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Commit 8fa68dde authored by Giovanni La Mura's avatar Giovanni La Mura
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Migrate FFRF subroutine to C++

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...@@ -17,6 +17,7 @@ struct CCR { ...@@ -17,6 +17,7 @@ struct CCR {
//End of TRAPPING structures //End of TRAPPING structures
//Externally defined subroutines //Externally defined subroutines
extern double cg1(int lmpml, int mu, int l, int m);
extern std::complex<double> dconjg(std::complex<double> z); extern std::complex<double> dconjg(std::complex<double> z);
extern void sphar( extern void sphar(
double cosrth, double sinrth, double cosrph, double sinrph, double cosrth, double sinrth, double cosrph, double sinrph,
...@@ -287,6 +288,223 @@ void frfmer( ...@@ -287,6 +288,223 @@ void frfmer(
delete[] wk; delete[] wk;
} }
/*! C++ porting of CAMP
*
* \param ac: Vector of complex. QUESTION: definition?
* \param am0m: Matrix of complex. QUESTION: definition?
* \param ws: Vector of complex. QUESTION: definition?
* \param cil: `CIL *` Pointer to a CIL structure.
*
* This function builds the AC vector using AM0M and WS.
*/
void camp(
std::complex<double> *ac, std::complex<double> **am0m, std::complex<double> *ws,
CIL *cil
) {
ac = new std::complex<double>[cil->nlemt]();
for (int j = 0; j < cil->nlemt; j++) {
for (int i = 0; i < cil->nlemt; i++) {
ac[j] += (am0m[j][i] * ws[i]);
} // i loop
} // j loop
}
/*! C++ porting of CZAMP
*
* \param ac: Vector of complex. QUESTION: definition?
* \param amd: Matrix of complex. QUESTION: definition?
* \param indam: `int **`. QUESTION: definition?
* \param ws: Vector of complex. QUESTION: definition?
* \param cil: `CIL *` Pointer to a CIL structure.
*
* This function builds the AC vector using AMD, INDAM and WS.
*/
void czamp(
std::complex<double> *ac, std::complex<double> **amd, int **indam,
std::complex<double> *ws, CIL *cil
) {
const std::complex<double> cc0(0.0, 0.0);
const std::complex<double> uim(0.0, 1.0);
std::complex<double> summ, sume;
ac = new std::complex<double>[cil->nlemt]();
for (int im20 = 1; im20 <= cil->mxim; im20++) {
int m = im20 - cil->mxmpo;
int abs_m = (m < 0) ? -m : m;
int lmn = (abs_m > 1) ? abs_m : 1;
for (int l20 = lmn; l20 <= cil->le; l20++) {
int i = m + l20 * (l20 + 1);
int ie = i + cil->nlem;
summ = cc0;
sume = cc0;
for (int ls15 = lmn; ls15 <= cil->le; ls15++) {
int is = m + ls15 * (ls15 + 15) - 1;
int ise = is + cil->nlem;
int num = indam[l20 - 1][ls15 - 1] + m - 1;
summ += (amd[num][0] * ws[is] + amd[num][1] * ws[ise]);
sume += (amd[num][2] * ws[is] + amd[num][3] * ws[ise]);
} // ls15 loop
ac[i - 1] = summ;
ac[ie - 1] = sume;
} // l20 loop
} // im20 loop
}
/*! C++ porting of FFRF
*
* \param zpv: `double ****`. QUESTION: definition?
* \param ac: Vector of complex. QUESTION: definition?
* \param ws: Vector of complex. QUESTION: definition?
* \param fffe: `double *`. QUESTION: definition?
* \param fffs: `double *`. QUESTION: definition?
* \param cil: `CIL *` Pointer to a CIL structure.
* \param ccr: `CCR *` Pointer to a CCR structure.
*/
void ffrf(
double ****zpv, std::complex<double> *ac, std::complex<double> *ws, double *fffe,
double *fffs, CIL *cil, CCR *ccr
) {
const std::complex<double> cc0(0.0, 0.0);
const std::complex<double> uim(0.0, 1.0);
//const std::complex<double> sq2iti = uim / sqrt(2.0);
std::complex<double> uimmp, summ, sume, suem, suee;
std::complex<double> *gap = new std::complex<double>[3]();
for (int imu50 = 1; imu50 <= 3; imu50++) {
int mu = imu50 - 2;
gap[imu50 - 1] = cc0;
for (int l40 = 1; l40 <= cil->le; l40++) {
int lpo = l40 + 1;
int ltpo = lpo + l40;
int imm = l40 * lpo;
for (int ilmp40 = 1; ilmp40 <= 3; ilmp40++) {
if ((l40 == 1 && ilmp40 == 1) || (l40 == cil->le && ilmp40 == 3)) continue; // ilmp40 loop
int lmpml = ilmp40 - 2;
int lmp = l40 + lmpml;
uimmp = uim * (-1.0 * lmpml);
int impmmmp = lmp * (lmp + 1);
for (int im30 = 1; im30 <= ltpo; im30++) {
int m = im30 - lpo;
int mmp = m - mu;
int abs_mmp = (mmp < 0) ? -mmp : mmp;
if (abs_mmp <= lmp) {
int i = imm + m;
int ie = i + cil->nlem;
int imp = impmmmp + mmp;
int impe = imp + cil->nlem;
