71G4double G4AtimaEnergyLossModel::stepE = 0.0;
72G4double G4AtimaEnergyLossModel::tableE[] = {0.0};
80 fParticleChange =
nullptr;
85 MLN10 = 2.30258509299;
86 atomic_mass_unit = 931.4940954;
87 dedx_constant = 0.3070749187;
88 electron_mass = 0.510998928;
89 fine_structure = 1.0/137.035999139;
90 domega2dx_constant = dedx_constant*electron_mass;
91 if(tableE[0] == 0.0) {
94 stepE = (logmax-logmin)/199.;
95 for(
G4int i=0; i<200; ++i){
120 if(
nullptr == fParticleChange) {
154void G4AtimaEnergyLossModel::SetupParameters()
160 corrFactor = chargeSquare;
161 ratio = electron_mass_c2/mass;
162 static const G4double aMag = 1./(0.5*eplus*hbar_Planck*c_squared);
164 magMoment2 = magmom*magmom - 1.0;
170 formfact = (spin == 0.0 && mass < GeV) ? 1.181e-6 : 1.548e-6;
173 formfact = 3.969e-6*x*x;
175 tlimit = std::sqrt(0.414/formfact +
176 electron_mass_c2*electron_mass_c2) - electron_mass_c2;
198 G4double maxEnergy = std::min(tmax,maxKinEnergy);
199 if(cutEnergy < maxEnergy) {
201 G4double totEnergy = kineticEnergy + mass;
202 G4double energy2 = totEnergy*totEnergy;
203 G4double beta2 = kineticEnergy*(kineticEnergy + 2.0*mass)/energy2;
205 cross = (maxEnergy - cutEnergy)/(cutEnergy*maxEnergy)
206 - beta2*
G4Log(maxEnergy/cutEnergy)/tmax;
209 if( 0.0 < spin ) { cross += 0.5*(maxEnergy - cutEnergy)/energy2; }
211 cross *= twopi_mc2_rcl2*chargeSquare/beta2;
230 (p,kineticEnergy,cutEnergy,maxEnergy);
245 (p,kineticEnergy,cutEnergy,maxEnergy);
258 zt = std::min(zt,93.);
261 kineticEnergy/(MeV), at, zt) *material->
GetDensity()/(g/cm3);
262 dedx = std::max(dedx, 0.0);
296 G4double maxKinEnergy = std::min(maxEnergy,tmax);
297 if(minKinEnergy >= maxKinEnergy) {
return; }
302 G4double totEnergy = kineticEnergy + mass;
303 G4double etot2 = totEnergy*totEnergy;
304 G4double beta2 = kineticEnergy*(kineticEnergy + 2.0*mass)/etot2;
309 if( 0.0 < spin ) { fmax += 0.5*maxKinEnergy*maxKinEnergy/etot2; }
317 deltaKinEnergy = minKinEnergy*maxKinEnergy
318 /(minKinEnergy*(1.0 - rndm[0]) + maxKinEnergy*rndm[0]);
320 f = 1.0 - beta2*deltaKinEnergy/tmax;
322 f1 = 0.5*deltaKinEnergy*deltaKinEnergy/etot2;
327 }
while( fmax*rndm[1] > f);
332 G4double x = formfact*deltaKinEnergy*(deltaKinEnergy + 2*electron_mass_c2);
338 G4double x2 = 0.5*electron_mass_c2*deltaKinEnergy/(mass*mass);
339 grej *= (1.0 + magMoment2*(x2 - f1/f)/(1.0 + x2));
342 G4cout <<
"### G4AtimaEnergyLossModel WARNING: grej= " << grej
344 <<
" Ekin(MeV)= " << kineticEnergy
345 <<
" delEkin(MeV)= " << deltaKinEnergy
348 if(rndmEngineMod->
flat() > grej) {
return; }
364 std::sqrt(deltaKinEnergy * (deltaKinEnergy + 2.0*electron_mass_c2));
365 G4double cost = deltaKinEnergy * (totEnergy + electron_mass_c2) /
367 if(cost > 1.0) { cost = 1.0; }
368 G4double sint = std::sqrt((1.0 - cost)*(1.0 + cost));
372 deltaDirection.
set(sint*cos(phi),sint*sin(phi), cost) ;
389 vdp->push_back(delta);
392 kineticEnergy -= deltaKinEnergy;
394 finalP = finalP.
unit();
408 G4double tmax = 2.0*electron_mass_c2*tau*(tau + 2.) /
409 (1. + 2.0*(tau + 1.)*ratio + ratio*ratio);
410 return std::min(tmax,tlimit);
419 ap=ap/atomic_mass_unit;
424 se = sezi_dedx_e(zp, ep, at, zt);
426 else if(ep>10. && ep<30.){
427 G4double factor = 0.05 * ( ep - 10.0 );
428 se = (1.0-factor)*sezi_dedx_e(zp, ep, at, zt) + factor*Bethek_dedx_e(ap, zp, ep, at, zt);
431 se = Bethek_dedx_e(ap, zp, ep, at, zt);
433 return se + dedx_n(ap, zp, ep, at, zt);
452 sn = 100.*8.4621*zp*zt*
ap*sn*Avogadro/1.e+23/(asum*zpowers*at);
472 G4double v = std::sqrt(e/25.0)/vfermi;
475 G4double vr = (v >= 1)? v*vfermi*(1.+ 1./(5.*v2)) : 3.0*vfermi/4.0*(1.0+v2*(2.0/3.0-v2/15.0));
477 h1= 1./g4calc->
powA(zp,0.6667);
478 yr = std::max(YRmin,vr*h1);
479 yr = std::max(yr, VRmin*h1);
482 a = -0.803*g4calc->
powA(yr,0.3) + 1.3167*g4calc->
powA(yr,0.6) + 0.38157*yr + 0.008983*yr*yr;
483 q = std::min(1.0, std::max(0.0 , (1.0 -
G4Exp(-std::min(a, 50.0)))));
486 h1 = 1./g4calc->
powA(zp,0.3333);
488 b = (std::min(0.43, std::max(0.32,0.12 + 0.025*zp)))*h1;
489 l0 = (0.8 - q * std::min(1.2,0.6 +zp/30.0))*h1;
494 if (q < std::max(0.0,0.9-0.025*zp)){
495 l1 = b*(q-0.2)/std::abs(std::max(0.0,0.9-0.025*zp)-0.2000001);
498 if(q < std::max(0.0,1.0 - 0.025*std::min(16.,zp))) l1 = b;
499 else l1 = b*(1.0 - q)/(0.025*std::min(16.,zp));
503 l = std::max(l1,l0*atima_lambda_screening[(
G4int)zp-1]);
504 h1 =4.0*l*vfermi/1.919;
505 zeta = q + (1./(2.*(vfermi*vfermi)))*(1. - q)*
G4Log(1. + h1*h1);
508 a = 7.6 - std::max(0.0,
G4Log(e));
509 zeta = zeta*(1. + (1./(zp*zp))*(0.18 + .0015*zt)*
G4Exp(-a*a));
511 h1= 1./g4calc->
powA(zp,0.6667);
512 if (yr <= ( std::max(YRmin, VRmin*h1))){
513 VRmin=std::max(VRmin, YRmin/h1);
515 G4double vmin =.5*(VRmin + std::sqrt(std::max(0.0,VRmin*VRmin - 0.8*vfermi*vfermi)));
518 if((zt == 6) || (((zt == 14) || (zt == 32)) && (zp <= 19))) eval = 0.35;
522 h4 = g4calc->
powA(e / eee,eval);
523 se = sezi_p_se(eee*0.001,at,zt) * h1*h1*h4;
527 se = sezi_p_se(ep,at,zt)*g4calc->
powA(zeta*zp,2.0);
542 G4double sl = (proton_stopping_coef[i][0]*g4calc->
powA(e,proton_stopping_coef[i][1])) + (proton_stopping_coef[i][2]*g4calc->
powA(e,proton_stopping_coef[i][3]));
543 G4double sh = proton_stopping_coef[i][4]/g4calc->
powA(e,proton_stopping_coef[i][5]) *
G4Log( (proton_stopping_coef[i][6]/e) + (proton_stopping_coef[i][7]*e));
547 sp *=(zt>6)?g4calc->
powA(e/25.,0.45):g4calc->
powA(e/25.,0.25);
549 return 100.*
sp*Avogadro/1.e+23/at;
559 G4double gamma=1.0 + ep/atomic_mass_unit;
560 G4double beta2=1.0-1.0/(gamma*gamma);
563 G4double zp_eff = zp*(1.0-
G4Exp(-0.95/fine_structure*beta/g4calc->
A23(zp)));
564 G4int zi = std::min(std::max((
G4int)zt, 1), 120);
565 G4double Ipot = ionisation_potentials_z[zi];
566 G4double f1 = dedx_constant*g4calc->
powA(zp_eff,2.)*zt/(beta2*at);
574 +0.0304043*g4calc->
powA(eta,-4.)
