Macros
#define	Power(A, B) pow(A,B)

#define	Sqrt(A) sqrt(A)

#define	Log(A) log(A)

Variables
const double	prTprm = csi2*ny

const double	prTtimesoneminuscsi1invprm = (1. - 1./csi1)*prTprm

const double	tmpP0prm = -(nx*prTtimesoneminuscsi1invprm)

const double	tmpP1prm = 1.0 - ny*prTtimesoneminuscsi1invprm

const double	tmpP2prm = -(nz*prTtimesoneminuscsi1invprm)

const double	pxirprm = r(xiUSCORExtmpP0prm + xiUSCOREytmpP1prm + xiUSCOREztmpP2prm)

const double	pvrprm = r(vxtmpP0prm + vytmpP1prm + vztmpP2prm)

const double	pvrsqprm = 2pvrpvrprm

const double	pnprm = nxtmpP0prm + nytmpP1prm + nz*tmpP2prm

const double	pnsqprm = 2pnpnprm

const double	prprm = pnprm

const double	prsqprm = 2prprprm

const double	pfprm = pxirprm

const double	pxirsqprm = 2pxirpxirprm

const double	ptheta2prm = invxi2*pvrsqprm

const double	prT4prm = 4((prT)(prT)(prT))prTprm

const double	Hnspt4prm = 2Hnspt6pfpfprm + Hnspt7prsqprm + Hnspt5prT4prm + invrho2ptheta2prm

const double	Hnspt3prm = deltaT*Hnspt4prm

const double	Hnspt2prm = rho2*Hnspt3prm

const double	Hnspt1prm = ww*pfprm

const double	Hnsprm = invLambdaHnspt1prm + (invLambdaHnspt2prm)/(2.Sqrt(invLambdaHnspt2))

const double	Qprm = Qpt3pnsqprm + Qpt1pvrsqprm + Qpt2*pxirsqprm

const double	pn2prm = deltaRinvrho2prsqprm

const double	ppprm = Qprm

const double	sKerrmultfactprm = -36.rpn2prm + 3.rppprm

const double	sStarmultfactprm = r(-30.pn2prm + 4.*ppprm)

const double	deltaSigmaStarUSCOREx1prm = etaover12r(sKerrUSCORExsKerrmultfactprm + sStarUSCOREx*sStarmultfactprm)

const double	deltaSigmaStarUSCOREy1prm = etaover12r(sKerrUSCOREysKerrmultfactprm + sStarUSCOREy*sStarmultfactprm)

const double	deltaSigmaStarUSCOREz1prm = etaover12r(sKerrUSCOREzsKerrmultfactprm + sStarUSCOREz*sStarmultfactprm)

const double	pn2ppprm = pppn2prm + pn2ppprm

const double	pp2prm = 2ppppprm

const double	pn2u2prm = u2*pn2prm

const double	ppu2prm = u2*ppprm

const double	pn2ppu2prm = u2*pn2ppprm

const double	sMultiplier1pt6prm = -720.pn2pn2prm + 126.pn2ppprm + 3.pp2prm

const double	sMultiplier1pt5prm = -96.pn2ppprm + 23.pp2prm

const double	sMultiplier1pt4prm = 324.pn2prm - 120.ppprm + r*sMultiplier1pt6prm

const double	sMultiplier1pt3prm = -282.pn2prm + 206.ppprm + r*sMultiplier1pt5prm

const double	sMultiplier1pt2prm = r*sMultiplier1pt4prm

const double	sMultiplier1pt1prm = etasMultiplier1pt2prm + rsMultiplier1pt3prm

const double	sMultiplier1prm = -0.013888888888888888etau2*sMultiplier1pt1prm

const double	sMultiplier2pt6prm = 5.625pn2u2pn2prm - 1.625pn2ppu2prm + 5.625pn2*pn2u2prm

const double	sMultiplier2pt5prm = 0.25pn2ppu2prm - 0.3125u2*pp2prm

const double	sMultiplier2pt4prm = -6.125pn2u2prm + 1.4166666666666665ppu2prm + r*sMultiplier2pt6prm

const double	sMultiplier2pt3prm = -0.6666666666666666pn2u2prm - 3.0277777777777777ppu2prm + r*sMultiplier2pt5prm

const double	sMultiplier2pt2prm = r*sMultiplier2pt4prm

const double	sMultiplier2pt1prm = etasMultiplier2pt2prm + rsMultiplier2pt3prm

const double	sMultiplier2prm = eta*sMultiplier2pt1prm

const double	deltaSigmaStarUSCOREx2prm = deltaSigmaStarUSCOREx1prm + sigmaStar->data[0]sMultiplier1prm + sigmaKerr->data[0]sMultiplier2prm

