Loading src/libnptm/clu_subs.cpp +26 −29 Original line number Diff line number Diff line Loading @@ -2290,13 +2290,12 @@ void scr2( ) { const dcomplex cc0 = 0.0 + 0.0 * I; const dcomplex uim = 0.0 + 1.0 * I; dcomplex s11, s21, s12, s22, rm, re, csam, cph, phas, cc; double ccs = 1.0 / (vk * vk); csam = -(ccs / (exri * vk)) * 0.5 * I; const double ccs = 1.0 / (vk * vk); const double pi4sq = 64.0 * acos(0.0) * acos(0.0); double cfsq = 4.0 / (pi4sq * ccs * ccs); cph = uim * exri * vkarg; int ls = (c1->li < c1->le) ? c1->li : c1->le; const double cfsq = 4.0 / (pi4sq * ccs * ccs); dcomplex csam = -(ccs / (exri * vk)) * 0.5 * I; dcomplex cph = uim * exri * vkarg; const int ls = (c1->li < c1->le) ? c1->li : c1->le; c1->tsas[0][0] = cc0; c1->tsas[1][0] = cc0; c1->tsas[0][1] = cc0; Loading @@ -2306,14 +2305,14 @@ void scr2( int iogi = c1->iog[i14 - 1]; if (iogi >= i14) { int k = 0; s11 = cc0; s21 = cc0; s12 = cc0; s22 = cc0; dcomplex s11 = cc0; dcomplex s21 = cc0; dcomplex s12 = cc0; dcomplex s22 = cc0; for (int l10 = 1; l10 <= ls; l10++) { int l = l10 - 1; rm = 1.0 / c1->rmi[l][i]; re = 1.0 / c1->rei[l][i]; dcomplex rm = 1.0 / c1->rmi[l][i]; dcomplex re = 1.0 / c1->rei[l][i]; int ltpo = l10 + l10 + 1; for (int im10 = 1; im10 <= ltpo; im10++) { k++; Loading @@ -2330,7 +2329,7 @@ void scr2( c1->sas[i][1][1] = s22 * csam; } // label 12 phas = cexp(cph * (duk[0] * c1->rxx[i] + duk[1] * c1->ryy[i] + duk[2] * c1->rzz[i])); dcomplex phas = cexp(cph * (duk[0] * c1->rxx[i] + duk[1] * c1->ryy[i] + duk[2] * c1->rzz[i])); c1->tsas[0][0] += (c1->sas[iogi - 1][0][0] * phas); c1->tsas[1][0] += (c1->sas[iogi - 1][1][0] * phas); c1->tsas[0][1] += (c1->sas[iogi - 1][0][1] * phas); Loading @@ -2340,13 +2339,12 @@ void scr2( int iogi = c1->iog[i24 - 1]; if (iogi >= i24) { int j = 0; for (int ipo1 = 1; ipo1 <=2; ipo1++) { for (int jpo1 = 1; jpo1 <= 2; jpo1++) { cc = dconjg(c1->sas[i24 - 1][jpo1 - 1][ipo1 - 1]); for (int ipo2 = 1; ipo2 <= 2; ipo2++) { for (int jpo2 = 1; jpo2 <= 2; jpo2++) { j++; c1->vints[i24 - 1][j - 1] = c1->sas[i24 - 1][jpo2 - 1][ipo2 - 1] * cc * cfsq; for (int ipo1 = 0; ipo1 < 2; ipo1++) { for (int jpo1 = 0; jpo1 < 2; jpo1++) { dcomplex cc = dconjg(c1->sas[i24 - 1][jpo1][ipo1]); for (int ipo2 = 0; ipo2 < 2; ipo2++) { for (int jpo2 = 0; jpo2 < 2; jpo2++) { c1->vints[i24 - 1][j++] = c1->sas[i24 - 1][jpo2][ipo2] * cc * cfsq; } // jpo2 loop } // ipo2 loop } // jpo1 loop Loading @@ -2354,13 +2352,12 @@ void scr2( } } // i24 loop int j = 0; for (int ipo1 = 1; ipo1 <=2; ipo1++) { for (int jpo1 = 1; jpo1 <= 2; jpo1++) { cc = dconjg(c1->tsas[jpo1 - 1][ipo1 - 1]); for (int ipo2 = 1; ipo2 <= 2; ipo2++) { for (int jpo2 = 1; jpo2 <= 2; jpo2++) { j++; c1->vintt[j - 1] = c1->tsas[jpo2 - 1][ipo2 - 1] * cc * cfsq; for (int ipo1 = 0; ipo1 < 2; ipo1++) { for (int jpo1 = 0; jpo1 < 2; jpo1++) { dcomplex cc = dconjg(c1->tsas[jpo1][ipo1]); for (int ipo2 = 0; ipo2 < 2; ipo2++) { for (int jpo2 = 0; jpo2 < 2; jpo2++) { c1->vintt[j++] = c1->tsas[jpo2][ipo2] * cc * cfsq; } // jpo2 loop } // ipo2 loop } // jpo1 loop Loading Loading