575 -0.00038106*g4calc->
powA(eta,-6.))*1e-6*g4calc->
powA(Ipot,2.)
576 +(+3.858019*g4calc->
powA(eta,-2.)
577 -0.1667989*(g4calc->
powA(eta,-4.))
578 +0.00157955*(g4calc->
powA(eta,-6.)))*1.0e-9*g4calc->
powA(Ipot,3.);
582 f2+=2*
G4Log(gamma) -beta2;
586 G4double V2FVA[4]={0.33,0.30,0.26,0.23};
588 G4double v1 = eta/(fine_structure*std::sqrt(zt));
591 v2fv = 0.45 / std::sqrt(v1);
593 else if(v1 > 1. && v1 < 4.){
596 if(VA[i] >= v1)
break;
599 v2fv = V2FVA[i-1]+(v1-VA[i-1])*(V2FVA[i]-V2FVA[i-1])/(VA[i]-VA[i-1]);
604 barkas= 1.0+2.0 * zp_eff * v2fv /(v1*v1*std::sqrt(zt));
607 gamma = 1./std::sqrt(1-(beta*beta));
609 G4int i = std::min(std::max(zi-1,0), 91);
613 if(del_0[i] > 0.)del = del_0[i] * g4calc->
powA(10.0,(2.*(x-x0[i])));
616 del = 4.6052 * x - c[i];
617 if ( x0[i]<= x && x <= x1[i] ) del += afermi[i] * g4calc->
powA((x1[i] - x),m0[i]);
624 if(ep<tableE[0])ep=tableE[0];
626 G4double da = (
ap - element_atomic_weights[z])/element_atomic_weights[z];
629 G4double v3 = EnergyTable_interpolate(ep,ls_coefficients_a[z]);
630 G4double v4 = EnergyTable_interpolate(ep,ls_coefficients_ahi[z]);
632 LS = v3+(dif*da/0.05);
635 G4double result = (f2)*barkas + LS - del/2.;
647 if(xval<tableE[0] || xval>tableE[num-1])
return 0.0;
648 if(xval==tableE[num-1])
return y[num-1];
650 i = std::min(std::max(i, 0), num-2);
651 G4double linstep = tableE[i+1] - tableE[i];
652 G4double x = 1.0 - ((xval - tableE[i])/linstep);
653 r = (x*y[i]) + ((1-x)*y[i+1]);
659const G4double G4AtimaEnergyLossModel::proton_stopping_coef[92][8] = {
660{ .0091827, .0053496, .69741, .48493, 316.07,1.0143, 9329.3, .0539890},
661{ .11393, .0051984, 1.0822, .39252, 1081.0, 1.0645, 4068.5, .0176990},
662{ .85837, .0050147, 1.6044, .38844, 1337.3, 1.0470, 2659.2, .01898},
663{ .8781, .0051049, 5.4232, .2032, 1200.6, 1.0211, 1401.8, .0385290},
664{ 1.4608, .0048836, 2.338, .44249, 1801.3, 1.0352, 1784.1, .02024},
665{ 3.2579, .0049148, 2.7156, .36473, 2092.2, 1.0291, 2643.6, .0182370},
666{ .59674, .0050837, 4.2073, .30612, 2394.2, 1.0255, 4892.1, .0160060},
667{ .75253, .0050314, 4.0824, .30067, 2455.8, 1.0181, 5069.7, .0174260},
668{ 1.226, .0051385, 3.2246, .32703, 2525.0, 1.0142, 7563.6, .0194690},
669{ 1.0332, .0051645, 3.004, .33889, 2338.6, .99997, 6991.2, .0217990},
670{ 6.0972, .0044292, 3.1929, .45763, 1363.3, .95182, 2380.6, .0818350},
671{14.013, .0043646, 2.2641, .36326, 2187.4, .99098, 6264.8, .0462},
672{ .039001, .0045415, 5.5463, .39562, 1589.2, .95316, 816.16, .0474840},
673{ 2.072, .0044516, 3.5585, .53933, 1515.2, .93161, 1790.3, .0351980},
674{17.575, .0038346, .078694, 1.2388,2806.0, .97284, 1037.6, .0128790},
675{16.126, .0038315, .054164, 1.3104,2813.3, .96587, 1251.4, .0118470},
676{ 3.217, .0044579, 3.6696, .5091, 2734.6, .96253, 2187.5, .0169070},
677{ 2.0379, .0044775, 3.0743, .54773, 3505.0, .97575, 1714.00, .0117010},
678{ .74171, .0043051, 1.1515, .95083, 917.21, .8782, 389.93, .18926},
679{ 9.1316, .0043809, 5.4611, .31327, 3891.8, .97933, 6267.9, .0151960},
680{ 7.2247, .0043718, 6.1017, .37511, 2829.2, .95218, 6376.1, .0203980},
681{ .147, .0048456, 6.3485, .41057, 2164.1, .94028, 5292.6, .0502630},
682{ 5.0611, .0039867, 2.6174, .57957, 2218.9, .92361, 6323.00, .0256690},
683{ .53267, .0042968, .39005, 1.2725, 1872.7, .90776, 64.166, .0301070},
684{ .47697, .0043038, .31452, 1.3289, 1920.5, .90649, 45.576, .0274690},
685{ .027426, .0035443, .031563, 2.1755, 1919.5, .90099, 23.902, .0253630},
686{ .16383, .0043042, .073454, 1.8592, 1918.4, .89678, 27.61, .0231840},
687{ 4.2562, .0043737, 1.5606, .72067, 1546.8, .87958, 302.02, .0409440},
688{ 2.3508, .0043237, 2.882, .50113, 1837.7, .89992, 2377.00, .04965},
689{ 3.1095, .0038455, .11477, 1.5037, 2184.7, .89309, 67.306, .0165880},
690{15.322, .0040306, .65391, .67668, 3001.7, .92484, 3344.2, .0163660},
691{ 3.6932, .0044813, 8.608, .27638, 2982.7, .9276, 3166.6, .0308740},
692{ 7.1373, .0043134, 9.4247, .27937, 2725.8, .91597, 3166.1, .0250080},
693{ 4.8979, .0042937, 3.7793, .50004, 2824.5, .91028, 1282.4, .0170610},
694{ 1.3683, .0043024, 2.5679, .60822, 6907.8, .9817, 628.01, .0068055},
695{ 1.8301, .0042983, 2.9057, .6038, 4744.6, .94722, 936.64, .0092242},
696{ .42056, .0041169, .01695, 2.3616, 2252.7, .89192, 39.752, .0277570},
697{30.78, .0037736, .55813, .76816, 7113.2, .97697, 1604.4, .0065268},
698{11.576, .0042119, 7.0244, .37764, 4713.5, .94264, 2493.2, .01127},
699{ 6.2406, .0041916, 5.2701, .49453, 4234.6, .93232, 2063.9, .0118440},
700{ .33073, .0041243, 1.7246, 1.1062, 1930.2, .86907, 27.416, .0382080},
701{ .017747, .0041715, .14586, 1.7305,1803.6, .86315, 29.669, .0321230},
702{ 3.7229, .0041768, 4.6286, .56769, 1678.0, .86202, 3094.00, .06244},
703{ .13998, .0041329, .25573, 1.4241, 1919.3, .86326, 72.797, .0322350},
704{ .2859, .0041386, .31301, 1.3424, 1954.8, .86175, 115.18, .0293420},
705{ .76, .0042179, 3.386, .76285, 1867.4, .85805, 69.994, .0364480},
706{ 6.3957, .0041935, 5.4689, .41378, 1712.6, .85397,18493.00, .0564710},