const double	deltaSigmaStarUSCOREy2prm = deltaSigmaStarUSCOREy1prm + sigmaStar->data[1]sMultiplier1prm + sigmaKerr->data[1]sMultiplier2prm

const double	deltaSigmaStarUSCOREz2prm = deltaSigmaStarUSCOREz1prm + sigmaStar->data[2]sMultiplier1prm + sigmaKerr->data[2]sMultiplier2prm

const double	deltaSigmaStarUSCOREx3prm = deltaSigmaStarUSCOREx2prm

const double	deltaSigmaStarUSCOREy3prm = deltaSigmaStarUSCOREy2prm

const double	deltaSigmaStarUSCOREz3prm = deltaSigmaStarUSCOREz2prm

const double	deltaSigmaStarUSCORExprm = deltaSigmaStarUSCOREx3prm

const double	deltaSigmaStarUSCOREyprm = deltaSigmaStarUSCOREy3prm

const double	deltaSigmaStarUSCOREzprm = deltaSigmaStarUSCOREz3prm

const double	sxprm = deltaSigmaStarUSCORExprm

const double	syprm = deltaSigmaStarUSCOREyprm

const double	szprm = deltaSigmaStarUSCOREzprm

const double	sxiprm = xiUSCORExsxprm + xiUSCOREysyprm + xiUSCOREz*szprm

const double	svprm = vxsxprm + vysyprm + vz*szprm

const double	snprm = nxsxprm + nysyprm + nz*szprm

const double	s3prm = e3USCORExsxprm + e3USCOREysyprm + e3USCOREz*szprm

const double	sqrtQprm = Qprm/(2.*Sqrt(Q))

const double	oneplus2sqrtQprm = 2.*sqrtQprm

const double	oneplus1sqrtQprm = oneplus2sqrtQprm - sqrtQprm

const double	twoB1psqrtQsqrtQprm = 2.BsqrtQoneplus1sqrtQprm + 2.Boneplus1sqrtQsqrtQprm

const double	invtwoB1psqrtQsqrtQprm = (-twoB1psqrtQsqrtQprm)/((twoB1psqrtQsqrtQ)*(twoB1psqrtQsqrtQ))

const double	expMUsqsqrtQplusQprm = expMUsq*(Qprm + sqrtQprm)

const double	Hwrpt4aprm = svpxirsqprm + pxirsqsvprm

const double	Hwrpt4prm = expMUsqexpnusq*Hwrpt4aprm

const double	Hwrpt3cprm = sxipxirprm + pxirsxiprm

const double	Hwrpt3bprm = pvrHwrpt3cprm + Hwrpt3cpvrprm

const double	Hwrpt3aprm = expMUexpnu*Hwrpt3bprm

const double	Hwrpt3prm = B*Hwrpt3aprm

const double	Hwrpt2gprm = deltaR*svprm

const double	Hwrpt2fprm = sqrtdeltaR*snprm

const double	Hwrpt2eprm = pvrHwrpt2fprm + Hwrpt2fpvrprm

const double	Hwrpt2dprm = pnsqHwrpt2gprm + Hwrpt2gpnsqprm

const double	Hwrpt2cprm = pnHwrpt2eprm + Hwrpt2epnprm

const double	Hwrpt2bprm = svexpMUsqsqrtQplusQprm + expMUsqsqrtQplusQsvprm

const double	Hwrpt2aprm = xi2*(Hwrpt2bprm + Hwrpt2cprm - Hwrpt2dprm)

const double	Hwrpt2prm = deltaT*Hwrpt2aprm

const double	Hwrpt1bprm = invxi2*invtwoB1psqrtQsqrtQprm

const double	Hwrpt1aprm = sqrtdeltaR*Hwrpt1bprm

const double	Hwrpt1prm = invexpMUcubinvexpnu*Hwrpt1aprm

const double	Hwrprm = (Hwrpt2 - Hwrpt3 + Hwrpt4)Hwrpt1prm + Hwrpt1(Hwrpt2prm - Hwrpt3prm + Hwrpt4prm)

const double	Hwcospt9prm = sxipxirprm + pxirsxiprm

const double	Hwcospt8prm = svpvrprm + pvrsvprm

const double	Hwcospt7prm = BHwcospt8prm - expMUexpnuHwcospt9prm

const double	Hwcospt6prm = sqrtdeltaR*Hwcospt7prm

const double	Hwcospt5prm = -(xi2*expMUsqsqrtQplusQprm) + pvrsqprm

const double	Hwcospt4prm = pnHwcospt6prm + Hwcospt6pnprm

const double	Hwcospt3prm = deltaTHwcospt5prm - expMUsqexpnusqpxirsqprm

const double	Hwcospt2prm = snHwcospt3prm - BHwcospt4prm + Hwcospt3*snprm

const double	Hwcospt1prm = invexpMUcubinvexpnu*Hwcospt2prm

const double	Hwcosprm = invtwoB1psqrtQsqrtQHwcospt1prm + Hwcospt1invtwoB1psqrtQsqrtQprm