double cgc = cg1(lmpml, mu, l40, m);
summ = dconjg(ws[i - 1]) * ac[imp - 1];
sume = dconjg(ws[i - 1]) * ac[impe - 1];
suem = dconjg(ws[ie - 1]) * ac[imp - 1];
suee = dconjg(ws[ie - 1]) * ac[impe - 1];
if (lmpml != 0) {
summ *= uimmp;
sume *= uimmp;
suem *= uimmp;
suee *= uimmp;
}
// label 25
gap[imu50 - 1] += (cgc * (
summ * zpv[l40 - 1][ilmp40 - 1][0][0] +
sume * zpv[l40 - 1][ilmp40 - 1][0][1] +
suem * zpv[l40 - 1][ilmp40 - 1][1][0] +
suee * zpv[l40 - 1][ilmp40 - 1][1][1]
)
);
}
} // im30 loop
} // ilmp40
} // l40 loop
} // imu50 loop
sume = -gap[0] * ccr->cimu;
suee = -gap[1] * ccr->cof;
suem = -gap[2] * ccr->cimu;
fffe[0] = (sume - suem).real();
fffe[1] = ((sume + suem) * uim).real();
fffe[2] = suee.real();
for (int imu90 = 1; imu90 <= 3; imu90++) {
int mu = imu90 - 2;
gap[imu90 - 1] = cc0;
for (int l80 = 1; l80 <= cil->le; l80++) {
int lpo = l80 + 1;
int ltpo = lpo + l80;
int imm = l80 * lpo;
for (int ilmp80 = 1; ilmp80 <= 3; ilmp80++) {
if ((l80 == 1 && ilmp80 == 1) || (l80 == cil->le && ilmp80 == 3)) continue; // ilmp80 loop
int lmpml = ilmp80 - 2;
int lmp = l80 + lmpml;
uimmp = uim * (-1.0 * lmpml);
int impmmmp = lmp * (lmp + 1);
for (int im70 = 1; im70 <= ltpo; im70++) {
int m = im70 - lpo;
int mmp = m - mu;
int abs_mmp = (mmp < 0) ? -mmp : mmp;
if (abs_mmp <= lmp) {
int i = imm + m;
int ie = i + cil->nlem;
int imp = impmmmp + mmp;
int impe = imp + cil->nlem;
double cgc = cg1(lmpml, mu, l80, m);
summ = dconjg(ac[i - 1]) * ac[imp - 1];
sume = dconjg(ac[i - 1]) * ac[impe - 1];
suem = dconjg(ac[ie - 1]) * ac[imp - 1];
suee = dconjg(ac[ie - 1]) * ac[impe - 1];
if (lmpml != 0) {
summ *= uimmp;
sume *= uimmp;
suem *= uimmp;
suee *= uimmp;
}
// label 65
gap[imu90 - 1] += (cgc * (
summ * zpv[l80 - 1][ilmp80 - 1][0][0] +
sume * zpv[l80 - 1][ilmp80 - 1][0][1] +
suem * zpv[l80 - 1][ilmp80 - 1][1][0] +
suee * zpv[l80 - 1][ilmp80 - 1][1][1]
)
);
}
} // im70 loop
} // ilmp80 loop
} // l80 loop
} // imu90 loop
sume = gap[0] * ccr->cimu;
suee = gap[1] * ccr->cof;
suem = gap[2] * ccr->cimu;
fffs[0] = (sume - suem).real();
fffs[1] = ((sume + suem) * uim).real();
fffs[2] = suee.real();
delete[] gap;
}
/*! C++ porting of SAMP
*
* \param ac: Vector of complex. QUESTION: definition?
* \param tmsm: Vector of complex. QUESTION: definition?
* \param tmse: Vector of complex. QUESTION: definition?
* \param ws: Vector of complex. QUESTION: definition?
* \param cil: `CIL *` Pointer to a CIL structure.
*
* This function builds the AC vector using TMSM, TMSE and WS.
*/
void samp(
std::complex<double> *ac, std::complex<double> *tmsm, std::complex<double> *tmse,
std::complex<double> *ws, CIL *cil
) {
int i = 0;
ac = new std::complex<double>[cil->nlemt]();
for (int l20 = 0; l20 < cil->le; l20++) {
int l = l20 + 1;
int ltpo = l + l + 1;
for (int im20 = 0; im20 < ltpo; im20++) {
int ie = i + cil->nlem;
ac[i] = tmsm[l20] * ws[i];
ac[ie] = tmse[l20] * ws[ie];
i++;
} // im20 loop
} // l20 loop
}
/*! C++ porting of SAMPOA /*! C++ porting of SAMPOA
* *
* \param ac: Vector of complex. QUESTION: definition? * \param ac: Vector of complex. QUESTION: definition?
......
...@@ -268,12 +268,12 @@ int main() { ...@@ -268,12 +268,12 @@ int main() {
if (is != 2222) { if (is != 2222) {
if (is != 1111) { if (is != 1111) {
if (is > 0) { // Goes to 305 if (is > 0) { // Goes to 305
// Would call CAMP(AC,AM0M,WS) camp(ac, am0m, ws, cil);
} else if (is < 0) { // Goes to 405 } else if (is < 0) { // Goes to 405
// Would call CZAMP(AC,AMD,INDAM,WS) czamp(ac, amd, indam, ws, cil);
} }
} else { } else {
// Would call SAMP(AC,TMSM,TMSE,WS) samp(ac, tmsm, tmse, ws, cil);
} }
} else { } else {
sampoa(ac, tms, ws, cil); sampoa(ac, tms, ws, cil);
...@@ -282,7 +282,7 @@ int main() { ...@@ -282,7 +282,7 @@ int main() {
if (jft <= 0) { if (jft <= 0) {
double *fffe = new double[3](); double *fffe = new double[3]();
double *fffs = new double[3](); double *fffs = new double[3]();
// Would call FFRF(ZPV,AC,WS,FFFE,FFFS) ffrf(zpv, ac, ws, fffe, fffs, cil, ccr);
if (jss == 1) { if (jss == 1) {
// Writes to 66 // Writes to 66
} else { // label 450 } else { // label 450
......
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