707{ 3.4717, .0041344, 3.2337, .63788, 1116.4, .81959, 4766.0, .1179},
708{ 2.5265, .0042282, 4.532, .53562, 1030.8, .81652,16252.0, .19722},
709{ 7.3683, .0041007, 4.6791, .51428, 1160.0, .82454,17965.0, .13316},
710{ 7.7197, .004388, 3.242, .68434, 1428.1, .83398, 1786.7, .0665120},
711{16.78, .0041918, 9.3198, .29568, 3370.9, .90289, 7431.7, .02616},
712{ 4.2132, .0042098, 4.6753, .57945, 3503.9, .89261, 1468.9, .0143590},
713{ 4.0818, .004214, 4.4425, .58393, 3945.3, .90281, 1340.5, .0134140},
714{.18517, .0036215, .00058788,3.5315, 2931.3, .88936, 26.18, .0263930},
715{ 4.8248, .0041458, 6.0934, .57026, 2300.1, .86359, 2980.7, .0386790},
716{ .49857, .0041054, 1.9775, .95877, 786.55, .78509, 806.6, .40882},
717{ 3.2754, .0042177, 5.768, .54054, 6631.3, .94282, 744.07, .0083026},
718{ 2.9978, .0040901, 4.5299, .62025, 2161.2, .85669, 1268.6, .0430310},
719{ 2.8701, .004096, 4.2568, .6138, 2130.4, .85235, 1704.1, .0393850},
720{10.853, .0041149, 5.8907, .46834, 2857.2, .8755, 3654.2, .0299550},
721{ 3.6407, .0041782, 4.8742, .57861, 1267.7, .82211, 3508.2, .24174},
722{17.645, .0040992, 6.5855, .32734, 3931.3, .90754, 5156.7, .0362780},
723{ 7.5309, .0040814, 4.9389, .50679, 2519.7, .85819, 3314.6, .0305140},
724{ 5.4742, .0040829, 4.897, .51113, 2340.1, .85296, 2342.7, .0356620},
725{ 4.2661, .0040667, 4.5032, .55257, 2076.4, .84151, 1666.6, .0408010},
726{ 6.8313, .0040486, 4.3987, .51675, 2003.0, .83437, 1410.4, .03478},
727{ 1.2707, .0040553, 4.6295, .57428, 1626.3, .81858, 995.68, .0553190},
728{ 5.7561, .0040491, 4.357, .52496, 2207.3, .83796, 1579.5, .0271650},
729{14.127, .0040596, 5.8304, .37755, 3645.9, .87823, 3411.8, .0163920},
730{ 6.6948, .0040603, 4.9361, .47961, 2719.0, .85249, 1885.8, .0197130},
731{ 3.0619, .0040511, 3.5803, .59082, 2346.1, .83713, 1222.0, .0200720},
732{10.811, .0033008, 1.3767, .76512, 2003.7, .82269, 1110.6, .0249580},
733{ 2.7101, .0040961, 1.2289, .98598, 1232.4, .79066, 155.42, .0472940},
734{ .52345, .0040244, 1.4038, .8551, 1461.4, .79677, 503.34, .0367890},
735{ .4616, .0040203, 1.3014, .87043, 1473.5, .79687, 443.09, .0363010},
736{ .97814, .0040374, 2.0127, .7225, 1890.8, .81747, 930.7, .02769},
737{ 3.2086, .004051, 3.6658, .53618, 3091.2, .85602, 1508.1, .0154010},
738{ 2.0035, .0040431, 7.4882, .3561, 4464.3, .88836, 3966.5, .0128390},
739{15.43, .0039432, 1.1237, .70703, 4595.7, .88437, 1576.5, .0088534},
740{ 3.1512, .0040524, 4.0996, .5425, 3246.3, .85772, 1691.8, .0150580},
741{ 7.1896, .0040588, 8.6927, .35842, 4760.6, .88833, 2888.3, .0110290},
742{ 9.3209, .004054, 11.543, .32027, 4866.2, .89124, 3213.4, .0119350},
743{29.242, .0036195, .16864, 1.1226, 5688.0, .89812, 1033.3, .0071303},
744{ 1.8522, .0039973, 3.1556, .65096, 3755.0, .86383, 1602.0, .0120420},
745{ 3.222, .0040041, 5.9024, .52678, 4040.2, .86804, 1658.4, .0117470},
746{ 9.3412, .0039661, 7.921, .42977, 5180.9, .88773, 2173.2, .0092007},
747{36.183, .0036003, .58341, .86747, 6990.2, .91082, 1417.1, .0062187},
748{ 5.9284, .0039695, 6.4082, .52122, 4619.5, .88083, 2323.5, .0116270},
749{ 5.2454, .0039744, 6.7969, .48542, 4586.3, .87794, 2481.5, .0112820},
750{33.702, .0036901, .47257, .89235, 5295.7, .8893, 2053.3, .0091908},
751{2.7589, .0039806, 3.2092, .66122, 2505.4, .82863, 2065.1, .0228160}
756const G4double G4AtimaEnergyLossModel::atima_vfermi[92] = {
853const G4double G4AtimaEnergyLossModel::atima_lambda_screening[92]= {
950const G4double G4AtimaEnergyLossModel::element_atomic_weights[110]={
1066const G4double G4AtimaEnergyLossModel::ls_coefficients_a[110][200]=
1067{ {-0.0286005,-0.0269762,-0.0254384,-0.0239826,-0.0226044,-0.0212998,-0.0200648,-0.0188958,-0.0177891,-0.0167414,-0.0157495,-0.0148105,-0.0139213,-0.0130793,-0.0122818,-0.0115265,-0.0108109,-0.0101329,-0.00949027,-0.00888115,-0.0083036,-0.00775583,-0.00723615,-0.00674295,-0.0062747,-0.00582996,-0.00540738,-0.00500564,-0.00462353,-0.00425989,-0.00391361,-0.00358365,-0.00326903,-0.0029688,-0.00268208,-0.00240803,-0.00214586,-0.00189481,-0.00165416,-0.00142324,-0.0012014,-0.000988038,-0.000782569,-0.000584449,-0.000393155,-0.000208196,-2.91012e-05,0.000144572,0.000313247,0.000477324,0.000637183,0.000793185,0.000945673,0.00109497,0.0012414,0.00138523,0.00152676,0.00166625,0.00180395,0.00194009,0.0020749,0.0022086,0.00234139,0.00247346,0.00260498,0.00273612,0.00286706,0.00299792,0.00312886,0.00325999,0.00339145,0.00352333,0.00365574,0.00378876,0.00392249,0.00405698,0.00419229,0.00432849,0.0044656,0.00460367,0.0047427,0.00488271,0.00502369,0.00516564,0.00530853,0.00545232,0.00559697,0.00574243,0.00588862,0.00603547,0.00618289,0.00633076,0.00647899,0.00662745,0.006776,0.00692451,0.00707282,0.00722077,0.00736819,0.00751491,0.00766074,0.0078055,0.007949,0.00809104,0.00823143,0.00836998,0.00850649,0.00864077,0.00877264,0.0089019,0.0090284,0.00915196,0.00927243,0.00938966,0.00950352,0.00961389,0.00972066,0.00982374,0.00992306,0.0100185,0.0101102,0.0101979,0.0102817,0.0103616,0.0104