const double	deltaTsqrtQprm = deltaT*sqrtQprm

const double	invdeltatTsqrtQprm = (-deltaTsqrtQprm)/((deltaTsqrtQ)*(deltaTsqrtQ))

const double	HSOLpt5prm = (-B + expMUexpnu)*pxirprm

const double	HSOLpt4prm = invexpMU*HSOLpt5prm

const double	HSOLpt3prm = expnusq*HSOLpt4prm

const double	HSOLpt2prm = s3HSOLpt3prm + HSOLpt3s3prm

const double	HSOLpt1prm = invxi2*HSOLpt2prm

const double	HSOLprm = invdeltatTsqrtQHSOLpt1prm + HSOLpt1invdeltatTsqrtQprm

const double	deltaTsqrtQplusQprm = deltaT*(Qprm + sqrtQprm)

const double	invdeltaTsqrtQplusQprm = (-deltaTsqrtQplusQprm)/((deltaTsqrtQplusQ)*(deltaTsqrtQplusQ))

const double	HSONLmult2prm = invxi2*invdeltaTsqrtQplusQprm

const double	HSONLmultprm = expnuinvexpMU2*HSONLmult2prm

const double	HSONLpt1bprm = xi2*pnprm

const double	HSONLpt1aprm = (-mucos + nucos)HSONLpt1bprm + (mur - nur)pvrprm

const double	HSONLpt1prm = sqrtQHSONLpt1aprm - mucosHSONLpt1bprm + murpvrprm + HSONLpt1asqrtQprm

const double	HSONLpt2dprm = nur*pxirprm

const double	HSONLpt2cprm = oneplus2sqrtQHSONLpt2dprm + HSONLpt2doneplus2sqrtQprm

const double	HSONLpt2bprm = B*sxiprm

const double	HSONLpt2aprm = expMUexpnu*HSONLpt2cprm

const double	HSONLpt2prm = HSONLpt2bHSONLpt1prm + svHSONLpt2aprm + HSONLpt1HSONLpt2bprm + HSONLpt2asvprm

const double	HSONLpt3cprm = svpxirprm + pxirsvprm

const double	HSONLpt3bprm = oneplus1sqrtQHSONLpt3cprm + HSONLpt3coneplus1sqrtQprm

const double	HSONLpt3aprm = expMUexpnu*HSONLpt3bprm

const double	HSONLpt3prm = BHSONLpt2prm - BRHSONLpt3aprm

const double	HSONLpt4eprm = xi2*snprm

const double	HSONLpt4dprm = oneplus2sqrtQHSONLpt4eprm + HSONLpt4eoneplus2sqrtQprm

const double	HSONLpt4cprm = pxirHSONLpt4dprm + HSONLpt4dpxirprm

const double	HSONLpt4bprm = nucos*HSONLpt4cprm

const double	HSONLpt4aprm = expMUexpnu*HSONLpt4bprm

const double	HSONLpt4prm = sqrtdeltaRHSONLpt3prm - BHSONLpt4aprm

const double	HSONLprm = HSONLpt4HSONLmultprm + HSONLmultHSONLpt4prm

const double	Hsprm = HSOLprm + HSONLprm + wcosHwcosprm + wrHwrprm + w*s3prm

const double	Hsspt1prm = -0.5(-6.snsnprm + 2(sxsxprm + sysyprm + sz*szprm))

const double	Hssprm = u3*Hsspt1prm

const double	Hprm = Hnsprm + Hsprm + Hssprm

const double	Hrealprm = (etaHprm)invHreal

Macro Definition Documentation

◆ Power

#define Power	(	A,
		B
	)	pow(A,B)

Definition at line 1 of file exact_derivatives-py.c.

◆ Sqrt

#define Sqrt ( A ) sqrt(A)

Definition at line 2 of file exact_derivatives-py.c.

◆ Log

#define Log ( A ) log(A)

Definition at line 3 of file exact_derivatives-py.c.

Variable Documentation

◆ prTprm

const double prTprm = csi2*ny

Definition at line 4 of file exact_derivatives-py.c.

◆ prTtimesoneminuscsi1invprm

const double prTtimesoneminuscsi1invprm = (1. - 1./csi1)*prTprm

Definition at line 5 of file exact_derivatives-py.c.

◆ tmpP0prm

const double tmpP0prm = -(nx*prTtimesoneminuscsi1invprm)

Definition at line 6 of file exact_derivatives-py.c.

◆ tmpP1prm

const double tmpP1prm = 1.0 - ny*prTtimesoneminuscsi1invprm

Definition at line 7 of file exact_derivatives-py.c.

◆ tmpP2prm

const double tmpP2prm = -(nz*prTtimesoneminuscsi1invprm)

Definition at line 8 of file exact_derivatives-py.c.

