f(3 * xabs) + d2f(4 * yabs)) - 3); in ht_Ellipse()
731 return d2f(1 - d2f((d2f(x * x) + d2f(yabs * yabs)) / 4)); in ht_Ellipse()
735 return d2f(d2f((d2f(xabs * xabs) + d2f(yabs * yabs)) / 4) - 1); in ht_Ellipse()
764 HT_FUNC(ht_SimpleDot, 1 - d2f(d2f(x * x) + d2f(y * y)))
[all …]
/dports/print/ghostscript8-x11/ghostscript-8.71/base/
H A Dgdevpdfg.c700 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Round()
702 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Round()
711 return d2f(1 - d2f(d2f(x * x) + d2f(y * y))); in ht_Diamond()
712 if (d2f(xabs + yabs) <= d2f(1.23)) in ht_Diamond()
713 return d2f(1 - d2f(d2f(d2f(0.85) * xabs) + yabs)); in ht_Diamond()
715 return d2f(d2f(d2f(xabs * xabs) + d2f(yabs * yabs)) - 1); in ht_Diamond()
727 float w = (float)(d2f(d2f(3 * xabs) + d2f(4 * yabs)) - 3); in ht_Ellipse()
731 return d2f(1 - d2f((d2f(x * x) + d2f(yabs * yabs)) / 4)); in ht_Ellipse()
735 return d2f(d2f((d2f(xabs * xabs) + d2f(yabs * yabs)) / 4) - 1); in ht_Ellipse()
764 HT_FUNC(ht_SimpleDot, 1 - d2f(d2f(x * x) + d2f(y * y)))
[all …]
/dports/audio/py-music21/music21-7.1.0/music21/corpus/ryansMammoth/
H A DRoaringWilliesJig.abc10 | ecA ABA cef | =gfg B=GB (d2f) | ecA ABA ce^g | aga cAc efg |
11 | agf ecA cef | =gfg BGB (d2f) | vABA c2A cea | cAc BGB A2 |]
13 | vecA acA ecA | B=GB =gdB (d2f) | ecA acA ecA | a^gf ecA Bcd |
14 | ecA acA ecA | B=GB =gdB (d2f) | ecA acA ecA | a^gf ecA Bcd "Segno"[|]|]
/dports/science/py-phonopy/phonopy-2.11.0/phonopy/phonon/
H A Drandom_displacements.py265 d2f = DynmatToForceConstants(self._dynmat.primitive,
267 d2f.commensurate_points = qpoints
268 d2f.create_dynamical_matrices(eigvals, eigvecs)
269 d2f.run()
270 self._force_constants = d2f.force_constants
277 d2f.commensurate_points = qpoints
285 d2f.create_dynamical_matrices(a2_inv, eigvecs)
286 d2f.run()
289 d2f.create_dynamical_matrices(a2, eigvecs)
290 d2f.run()
[all …]
/dports/science/phonopy/phonopy-2.11.0/phonopy/phonon/
H A Drandom_displacements.py265 d2f = DynmatToForceConstants(self._dynmat.primitive,
267 d2f.commensurate_points = qpoints
268 d2f.create_dynamical_matrices(eigvals, eigvecs)
269 d2f.run()
270 self._force_constants = d2f.force_constants
277 d2f.commensurate_points = qpoints
285 d2f.create_dynamical_matrices(a2_inv, eigvecs)
286 d2f.run()
289 d2f.create_dynamical_matrices(a2, eigvecs)
290 d2f.run()
[all …]

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