376,0.0105097,0.010578,0.0106425,0.0107033,0.0107605,0.0108141,0.0108643,0.0109111,0.0109547,0.0109951,0.0110324,0.0110669,0.0110984,0.0111273,0.0111535,0.0111772,0.0111984,0.0112173,0.0112339,0.0112483,0.0112605,0.0112705,0.0112785,0.0112844,0.0112882,0.0112899,0.0112895,0.0112869,0.0112821,0.0112749,0.0112652,0.011253,0.011238,0.01122,0.0111988,0.011174,0.0111455,0.0111127,0.0110753,0.0110328,0.0109847,0.0109303,0.0108689,0.0107998,0.010722,0.0106346,0.0105364,0.0104261,0.0103024,0.0101636,0.0100079,0.00983338,0.00963767,0.00941827,0.0091723,0.0088966,0.00858758,0.00824121,0.00785299,0.00741787,0.0069302,0.00638364,0.00577111,0.00508464,0.00431533,0.00345395,0.00248834,0.00140654,0.000194686,-0.00116268,-0.00268283,-0.00438502,-0.00629005,-0.00842259,-0.0108087},
1068 {-0.108683,-0.102922,-0.097437,-0.0922162,-0.0872489,-0.0825243,-0.0780321,-0.073762,-0.0697043,-0.0658493,-0.0621879,-0.0587109,-0.0554098,-0.0522762,-0.049302,-0.0464796,-0.0438014,-0.0412604,-0.0388496,-0.0365626,-0.0343929,-0.0323346,-0.0303819,-0.0285294,-0.0267717,-0.0251038,-0.023521,-0.0220186,-0.0205924,-0.0192382,-0.017952,-0.0167301,-0.015569,-0.0144651,-0.0134154,-0.0124167,-0.011466,-0.0105607,-0.00969814,-0.00887572,-0.00809112,-0.00734207,-0.00662644,-0.00594219,-0.00528738,-0.00466019,-0.00405889,-0.00348181,-0.00292739,-0.00239414,-0.00188067,-0.00138562,-0.000907732,-0.000445801,1.31405e-06,0.000434696,0.000855371,0.00126431,0.00166244,0.00205062,0.0024297,0.00280044,0.00316359,0.00351985,0.00386987,0.00421428,0.00455367,0.00488858,0.00521953,0.00554701,0.00587147,0.00619333,0.00651298,0.00683078,0.00714706,0.00746212,0.00777624,0.00808966,0.00840259,0.00871523,0.00902774,0.00934025,0.00965286,0.00996565,0.0102787,0.010592,0.0109055,0.0112192,0.0115331,0.0118471,0.012161,0.0124748,0.0127882,0.013101,0.0134132,0.0137243,0.0140342,0.0143426,0.0146492,0.0149537,0.0152557,0.015555,0.0158511,0.0161438,0.0164326,0.0167172,0.0169973,0.0172725,0.0175424,0.0178067,0.0180651,0.0183173,0.0185629,0.0188017,0.0190335,0.019258,0.019475,0.0196843,0.0198859,0.0200796,0.0202654,0.0204431,0.0206127,0.0207744,0.020928,0.0210737,0.0212116,0.0213417,0.0214643,0.0215794,0.0216873,0.021788,0.0218819,0.0219691,0.0220498,0.0221242,0.0221925,0.022255,0.0223118,0.0223631,0.0224091,0.0224499,0.0224857,0.0225167,0.0225428,0.0225643,0.0225811,0.0225932,0.0226007,0.0226036,0.0226016,0.0225948,0.0225828,0.0225656,0.0225427,0.022514,0.0224789,0.022437,0.0223877,0.0223304,0.0222644,0.0221887,0.0221025,0.0220046,0.0218937,0.0217684,0.0216273,0.0214683,0.0212895,0.0210887,0.0208632,0.0206101,0.0203263,0.020008,0.0196512,0.0192513,0.0188031,0.018301,0.0177384,0.0171081,0.0164021,0.0156115,0.0147258,0.0137341,0.0126235,0.0113801,0.00998803,0.00842986,0.00668603,0.00473508,0.00255242,0.000111379,-0.00261781,-0.0056681,-0.00907593,-0.0128834,-0.0171323,-0.0218726,-0.0271577,-0.0330461},
1069 {-0.223884,-0.213009,-0.202568,-0.192553,-0.182953,-0.173755,-0.16495,-0.156525,-0.148469,-0.140769,-0.133415,-0.126394,-0.119694,-0.113303,-0.10721,-0.101404,-0.0958714,-0.0906027,-0.0855866,-0.0808123,-0.0762693,-0.0719475,-0.0678369,-0.063928,-0.0602115,-0.0566782,-0.0533196,-0.0501272,-0.0470929,-0.0442089,-0.0414678,-0.0388623,-0.0363856,-0.034031,-0.0317921,-0.029663,-0.0276377,-0.0257108,-0.0238769,-0.0221309,-0.0204681,-0.0188837,-0.0173734,-0.0159331,-0.0145586,-0.0132462,-0.0119923,-0.0107934,-0.00964627,-0.00854773,-0.00749484,-0.00648478,-0.00551487,-0.00458256,-0.00368542,-0.00282117,-0.00198762,-0.0011827,-0.000404448,0.000348997,0.0010794,0.00178843,0.00247768,0.00314864,0.00380272,0.00444127,0.00506554,0.00567674,0.00627597,0.00686428,0.00744268,0.00801208,0.00857334,0.00912727,0.00967462,0.0102161,0.0107522,0.0112837,0.011811,0.0123347,0.012855,0.0133725,0.0138873,0.0143999,0.0149103,0.0154188,0.0159254,0.0164303,0.0169335,0.017435,0.0179346,0.0184323,0.018928,0.0194213,0.0199121,0.0204002,0.0208851,0.0213666,0.0218443,0.0223178,0.0227866,0.0232502,0.0237084,0.0241604,0.024606,0.0250444,0.0254754,0.0258983,0.0263127,0.0267181,0.027114,0.0275001,0.0278758,0.0282409,0.028595,0.0289377,0.0292689,0.0295882,0.0298954,0.0301905,0.0304734,0.0307439,0.0310021,0.031248,0.0314816,0.0317031,0.0319127,0.0321105,0.0322967,0.0324716,0.0326355,0.0327885,0.0329311,0.0330635,0.0331861,0.0332991,0.033403,0.0334979,0.0335842,0.0336623,0.0337323,0.0337945,0.0338491,0.0338964,0.0339365,0.0339694,0.0339954,0.0340144,0.0340265,0.0340315,0.0340294,0.0340199,0.0340028,0.0339778,0.0339445,0.0339023,0.0338507,0.033789,0.0337163,0.0336318,0.0335342,0.0334224,0.0332949,0.03315,0.032986,0.0328007,0.0325918,0.0323567,0.0320922,0.0317951,0.0314616,0.0310874,0.0306677,0.0301973,0.02967,0.0290791,0.0284172,0.0276758,0.0268457,0.025916,0.0248751,0.0237098,0.0224056,0.0209459,0.0193125,0.0174852,0.0154416,0.0131562,0.0106012,0.00774588,0.00455597,0.000993742,-0.00298393,-0.00742085,-0.0123683,-0.0178814,-0.0240203,-0.030853,-0.0384474,-0.0468817},