◆ pxirprm

const double pxirprm = r*(xiUSCOREx*tmpP0prm + xiUSCOREy*tmpP1prm + xiUSCOREz*tmpP2prm)

Definition at line 9 of file exact_derivatives-py.c.

◆ pvrprm

const double pvrprm = r*(vx*tmpP0prm + vy*tmpP1prm + vz*tmpP2prm)

Definition at line 10 of file exact_derivatives-py.c.

◆ pvrsqprm

const double pvrsqprm = 2*pvr*pvrprm

Definition at line 11 of file exact_derivatives-py.c.

◆ pnprm

const double pnprm = nx*tmpP0prm + ny*tmpP1prm + nz*tmpP2prm

Definition at line 12 of file exact_derivatives-py.c.

◆ pnsqprm

const double pnsqprm = 2*pn*pnprm

Definition at line 13 of file exact_derivatives-py.c.

◆ prprm

const double prprm = pnprm

Definition at line 14 of file exact_derivatives-py.c.

◆ prsqprm

const double prsqprm = 2*pr*prprm

Definition at line 15 of file exact_derivatives-py.c.

◆ pfprm

const double pfprm = pxirprm

Definition at line 16 of file exact_derivatives-py.c.

◆ pxirsqprm

const double pxirsqprm = 2*pxir*pxirprm

Definition at line 17 of file exact_derivatives-py.c.

◆ ptheta2prm

const double ptheta2prm = invxi2*pvrsqprm

Definition at line 18 of file exact_derivatives-py.c.

◆ prT4prm

const double prT4prm = 4*((prT)*(prT)*(prT))*prTprm

Definition at line 19 of file exact_derivatives-py.c.

◆ Hnspt4prm

const double Hnspt4prm = 2*Hnspt6*pf*pfprm + Hnspt7*prsqprm + Hnspt5*prT4prm + invrho2*ptheta2prm

Definition at line 20 of file exact_derivatives-py.c.

◆ Hnspt3prm

const double Hnspt3prm = deltaT*Hnspt4prm

Definition at line 21 of file exact_derivatives-py.c.

◆ Hnspt2prm

const double Hnspt2prm = rho2*Hnspt3prm

Definition at line 22 of file exact_derivatives-py.c.

◆ Hnspt1prm

const double Hnspt1prm = ww*pfprm

Definition at line 23 of file exact_derivatives-py.c.

◆ Hnsprm

const double Hnsprm = invLambda*Hnspt1prm + (invLambda*Hnspt2prm)/(2.*Sqrt(invLambda*Hnspt2))

Definition at line 24 of file exact_derivatives-py.c.

◆ Qprm

const double Qprm = Qpt3*pnsqprm + Qpt1*pvrsqprm + Qpt2*pxirsqprm

Definition at line 25 of file exact_derivatives-py.c.

◆ pn2prm

const double pn2prm = deltaR*invrho2*prsqprm

Definition at line 26 of file exact_derivatives-py.c.

◆ ppprm

const double ppprm = Qprm

Definition at line 27 of file exact_derivatives-py.c.

◆ sKerrmultfactprm

const double sKerrmultfactprm = -36.*r*pn2prm + 3.*r*ppprm

Definition at line 28 of file exact_derivatives-py.c.

◆ sStarmultfactprm

const double sStarmultfactprm = r*(-30.*pn2prm + 4.*ppprm)

Definition at line 29 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREx1prm

const double deltaSigmaStarUSCOREx1prm = etaover12r*(sKerrUSCOREx*sKerrmultfactprm + sStarUSCOREx*sStarmultfactprm)

Definition at line 30 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREy1prm

const double deltaSigmaStarUSCOREy1prm = etaover12r*(sKerrUSCOREy*sKerrmultfactprm + sStarUSCOREy*sStarmultfactprm)

Definition at line 31 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREz1prm

const double deltaSigmaStarUSCOREz1prm = etaover12r*(sKerrUSCOREz*sKerrmultfactprm + sStarUSCOREz*sStarmultfactprm)

Definition at line 32 of file exact_derivatives-py.c.

◆ pn2ppprm

const double pn2ppprm = pp*pn2prm + pn2*ppprm

Definition at line 33 of file exact_derivatives-py.c.

◆ pp2prm

const double pp2prm = 2*pp*ppprm

Definition at line 34 of file exact_derivatives-py.c.

◆ pn2u2prm

const double pn2u2prm = u2*pn2prm

Definition at line 35 of file exact_derivatives-py.c.

◆ ppu2prm

const double ppu2prm = u2*ppprm

Definition at line 36 of file exact_derivatives-py.c.

◆ pn2ppu2prm

const double pn2ppu2prm = u2*pn2ppprm

Definition at line 37 of file exact_derivatives-py.c.