src/libnptm/clu_subs.cpp +26 −29 Original line number Diff line number Diff line Loading @@ -2290,13 +2290,12 @@ void scr2( ) { const dcomplex cc0 = 0.0 + 0.0 * I; const dcomplex uim = 0.0 + 1.0 * I; dcomplex s11, s21, s12, s22, rm, re, csam, cph, phas, cc; double ccs = 1.0 / (vk * vk); csam = -(ccs / (exri * vk)) * 0.5 * I; const double ccs = 1.0 / (vk * vk); const double pi4sq = 64.0 * acos(0.0) * acos(0.0); double cfsq = 4.0 / (pi4sq * ccs * ccs); cph = uim * exri * vkarg; int ls = (c1->li < c1->le) ? c1->li : c1->le; const double cfsq = 4.0 / (pi4sq * ccs * ccs); dcomplex csam = -(ccs / (exri * vk)) * 0.5 * I; dcomplex cph = uim * exri * vkarg; const int ls = (c1->li < c1->le) ? c1->li : c1->le; c1->tsas[0][0] = cc0; c1->tsas[1][0] = cc0; c1->tsas[0][1] = cc0; Loading @@ -2306,14 +2305,14 @@ void scr2( int iogi = c1->iog[i14 - 1]; if (iogi >= i14) { int k = 0; s11 = cc0; s21 = cc0; s12 = cc0; s22 = cc0; dcomplex s11 = cc0; dcomplex s21 = cc0; dcomplex s12 = cc0; dcomplex s22 = cc0; for (int l10 = 1; l10 <= ls; l10++) { int l = l10 - 1; rm = 1.0 / c1->rmi[l][i]; re = 1.0 / c1->rei[l][i]; dcomplex rm = 1.0 / c1->rmi[l][i]; dcomplex re = 1.0 / c1->rei[l][i]; int ltpo = l10 + l10 + 1; for (int im10 = 1; im10 <= ltpo; im10++) { k++; Loading @@ -2330,7 +2329,7 @@ void scr2( c1->sas[i][1][1] = s22 * csam; } // label 12 phas = cexp(cph * (duk[0] * c1->rxx[i] + duk[1] * c1->ryy[i] + duk[2] * c1->rzz[i])); dcomplex phas = cexp(cph * (duk[0] * c1->rxx[i] + duk[1] * c1->ryy[i] + duk[2] * c1->rzz[i])); c1->tsas[0][0] += (c1->sas[iogi - 1][0][0] * phas); c1->tsas[1][0] += (c1->sas[iogi - 1][1][0] * phas); c1->tsas[0][1] += (c1->sas[iogi - 1][0][1] * phas); Loading @@ -2340,13 +2339,12 @@ void scr2( int iogi = c1->iog[i24 - 1]; if (iogi >= i24) { int j = 0; for (int ipo1 = 1; ipo1 <=2; ipo1++) { for (int jpo1 = 1; jpo1 <= 2; jpo1++) { cc = dconjg(c1->sas[i24 - 1][jpo1 - 1][ipo1 - 1]); for (int ipo2 = 1; ipo2 <= 2; ipo2++) { for (int jpo2 = 1; jpo2 <= 2; jpo2++) { j++; c1->vints[i24 - 1][j - 1] = c1->sas[i24 - 1][jpo2 - 1][ipo2 - 1] * cc * cfsq; for (int ipo1 = 0; ipo1 < 2; ipo1++) { for (int jpo1 = 0; jpo1 < 2; jpo1++) { dcomplex cc = dconjg(c1->sas[i24 - 1][jpo1][ipo1]); for (int ipo2 = 0; ipo2 < 2; ipo2++) { for (int jpo2 = 0; jpo2 < 2; jpo2++) { c1->vints[i24 - 1][j++] = c1->sas[i24 - 1][jpo2][ipo2] * cc * cfsq; } // jpo2 loop } // ipo2 loop } // jpo1 loop Loading @@ -2354,13 +2352,12 @@ void scr2( } } // i24 loop int j = 0; for (int ipo1 = 1; ipo1 <=2; ipo1++) { for (int jpo1 = 1; jpo1 <= 2; jpo1++) { cc = dconjg(c1->tsas[jpo1 - 1][ipo1 - 1]); for (int ipo2 = 1; ipo2 <= 2; ipo2++) { for (int jpo2 = 1; jpo2 <= 2; jpo2++) { j++; c1->vintt[j - 1] = c1->tsas[jpo2 - 1][ipo2 - 1] * cc * cfsq; for (int ipo1 = 0; ipo1 < 2; ipo1++) { for (int jpo1 = 0; jpo1 < 2; jpo1++) { dcomplex cc = dconjg(c1->tsas[jpo1][ipo1]); for (int ipo2 = 0; ipo2 < 2; ipo2++) { for (int jpo2 = 0; jpo2 < 2; jpo2++) { c1->vintt[j++] = c1->tsas[jpo2][ipo2] * cc * cfsq; } // jpo2 loop } // ipo2 loop } // jpo1 loop Loading