1070 {-0.356328,-0.340686,-0.325539,-0.310886,-0.296723,-0.283047,-0.269853,-0.257134,-0.244884,-0.233095,-0.221759,-0.210866,-0.200406,-0.19037,-0.180747,-0.171526,-0.162694,-0.154242,-0.146157,-0.138426,-0.131039,-0.123984,-0.117247,-0.110818,-0.104685,-0.0988357,-0.0932592,-0.0879442,-0.0828796,-0.0780547,-0.073459,-0.0690823,-0.0649147,-0.0609465,-0.0571684,-0.0535713,-0.0501465,-0.0468855,-0.0437803,-0.040823,-0.0380061,-0.0353223,-0.0327648,-0.0303268,-0.0280019,-0.0257842,-0.0236676,-0.0216467,-0.0197161,-0.0178706,-0.0161054,-0.0144159,-0.0127976,-0.0112463,-0.00975795,-0.00832875,-0.00695503,-0.00563334,-0.00436036,-0.00313296,-0.00194816,-0.000803139,0.000304789,0.00137817,0.00241941,0.00343079,0.00441446,0.00537247,0.00630674,0.00721908,0.0081112,0.00898469,0.00984106,0.0106817,0.011508,0.012321,0.013122,0.013912,0.0146919,0.0154626,0.0162249,0.0169795,0.017727,0.018468,0.019203,0.0199323,0.0206563,0.0213752,0.0220892,0.0227985,0.023503,0.0242028,0.0248977,0.0255876,0.0262723,0.0269516,0.027625,0.0282923,0.028953,0.0296067,0.0302529,0.030891,0.0315205,0.0321408,0.0327514,0.0333515,0.0339407,0.0345182,0.0350836,0.0356361,0.0361754,0.0367007,0.0372117,0.0377078,0.0381886,0.0386538,0.039103,0.0395359,0.0399523,0.0403521,0.0407351,0.0411013,0.0414507,0.0417834,0.0420995,0.0423992,0.0426827,0.0429502,0.0432021,0.0434387,0.0436603,0.0438675,0.0440605,0.0442399,0.0444061,0.0445595,0.0447005,0.0448297,0.0449474,0.045054,0.0451499,0.0452355,0.0453111,0.045377,0.0454334,0.0454806,0.0455186,0.0455475,0.0455675,0.0455784,0.0455801,0.0455724,0.0455552,0.0455279,0.0454901,0.0454413,0.0453806,0.0453074,0.0452206,0.0451191,0.0450015,0.0448663,0.0447118,0.0445361,0.0443368,0.0441115,0.0438573,0.0435709,0.0432487,0.0428867,0.0424802,0.042024,0.0415125,0.040939,0.0402963,0.0395763,0.0387698,0.0378668,0.0368557,0.0357238,0.034457,0.0330394,0.0314533,0.0296791,0.027695,0.0254765,0.0229968,0.0202258,0.0171305,0.0136742,0.00981578,0.00551186,0.000713059,-0.00463419,-0.0105884,-0.0172145,-0.0245801,-0.0327606,-0.0418365,-0.0518915},
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1173 {-3.39515,-3.36584,-3.33652,-3.30717,-3.27779,-3.24839,-3.21896,-3.18951,-3.16002,-3.1305,-3.10094,-3.07135,-3.04172,-3.01205,-2.98234,-2.95259,-2.92278,-2.89293,-2.86302,-2.83306,-2.80303,-2.77295,-2.7428,-2.71258,-2.68228,-2.65191,-2.62146,-2.59092,-2.56029,-2.52957,-2.49874,-2.46781,-2.43676,-2.4056,-2.37431,-2.34289,-2.31134,-2.27964,-2.24778,-2.21577,-2.18358,-2.15122,-2.11868,-2.08593,-2.05298,-2.01982,-1.98643,-1.9528,-1.91893,-1.88479,-1.85038,-1.81569,-1.78071,-1.74541,-1.70979,-1.67383,-1.63752,-1.60085,-1.56379,-1.52635,-1.4885,-1.45022,-1.41151,-1.37235,-1.33273,-1.29262,-1.25203,-1.21094,-1.16933,-1.12719,-1.08452,-1.0413,-0.997534,-0.953207,-0.908317,-0.86286,-0.816837,-0.770248,-0.723097,-0.67539,-0.627135,-0.578346,-0.529036,-0.479225,-0.428933,-0.378186,-0.327014,-0.275449,-0.223528,-0.171292,-0.118785,-0.066058,-0.0131622,0.0398454,0.0929047,0.145952,0.19892,0.25174,0.304339,0.356642,0.408575,0.460059,0.511016,0.561369,0.611039,0.659949,0.708025,0.755193,0.801382,0.846524,0.890555,0.933415,0.975048,1.0154,1.05444,1.09211,1.12838,1.16322,1.19661,1.22853,1.25898,1.28793,1.31539,1.34137,1.36587,1.3889,1.41049,1.43065,1.4494,1.46677,1.48279,1.49749,1.51091,1.52306,1.534,1.54374,1.55232,1.55978,1.56614,1.57143,1.57568,1.57892,1.58116,1.58243,1.58275,1.58212,1.58057,1.5781,1.5747,1.5704,1.56517,1.55902,1.55194,1.5439,1.53491,1.52493,1.51394,1.50192,1.48883,1.47463,1.45931,1.4428,1.42507,1.40607,1.38577,1.3641,1.34102,1.31647,1.29041,1.26279,1.23356,1.20267,1.17008,1.13576,1.09966,1.06178,1.02208,0.980574,0.937256,0.892146,0.845276,0.796693,0.746455,0.69464,0.641336,0.586645,0.530683,0.473569,0.415434,0.356401,0.296599,0.236142,0.175137,0.113675,0.0518299,-0.0103368,-0.0727844,-0.135477,-0.198395,-0.261512},
1174 {-3.4045,-3.3752,-3.34588,-3.31653,-3.28716,-3.25776,-3.22834,-3.19889,-3.1694,-3.13989,-3.11034,-3.08075,-3.05113,-3.02147,-2.99176,-2.96201,-2.93221,-2.90237,-2.87247,-2.84251,-2.8125,-2.78242,-2.75228,-2.72207,-2.69179,-2.66143,-2.63099,-2.60046,-2.56984,-2.53913,-2.50832,-2.4774,-2.44637,-2.41523,-2.38395,-2.35255,-2.32102,-2.28934,-2.2575,-2.22551,-2.19335,-2.16101,-2.12848,-2.09577,-2.06284,-2.0297,-1.99634,-1.96274,-1.92889,-1.89479,-1.86041,-1.82575,-1.79079,-1.75552,-1.71993,-1.684,-1.64772,-1.61108,-1.57405,-1.53664,-1.49881,-1.46056,-1.42187,-1.38274,-1.34313,-1.30305,-1.26247,-1.22138,-1.17977,-1.13764,-1.09496,-1.05174,-1.00795,-0.963599,-0.918677,-0.873181,-0.827108,-0.78046,-0.733239,-0.685452,-0.637105,-0.58821,-0.538782,-0.488838,-0.438399,-0.387489,-0.336138,-0.284378,-0.232244,-0.179777,-0.127023,-0.0740292,-0.0208483,0.032463,0.0858444,0.139232,0.192559,0.245756,0.298749,0.351463,0.403821,0.455746,0.507158,0.557977,0.608125,0.657524,0.706095,0.753764,0.800459,0.84611,0.890651,0.934021,0.976161,1.01702,1.05655,1.0947,1.13145,1.16676,1.20061,1.23297,1.26384,1.2932,1.32106,1.34741,1.37226,1.39563,1.41753,1.43798,1.45701,1.47464,1.4909,1.50581,1.51942,1.53175,1.54284,1.55271,1.56141,1.56897,1.57541,1.58076,1.58506,1.58833,1.59059,1.59186,1.59217,1.59151,1.58992,1.58739,1.58392,1.57953,1.57421,1.56795,1.56075,1.55258,1.54344,1.53331,1.52215,1.50994,1.49665,1.48225,1.4667,1.44996,1.43198,1.41273,1.39215,1.37019,1.3468,1.32194,1.29555,1.26759,1.238,1.20674,1.17377,1.13905,1.10255,1.06426,1.02414,0.982214,0.938474,0.892944,0.845658,0.796665,0.746028,0.693828,0.640156,0.585116,0.528826,0.471409,0.412992,0.353702,0.293666,0.232996,0.171797,0.110157,0.0481464,-0.0141762,-0.0767727,-0.139609,-0.202666,-0.265917}