◆ sMultiplier1pt6prm

const double sMultiplier1pt6prm = -720.*pn2*pn2prm + 126.*pn2ppprm + 3.*pp2prm

Definition at line 38 of file exact_derivatives-py.c.

◆ sMultiplier1pt5prm

const double sMultiplier1pt5prm = -96.*pn2ppprm + 23.*pp2prm

Definition at line 39 of file exact_derivatives-py.c.

◆ sMultiplier1pt4prm

const double sMultiplier1pt4prm = 324.*pn2prm - 120.*ppprm + r*sMultiplier1pt6prm

Definition at line 40 of file exact_derivatives-py.c.

◆ sMultiplier1pt3prm

const double sMultiplier1pt3prm = -282.*pn2prm + 206.*ppprm + r*sMultiplier1pt5prm

Definition at line 41 of file exact_derivatives-py.c.

◆ sMultiplier1pt2prm

const double sMultiplier1pt2prm = r*sMultiplier1pt4prm

Definition at line 42 of file exact_derivatives-py.c.

◆ sMultiplier1pt1prm

const double sMultiplier1pt1prm = eta*sMultiplier1pt2prm + r*sMultiplier1pt3prm

Definition at line 43 of file exact_derivatives-py.c.

◆ sMultiplier1prm

const double sMultiplier1prm = -0.013888888888888888*eta*u2*sMultiplier1pt1prm

Definition at line 44 of file exact_derivatives-py.c.

◆ sMultiplier2pt6prm

const double sMultiplier2pt6prm = 5.625*pn2u2*pn2prm - 1.625*pn2ppu2prm + 5.625*pn2*pn2u2prm

Definition at line 45 of file exact_derivatives-py.c.

◆ sMultiplier2pt5prm

const double sMultiplier2pt5prm = 0.25*pn2ppu2prm - 0.3125*u2*pp2prm

Definition at line 46 of file exact_derivatives-py.c.

◆ sMultiplier2pt4prm

const double sMultiplier2pt4prm = -6.125*pn2u2prm + 1.4166666666666665*ppu2prm + r*sMultiplier2pt6prm

Definition at line 47 of file exact_derivatives-py.c.

◆ sMultiplier2pt3prm

const double sMultiplier2pt3prm = -0.6666666666666666*pn2u2prm - 3.0277777777777777*ppu2prm + r*sMultiplier2pt5prm

Definition at line 48 of file exact_derivatives-py.c.

◆ sMultiplier2pt2prm

const double sMultiplier2pt2prm = r*sMultiplier2pt4prm

Definition at line 49 of file exact_derivatives-py.c.

◆ sMultiplier2pt1prm

const double sMultiplier2pt1prm = eta*sMultiplier2pt2prm + r*sMultiplier2pt3prm

Definition at line 50 of file exact_derivatives-py.c.

◆ sMultiplier2prm

const double sMultiplier2prm = eta*sMultiplier2pt1prm

Definition at line 51 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREx2prm

const double deltaSigmaStarUSCOREx2prm = deltaSigmaStarUSCOREx1prm + sigmaStar->data[0]*sMultiplier1prm + sigmaKerr->data[0]*sMultiplier2prm

Definition at line 52 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREy2prm

const double deltaSigmaStarUSCOREy2prm = deltaSigmaStarUSCOREy1prm + sigmaStar->data[1]*sMultiplier1prm + sigmaKerr->data[1]*sMultiplier2prm

Definition at line 53 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREz2prm

const double deltaSigmaStarUSCOREz2prm = deltaSigmaStarUSCOREz1prm + sigmaStar->data[2]*sMultiplier1prm + sigmaKerr->data[2]*sMultiplier2prm

Definition at line 54 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREx3prm

const double deltaSigmaStarUSCOREx3prm = deltaSigmaStarUSCOREx2prm

Definition at line 55 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREy3prm

const double deltaSigmaStarUSCOREy3prm = deltaSigmaStarUSCOREy2prm

Definition at line 56 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREz3prm

const double deltaSigmaStarUSCOREz3prm = deltaSigmaStarUSCOREz2prm

Definition at line 57 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCORExprm

const double deltaSigmaStarUSCORExprm = deltaSigmaStarUSCOREx3prm

Definition at line 58 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREyprm

const double deltaSigmaStarUSCOREyprm = deltaSigmaStarUSCOREy3prm

Definition at line 59 of file exact_derivatives-py.c.

◆ deltaSigmaStarUSCOREzprm

const double deltaSigmaStarUSCOREzprm = deltaSigmaStarUSCOREz3prm

Definition at line 60 of file exact_derivatives-py.c.

◆ sxprm

const double sxprm = deltaSigmaStarUSCORExprm

Definition at line 61 of file exact_derivatives-py.c.