1180const G4double G4AtimaEnergyLossModel::ls_coefficients_ahi[110][200]=
1182 {-0.0286005,-0.0269762,-0.0254384,-0.0239826,-0.0226044,-0.0212998,-0.0200648,-0.0188958,-0.0177891,-0.0167414,-0.0157495,-0.0148105,-0.0139213,-0.0130793,-0.0122818,-0.0115265,-0.0108109,-0.0101329,-0.00949027,-0.00888115,-0.0083036,-0.00775584,-0.00723615,-0.00674295,-0.0062747,-0.00582997,-0.00540738,-0.00500564,-0.00462354,-0.00425989,-0.00391361,-0.00358365,-0.00326903,-0.0029688,-0.00268208,-0.00240804,-0.00214586,-0.00189481,-0.00165416,-0.00142324,-0.0012014,-0.000988041,-0.000782573,-0.000584452,-0.000393159,-0.0002082,-2.91055e-05,0.000144568,0.000313242,0.000477319,0.000637177,0.000793179,0.000945667,0.00109497,0.00124139,0.00138522,0.00152675,0.00166624,0.00180394,0.00194008,0.0020749,0.00220859,0.00234138,0.00247345,0.00260497,0.00273611,0.00286704,0.00299791,0.00312884,0.00325998,0.00339143,0.00352331,0.00365572,0.00378874,0.00392247,0.00405695,0.00419227,0.00432847,0.00446558,0.00460364,0.00474267,0.00488268,0.00502366,0.00516561,0.00530849,0.00545228,0.00559694,0.00574239,0.00588858,0.00603543,0.00618284,0.00633071,0.00647894,0.0066274,0.00677595,0.00692445,0.00707275,0.0072207,0.00736812,0.00751483,0.00766066,0.00780541,0.0079489,0.00809094,0.00823133,0.00836987,0.00850638,0.00864065,0.00877251,0.00890177,0.00902826,0.00915181,0.00927227,0.00938949,0.00950334,0.00961369,0.00972045,0.00982352,0.00992282,0.0100183,0.0101099,0.0101976,0.0102814,0.0103612,0.0104372,0.0105093,0.0105776,0.010642,0.0107028,0.01076,0.0108136,0.0108637,0.0109105,0.010954,0.0109943,0.0110316,0.0110659,0.0110974,0.0111262,0.0111523,0.0111759,0.011197,0.0112157,0.0112322,0.0112464,0.0112584,0.0112682,0.011276,0.0112816,0.0112851,0.0112865,0.0112857,0.0112827,0.0112774,0.0112698,0.0112596,0.0112467,0.011231,0.0112123,0.0111902,0.0111645,0.0111349,0.0111009,0.0110622,0.0110182,0.0109684,0.0109121,0.0108486,0.0107772,0.0106967,0.0106064,0.0105049,0.010391,0.0102631,0.0101197,0.00995886,0.00977852,0.00957633,0.00934967,0.00909558,0.00881078,0.00849156,0.00813377,0.00773276,0.00728332,0.00677961,0.00621509,0.00558242,0.00487342,0.00407938,0.00318934,0.00219215,0.00107501,-0.000176368,-0.00157794,-0.00314752,-0.00490495,-0.00687157,-0.00907295,-0.0115359},
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1288 {-3.39515,-3.36584,-3.33652,-3.30717,-3.27779,-3.24839,-3.21896,-3.1895,-3.16002,-3.1305,-3.10094,-3.07135,-3.04172,-3.01205,-2.98234,-2.95258,-2.92278,-2.89293,-2.86302,-2.83306,-2.80303,-2.77295,-2.7428,-2.71258,-2.68228,-2.65191,-2.62146,-2.59092,-2.56029,-2.52956,-2.49874,-2.4678,-2.43676,-2.4056,-2.37431,-2.34289,-2.31133,-2.27963,-2.24778,-2.21576,-2.18358,-2.15122,-2.11867,-2.08593,-2.05298,-2.01981,-1.98642,-1.9528,-1.91892,-1.88478,-1.85038,-1.81569,-1.7807,-1.7454,-1.70978,-1.67382,-1.63751,-1.60084,-1.56378,-1.52634,-1.48849,-1.45021,-1.4115,-1.37234,-1.33272,-1.29262,-1.25202,-1.21093,-1.16932,-1.12718,-1.08451,-1.0413,-0.99753,-0.953204,-0.908315,-0.86286,-0.816838,-0.770251,-0.723102,-0.675397,-0.627145,-0.578358,-0.529052,-0.479243,-0.428955,-0.378212,-0.327044,-0.275484,-0.223567,-0.171337,-0.118837,-0.0661154,-0.0132264,0.039774,0.0928255,0.145864,0.198824,0.251634,0.304223,0.356516,0.408437,0.459909,0.510854,0.561194,0.61085,0.659746,0.707806,0.754958,0.801129,0.846253,0.890266,0.933106,0.974719,1.01505,1.05406,1.09171,1.12795,1.16277,1.19613,1.22803,1.25844,1.28736,1.31479,1.34073,1.36519,1.38819,1.40973,1.42984,1.44855,1.46587,1.48184,1.49649,1.50984,1.52194,1.53281,1.54248,1.55099,1.55837,1.56464,1.56985,1.57401,1.57715,1.57929,1.58045,1.58065,1.5799,1.57821,1.5756,1.57206,1.56759,1.5622,1.55587,1.5486,1.54037,1.53117,1.52097,1.50974,1.49747,1.48412,1.46965,1.45403,1.43722,1.41917,1.39984,1.37918,1.35714,1.33367,1.30873,1.28225,1.2542,1.22452,1.19317,1.16011,1.12531,1.08872,1.05034,1.01015,0.968141,0.924329,0.878733,0.831389,0.782345,0.731669,0.679438,0.625747,0.5707,0.514415,0.457015,0.398628,0.339379,0.279396,0.218788,0.157659,0.0960955,0.0341663,-0.0280709,-0.0905801,-0.153327,-0.216294,-0.279454},