◆ syprm

const double syprm = deltaSigmaStarUSCOREyprm

Definition at line 62 of file exact_derivatives-py.c.

◆ szprm

const double szprm = deltaSigmaStarUSCOREzprm

Definition at line 63 of file exact_derivatives-py.c.

◆ sxiprm

const double sxiprm = xiUSCOREx*sxprm + xiUSCOREy*syprm + xiUSCOREz*szprm

Definition at line 64 of file exact_derivatives-py.c.

◆ svprm

const double svprm = vx*sxprm + vy*syprm + vz*szprm

Definition at line 65 of file exact_derivatives-py.c.

◆ snprm

const double snprm = nx*sxprm + ny*syprm + nz*szprm

Definition at line 66 of file exact_derivatives-py.c.

◆ s3prm

const double s3prm = e3USCOREx*sxprm + e3USCOREy*syprm + e3USCOREz*szprm

Definition at line 67 of file exact_derivatives-py.c.

◆ sqrtQprm

const double sqrtQprm = Qprm/(2.*Sqrt(Q))

Definition at line 68 of file exact_derivatives-py.c.

◆ oneplus2sqrtQprm

const double oneplus2sqrtQprm = 2.*sqrtQprm

Definition at line 69 of file exact_derivatives-py.c.

◆ oneplus1sqrtQprm

const double oneplus1sqrtQprm = oneplus2sqrtQprm - sqrtQprm

Definition at line 70 of file exact_derivatives-py.c.

◆ twoB1psqrtQsqrtQprm

const double twoB1psqrtQsqrtQprm = 2.*B*sqrtQ*oneplus1sqrtQprm + 2.*B*oneplus1sqrtQ*sqrtQprm

Definition at line 71 of file exact_derivatives-py.c.

◆ invtwoB1psqrtQsqrtQprm

const double invtwoB1psqrtQsqrtQprm = (-twoB1psqrtQsqrtQprm)/((twoB1psqrtQsqrtQ)*(twoB1psqrtQsqrtQ))

Definition at line 72 of file exact_derivatives-py.c.

◆ expMUsqsqrtQplusQprm

const double expMUsqsqrtQplusQprm = expMUsq*(Qprm + sqrtQprm)

Definition at line 73 of file exact_derivatives-py.c.

◆ Hwrpt4aprm

const double Hwrpt4aprm = sv*pxirsqprm + pxirsq*svprm

Definition at line 74 of file exact_derivatives-py.c.

◆ Hwrpt4prm

const double Hwrpt4prm = expMUsqexpnusq*Hwrpt4aprm

Definition at line 75 of file exact_derivatives-py.c.

◆ Hwrpt3cprm

const double Hwrpt3cprm = sxi*pxirprm + pxir*sxiprm

Definition at line 76 of file exact_derivatives-py.c.

◆ Hwrpt3bprm

const double Hwrpt3bprm = pvr*Hwrpt3cprm + Hwrpt3c*pvrprm

Definition at line 77 of file exact_derivatives-py.c.

◆ Hwrpt3aprm

const double Hwrpt3aprm = expMUexpnu*Hwrpt3bprm

Definition at line 78 of file exact_derivatives-py.c.

◆ Hwrpt3prm

const double Hwrpt3prm = B*Hwrpt3aprm

Definition at line 79 of file exact_derivatives-py.c.

◆ Hwrpt2gprm

const double Hwrpt2gprm = deltaR*svprm

Definition at line 80 of file exact_derivatives-py.c.

◆ Hwrpt2fprm

const double Hwrpt2fprm = sqrtdeltaR*snprm

Definition at line 81 of file exact_derivatives-py.c.

◆ Hwrpt2eprm

const double Hwrpt2eprm = pvr*Hwrpt2fprm + Hwrpt2f*pvrprm

Definition at line 82 of file exact_derivatives-py.c.

◆ Hwrpt2dprm

const double Hwrpt2dprm = pnsq*Hwrpt2gprm + Hwrpt2g*pnsqprm

Definition at line 83 of file exact_derivatives-py.c.

◆ Hwrpt2cprm

const double Hwrpt2cprm = pn*Hwrpt2eprm + Hwrpt2e*pnprm

Definition at line 84 of file exact_derivatives-py.c.

◆ Hwrpt2bprm

const double Hwrpt2bprm = sv*expMUsqsqrtQplusQprm + expMUsqsqrtQplusQ*svprm

Definition at line 85 of file exact_derivatives-py.c.

◆ Hwrpt2aprm

const double Hwrpt2aprm = xi2*(Hwrpt2bprm + Hwrpt2cprm - Hwrpt2dprm)

Definition at line 86 of file exact_derivatives-py.c.

◆ Hwrpt2prm

const double Hwrpt2prm = deltaT*Hwrpt2aprm

Definition at line 87 of file exact_derivatives-py.c.