1289 {-3.4045,-3.3752,-3.34588,-3.31653,-3.28716,-3.25776,-3.22834,-3.19888,-3.1694,-3.13989,-3.11034,-3.08075,-3.05113,-3.02146,-2.99176,-2.96201,-2.93221,-2.90236,-2.87246,-2.84251,-2.8125,-2.78242,-2.75228,-2.72207,-2.69178,-2.66142,-2.63098,-2.60046,-2.56984,-2.53913,-2.50832,-2.4774,-2.44637,-2.41522,-2.38395,-2.35255,-2.32101,-2.28933,-2.2575,-2.2255,-2.19334,-2.161,-2.12848,-2.09576,-2.06283,-2.0297,-1.99633,-1.96273,-1.92888,-1.89478,-1.8604,-1.82574,-1.79078,-1.75551,-1.71992,-1.68399,-1.64771,-1.61107,-1.57404,-1.53663,-1.4988,-1.46055,-1.42186,-1.38273,-1.34312,-1.30303,-1.26246,-1.22137,-1.17977,-1.13763,-1.09495,-1.05173,-1.00794,-0.963594,-0.918673,-0.873177,-0.827106,-0.78046,-0.733241,-0.685456,-0.637111,-0.58822,-0.538794,-0.488854,-0.438418,-0.387512,-0.336165,-0.284409,-0.232281,-0.17982,-0.127072,-0.074084,-0.02091,0.0323938,0.0857674,0.139147,0.192465,0.245652,0.298634,0.351337,0.403684,0.455597,0.506996,0.557802,0.607936,0.657319,0.705874,0.753527,0.800204,0.845837,0.890358,0.933707,0.975826,1.01666,1.05617,1.0943,1.13102,1.1663,1.20012,1.23246,1.26329,1.29262,1.32044,1.34675,1.37157,1.3949,1.41676,1.43716,1.45614,1.47372,1.48992,1.50478,1.51833,1.5306,1.54162,1.55143,1.56005,1.56753,1.57389,1.57915,1.58336,1.58653,1.58868,1.58984,1.59002,1.58925,1.58752,1.58484,1.58123,1.57668,1.57119,1.56475,1.55736,1.549,1.53964,1.52928,1.51789,1.50543,1.49188,1.4772,1.46136,1.4443,1.426,1.40641,1.38547,1.36314,1.33936,1.3141,1.28729,1.25889,1.22885,1.19713,1.16368,1.12848,1.09149,1.0527,1.01209,0.969659,0.925425,0.87941,0.831651,0.782201,0.731129,0.678519,0.624464,0.569074,0.512468,0.454771,0.39611,0.336611,0.2764,0.215585,0.154267,0.0925296,0.0304376,-0.0319538,-0.0946098,-0.1575,-0.220604,-0.283896}
1294const G4double G4AtimaEnergyLossModel::ionisation_potentials_z[121] = {
1420const G4double G4AtimaEnergyLossModel::x0[92]= {
14211.8639, 2.2017, 0.1304, 0.0592, 0.0305, -.0178, 1.7378, 1.7541, 1.8433, 2.0735,
14220.2880, 0.1499, 0.1708, 0.2014, 0.1696, 0.1580, 1.5555, 1.7635, 0.3851, 0.3228,
14230.1640, 0.0957, 0.0691, 0.0340, 0.0447, -.0012, -.0187, -.0566, -.0254, 0.0049,
14240.2267, 0.3376, 0.1767, 0.2258, 1.5262, 1.7158, 0.5737, 0.4585, 0.3608, 0.2957,
14250.1785, 0.2267, 0.0949, 0.0599, 0.0576, 0.0563, 0.0657, 0.1281, 0.2406, 0.2879,
14260.3189, 0.3296, 0.0549, 1.5630, 0.5473, 0.4190, 0.3161, 0.2713, 0.2333, 0.1984,
14270.1627, 0.1520, 0.1888, 0.1058, 0.0947, 0.0822, 0.0761, 0.0648, 0.0812, 0.1199,
14280.1560, 0.1965, 0.2117, 0.2167, 0.0559, 0.0891, 0.0819, 0.1484, 0.2021, 0.2756,
14290.3491, 0.3776, 0.4152, 0.4267, 0.4300, 1.5368, 0.6000, 0.5991, 0.4559, 0.4202,
1434const G4double G4AtimaEnergyLossModel::x1[92]= {
14353.2718, 3.6122, 1.6397, 1.6922, 1.9688, 2.3415, 4.1323, 4.3213, 4.4096, 4.6421,
14363.1962, 3.0668, 3.0127, 2.8715, 2.7815, 2.7159, 4.2994, 4.4855, 3.1724, 3.1191,
14373.0593, 3.0386, 3.0322, 3.0451, 3.1074, 3.1531, 3.1790, 3.1851, 3.2792, 3.3668,
14383.5434, 3.6096, 3.5702, 3.6264, 4.9899, 5.0748, 3.7995, 3.6778, 3.5542, 3.4890,
14393.2201, 3.2784, 3.1253, 3.0834, 3.1069, 3.0555, 3.1074, 3.1667, 3.2032, 3.2959,
14403.3489, 3.4418, 3.2596, 4.7371, 3.5914, 3.4547, 3.3293, 3.3432, 3.2773, 3.3063,
14413.3199, 3.3460, 3.4633, 3.3932, 3.4224, 3.4474, 3.4782, 3.4922, 3.5085, 3.6246,
14423.5218, 3.4337, 3.4805, 3.4960, 3.4845, 3.5414, 3.5480, 3.6212, 3.6979, 3.7275,
14433.8044, 3.8073, 3.8248, 3.8293, 4.0000, 4.9889, 4.0000, 3.9428, 3.7966, 3.7681,
1448const G4double G4AtimaEnergyLossModel::afermi[92]= {
1449 0.14092, 0.13443, 0.95136, 0.80392, 0.56224, 0.26142, 0.15349, 0.11778, 0.11083, .08064,
1450 0.07772, 0.08163, 0.08024, 0.14921, 0.23610, 0.33992, 0.19849, 0.19714, 0.19827, .15643,
1451 0.15754, 0.15662, 0.15436, 0.15419, 0.14973, 0.14680, 0.14474, 0.16496, 0.14339, .14714,
1452 0.09440, 0.07188, 0.06633, 0.06568, 0.06335, 0.07446, 0.07261, 0.07165, 0.07138, .07177,
1453 0.13883, 0.10525, 0.16572, 0.19342, 0.19205, 0.24178, 0.24585, 0.24609, 0.23879, .18689,
1454 0.16652, 0.13815, 0.23766, 0.23314, 0.18233, 0.18268, 0.18591, 0.18885, 0.23265, .23530,
1455 0.24280, 0.24698, 0.24448, 0.25109, 0.24453, 0.24665, 0.24638, 0.24823, 0.24889, .25295,
1456 0.24033, 0.22918, 0.17798, 0.15509, 0.15184, 0.12751, 0.12690, 0.11128, 0.09756, .11014,
1457 0.09455, 0.09359, 0.09410, 0.09282, 0.09000, 0.20798, 0.08000, 0.08804, 0.08567, 0.08655,
1462const G4double G4AtimaEnergyLossModel::c[92]= {
14639.5835, 11.1393, 3.1221, 2.7847, 2.8477, 2.8680, 10.5400, 10.7004, 10.9653, 11.9041,
14645.0526, 4.5297, 4.2395, 4.4351, 4.5214, 4.6659, 11.1421, 11.9480, 5.6423, 5.0396,
14654.6949, 4.4450, 4.2659, 4.1781, 4.2702, 4.2911, 4.2601, 4.3115, 4.4190, 4.6906,
14664.9353, 5.1411, 5.0510, 5.3210, 11.7307,12.5115,6.4776, 5.9867, 5.4801 , 5.1774,
14675.0141, 4.8793, 4.7769, 4.7694, 4.8008, 4.9358, 5.0630, 5.2727, 5.5211, 5.5340,
14685.6241, 5.7131, 5.9488, 12.7281, 6.9135, 6.3153, 5.7850, 5.7837, 5.8096, 5.8290,
14695.8224, 5.8597, 6.2278, 5.8738, 5.9045, 5.9183, 5.9587, 5.9521, 5.9677, 6.3325,
14705.9785, 5.7139, 5.5262, 5.4059, 5.3445, 5.3083, 5.3418, 5.4732, 5.5747, 5.9605,
14716.1365, 6.2018, 6.3505, 6.4003, 6.4, 13.2839, 7., 7.0452, 6.3742, 6.2473,
1476const G4double G4AtimaEnergyLossModel::m0[92]= {