◆ Hwrpt1bprm

const double Hwrpt1bprm = invxi2*invtwoB1psqrtQsqrtQprm

Definition at line 88 of file exact_derivatives-py.c.

◆ Hwrpt1aprm

const double Hwrpt1aprm = sqrtdeltaR*Hwrpt1bprm

Definition at line 89 of file exact_derivatives-py.c.

◆ Hwrpt1prm

const double Hwrpt1prm = invexpMUcubinvexpnu*Hwrpt1aprm

Definition at line 90 of file exact_derivatives-py.c.

◆ Hwrprm

const double Hwrprm = (Hwrpt2 - Hwrpt3 + Hwrpt4)*Hwrpt1prm + Hwrpt1*(Hwrpt2prm - Hwrpt3prm + Hwrpt4prm)

Definition at line 91 of file exact_derivatives-py.c.

◆ Hwcospt9prm

const double Hwcospt9prm = sxi*pxirprm + pxir*sxiprm

Definition at line 92 of file exact_derivatives-py.c.

◆ Hwcospt8prm

const double Hwcospt8prm = sv*pvrprm + pvr*svprm

Definition at line 93 of file exact_derivatives-py.c.

◆ Hwcospt7prm

const double Hwcospt7prm = B*Hwcospt8prm - expMUexpnu*Hwcospt9prm

Definition at line 94 of file exact_derivatives-py.c.

◆ Hwcospt6prm

const double Hwcospt6prm = sqrtdeltaR*Hwcospt7prm

Definition at line 95 of file exact_derivatives-py.c.

◆ Hwcospt5prm

const double Hwcospt5prm = -(xi2*expMUsqsqrtQplusQprm) + pvrsqprm

Definition at line 96 of file exact_derivatives-py.c.

◆ Hwcospt4prm

const double Hwcospt4prm = pn*Hwcospt6prm + Hwcospt6*pnprm

Definition at line 97 of file exact_derivatives-py.c.

◆ Hwcospt3prm

const double Hwcospt3prm = deltaT*Hwcospt5prm - expMUsqexpnusq*pxirsqprm

Definition at line 98 of file exact_derivatives-py.c.

◆ Hwcospt2prm

const double Hwcospt2prm = sn*Hwcospt3prm - B*Hwcospt4prm + Hwcospt3*snprm

Definition at line 99 of file exact_derivatives-py.c.

◆ Hwcospt1prm

const double Hwcospt1prm = invexpMUcubinvexpnu*Hwcospt2prm

Definition at line 100 of file exact_derivatives-py.c.

◆ Hwcosprm

const double Hwcosprm = invtwoB1psqrtQsqrtQ*Hwcospt1prm + Hwcospt1*invtwoB1psqrtQsqrtQprm

Definition at line 101 of file exact_derivatives-py.c.

◆ deltaTsqrtQprm

const double deltaTsqrtQprm = deltaT*sqrtQprm

Definition at line 102 of file exact_derivatives-py.c.

◆ invdeltatTsqrtQprm

const double invdeltatTsqrtQprm = (-deltaTsqrtQprm)/((deltaTsqrtQ)*(deltaTsqrtQ))

Definition at line 103 of file exact_derivatives-py.c.

◆ HSOLpt5prm

const double HSOLpt5prm = (-B + expMUexpnu)*pxirprm

Definition at line 104 of file exact_derivatives-py.c.

◆ HSOLpt4prm

const double HSOLpt4prm = invexpMU*HSOLpt5prm

Definition at line 105 of file exact_derivatives-py.c.

◆ HSOLpt3prm

const double HSOLpt3prm = expnusq*HSOLpt4prm

Definition at line 106 of file exact_derivatives-py.c.

◆ HSOLpt2prm

const double HSOLpt2prm = s3*HSOLpt3prm + HSOLpt3*s3prm

Definition at line 107 of file exact_derivatives-py.c.

◆ HSOLpt1prm

const double HSOLpt1prm = invxi2*HSOLpt2prm

Definition at line 108 of file exact_derivatives-py.c.

◆ HSOLprm

const double HSOLprm = invdeltatTsqrtQ*HSOLpt1prm + HSOLpt1*invdeltatTsqrtQprm

Definition at line 109 of file exact_derivatives-py.c.

◆ deltaTsqrtQplusQprm

const double deltaTsqrtQplusQprm = deltaT*(Qprm + sqrtQprm)

Definition at line 110 of file exact_derivatives-py.c.

◆ invdeltaTsqrtQplusQprm

const double invdeltaTsqrtQplusQprm = (-deltaTsqrtQplusQprm)/((deltaTsqrtQplusQ)*(deltaTsqrtQplusQ))

Definition at line 111 of file exact_derivatives-py.c.

◆ HSONLmult2prm

const double HSONLmult2prm = invxi2*invdeltaTsqrtQplusQprm

Definition at line 112 of file exact_derivatives-py.c.

◆ HSONLmultprm

const double HSONLmultprm = expnuinvexpMU2*HSONLmult2prm

Definition at line 113 of file exact_derivatives-py.c.

◆ HSONLpt1bprm

const double HSONLpt1bprm = xi2*pnprm

Definition at line 114 of file exact_derivatives-py.c.

◆ HSONLpt1aprm

const double HSONLpt1aprm = (-mucos + nucos)*HSONLpt1bprm + (mur - nur)*pvrprm

Definition at line 115 of file exact_derivatives-py.c.

◆ HSONLpt1prm

const double HSONLpt1prm = sqrtQ*HSONLpt1aprm - mucos*HSONLpt1bprm + mur*pvrprm + HSONLpt1a*sqrtQprm

Definition at line 116 of file exact_derivatives-py.c.

◆ HSONLpt2dprm

const double HSONLpt2dprm = nur*pxirprm

Definition at line 117 of file exact_derivatives-py.c.

◆ HSONLpt2cprm

const double HSONLpt2cprm = oneplus2sqrtQ*HSONLpt2dprm + HSONLpt2d*oneplus2sqrtQprm

Definition at line 118 of file exact_derivatives-py.c.

◆ HSONLpt2bprm

const double HSONLpt2bprm = B*sxiprm

Definition at line 119 of file exact_derivatives-py.c.

◆ HSONLpt2aprm

const double HSONLpt2aprm = expMUexpnu*HSONLpt2cprm

Definition at line 120 of file exact_derivatives-py.c.

◆ HSONLpt2prm

const double HSONLpt2prm = HSONLpt2b*HSONLpt1prm + sv*HSONLpt2aprm + HSONLpt1*HSONLpt2bprm + HSONLpt2a*svprm

Definition at line 121 of file exact_derivatives-py.c.

◆ HSONLpt3cprm

const double HSONLpt3cprm = sv*pxirprm + pxir*svprm

Definition at line 122 of file exact_derivatives-py.c.

◆ HSONLpt3bprm

const double HSONLpt3bprm = oneplus1sqrtQ*HSONLpt3cprm + HSONLpt3c*oneplus1sqrtQprm

Definition at line 123 of file exact_derivatives-py.c.

◆ HSONLpt3aprm

const double HSONLpt3aprm = expMUexpnu*HSONLpt3bprm

Definition at line 124 of file exact_derivatives-py.c.

◆ HSONLpt3prm

const double HSONLpt3prm = B*HSONLpt2prm - BR*HSONLpt3aprm

Definition at line 125 of file exact_derivatives-py.c.

◆ HSONLpt4eprm

const double HSONLpt4eprm = xi2*snprm

Definition at line 126 of file exact_derivatives-py.c.

◆ HSONLpt4dprm

const double HSONLpt4dprm = oneplus2sqrtQ*HSONLpt4eprm + HSONLpt4e*oneplus2sqrtQprm

Definition at line 127 of file exact_derivatives-py.c.

◆ HSONLpt4cprm

const double HSONLpt4cprm = pxir*HSONLpt4dprm + HSONLpt4d*pxirprm

Definition at line 128 of file exact_derivatives-py.c.

◆ HSONLpt4bprm

const double HSONLpt4bprm = nucos*HSONLpt4cprm

Definition at line 129 of file exact_derivatives-py.c.

◆ HSONLpt4aprm

const double HSONLpt4aprm = expMUexpnu*HSONLpt4bprm

Definition at line 130 of file exact_derivatives-py.c.

◆ HSONLpt4prm

const double HSONLpt4prm = sqrtdeltaR*HSONLpt3prm - B*HSONLpt4aprm

Definition at line 131 of file exact_derivatives-py.c.

◆ HSONLprm

const double HSONLprm = HSONLpt4*HSONLmultprm + HSONLmult*HSONLpt4prm

Definition at line 132 of file exact_derivatives-py.c.

◆ Hsprm

const double Hsprm = HSOLprm + HSONLprm + wcos*Hwcosprm + wr*Hwrprm + w*s3prm

Definition at line 133 of file exact_derivatives-py.c.

◆ Hsspt1prm

const double Hsspt1prm = -0.5*(-6.*sn*snprm + 2*(sx*sxprm + sy*syprm + sz*szprm))

Definition at line 134 of file exact_derivatives-py.c.

◆ Hssprm

const double Hssprm = u3*Hsspt1prm

Definition at line 135 of file exact_derivatives-py.c.

◆ Hprm

const double Hprm = Hnsprm + Hsprm + Hssprm

Definition at line 136 of file exact_derivatives-py.c.

◆ Hrealprm

const double Hrealprm = (eta*Hprm)*invHreal

Definition at line 137 of file exact_derivatives-py.c.

Macros

Variables