14775.7273, 5.8347, 2.4993, 2.4339, 2.4512, 2.8697, 3.2125, 3.2913, 3.2962, 3.5771,
14783.6452, 3.6166, 3.6345, 3.2546, 2.9158, 2.6456, 2.9702, 2.9618, 2.9233, 3.0745,
14793.0517, 3.0302, 3.0163, 2.9896, 2.9796, 2.9632, 2.9502, 2.8430, 2.9044, 2.8652,
14803.1314, 3.3306, 3.4176, 3.4317, 3.4670, 3.4051, 3.4177, 3.4435, 3.4585, 3.4533,
14813.0930, 3.2549, 2.9738, 2.8707, 2.8633, 2.7239, 2.6899, 2.6772, 2.7144, 2.8576,
14822.9319, 3.0354, 2.7276, 2.7414, 2.8866, 2.8906, 2.8828, 2.8592, 2.7331, 2.7050,
14832.6674, 2.6403, 2.6245, 2.5977, 2.6056, 2.5849, 2.5726, 2.5573, 2.5469, 2.5141,
14842.5643, 2.6155, 2.7623, 2.8447, 2.8627, 2.9608, 2.9658, 3.0417, 3.1101, 3.0519,
14853.1450, 3.1608, 3.1671, 3.1830, 1.1111, 2.7409, 1.1111, 3.2454, 3.2683, 3.2610,
1490const G4double G4AtimaEnergyLossModel::del_0[92]= {
14910.0, 0.00, 0.14, 0.14, 0.14, 0.12, 0.00, 0.00, 0.00, 0.00,
14920.08, 0.08, 0.12, 0.14, 0.14, 0.14, 0.00, 0.00, 0.10, 0.14,
14930.10, 0.12, 0.14, 0.14, 0.14, 0.12, 0.12, 0.10, 0.08, 0.08,
14940.14, 0.14, 0.08, 0.10, 0.00, 0.00, 0.14, 0.14, 0.14, 0.14,
14950.14, 0.14, 0.14, 0.14, 0.14, 0.14, 0.14, 0.14, 0.14, 0.14,
14960.14, 0.14, 0.00, 0.00, 0.14, 0.14, 0.14, 0.14, 0.14, 0.14,
14970.14, 0.14, 0.14, 0.14, 0.14, 0.14, 0.14, 0.14, 0.14, 0.14,
14980.14, 0.14, 0.14, 0.14, 0.08, 0.10, 0.10, 0.12, 0.14, 0.14,
14990.14, 0.14, 0.14, 0.14, 0.00, 0.00, 0.00, 0.14, 0.14, 0.14,
G4double epsilon(G4double density, G4double temperature)
G4double G4Exp(G4double initial_x)
Exponential Function double precision.
G4double G4Log(G4double x)
G4GLOB_DLL std::ostream G4cout
void set(double x, double y, double z)
Hep3Vector & rotateUz(const Hep3Vector &)
virtual void flatArray(const int size, double *vect)=0
void CorrectionsAlongStep(const G4MaterialCutsCouple *, const G4DynamicParticle *, const G4double &, G4double &) override
G4double ComputeDEDXPerVolume(const G4Material *, const G4ParticleDefinition *, G4double kineticEnergy, G4double) override
G4double MaxSecondaryEnergy(const G4ParticleDefinition *, G4double kinEnergy) override
void SampleSecondaries(std::vector< G4DynamicParticle * > *, const G4MaterialCutsCouple *, const G4DynamicParticle *, G4double tmin, G4double maxEnergy) override
G4double GetChargeSquareRatio() const
G4double ComputeCrossSectionPerElectron(const G4ParticleDefinition *, G4double kineticEnergy, G4double cutEnergy, G4double maxEnergy)
G4AtimaEnergyLossModel(const G4ParticleDefinition *p=nullptr, const G4String &nam="Atima")
G4double CrossSectionPerVolume(const G4Material *, const G4ParticleDefinition *, G4double kineticEnergy, G4double cutEnergy, G4double maxEnergy) override
~G4AtimaEnergyLossModel() override
G4double MinEnergyCut(const G4ParticleDefinition *, const G4MaterialCutsCouple *couple) override
G4double GetParticleCharge(const G4ParticleDefinition *p, const G4Material *mat, G4double kineticEnergy) override
G4double ComputeCrossSectionPerAtom(const G4ParticleDefinition *, G4double kineticEnergy, G4double Z, G4double A, G4double cutEnergy, G4double maxEnergy) override
void Initialise(const G4ParticleDefinition *, const G4DataVector &) override
const G4ThreeVector & GetMomentumDirection() const
G4ParticleDefinition * GetDefinition() const
G4double GetKineticEnergy() const
G4ThreeVector GetMomentum() const
G4double GetTotalMomentum() const
static G4Electron * Electron()
G4double EffectiveChargeSquareRatio(const G4ParticleDefinition *, const G4Material *, G4double kineticEnergy)
G4double GetParticleCharge(const G4ParticleDefinition *, const G4Material *, G4double kineticEnergy)
G4double EffectiveChargeCorrection(const G4ParticleDefinition *, const G4Material *, G4double kineticEnergy)
G4double GetMeanExcitationEnergy() const
G4double GetZeffective() const
static G4LossTableManager * Instance()
G4EmCorrections * EmCorrections()
const G4Material * GetMaterial() const
G4double GetDensity() const
G4IonisParamMat * GetIonisation() const
G4double GetElectronDensity() const
G4double GetA27(G4int Z) const
static G4NistManager * Instance()
G4double GetAtomicMassAmu(const G4String &symb) const
void SetProposedKineticEnergy(G4double proposedKinEnergy)
void SetProposedMomentumDirection(const G4ThreeVector &dir)
G4double GetPDGMagneticMoment() const
G4double GetPDGMass() const
G4int GetLeptonNumber() const
G4double GetPDGCharge() const
const G4String & GetParticleName() const
G4double GetPDGSpin() const
static G4Pow * GetInstance()
G4double powA(G4double A, G4double y) const
G4double A23(G4double A) const
virtual G4ThreeVector & SampleDirection(const G4DynamicParticle *dp, G4double finalTotalEnergy, G4int Z, const G4Material *)=0
G4VEmAngularDistribution * GetAngularDistribution()
G4int SelectRandomAtomNumber(const G4Material *) const
void SetLowEnergyLimit(G4double)
void SetDeexcitationFlag(G4bool val)
void SetAngularDistribution(G4VEmAngularDistribution *)
G4bool UseAngularGeneratorFlag() const
G4ParticleChangeForLoss * GetParticleChangeForLoss()
G4double energy(const ThreeVector &p, const G4double m)