69 G4double gmo2 = (gamma - 1.)*(gamma - 1.);
71 G4double pref = gamma2*re2/(gmo2*(gamma + 1.0));
78 G4bool polarized=(!pol0.IsZero())||(!pol1.IsZero());
80 if (flag==0) polarized=
false;
84 phi0+= ((1. - 2.*gamma)/gamma2)*(1./e + 1./(1.-e));
85 phi0+= 1./(e*e) + 1./((1. - e)*(1. - e));
90 if (flag<=1) usephi=0.;
94 G4double xx = (gamma - f*e*gmo*(3. + gamma))/(4.*f*e*gamma2);
95 G4double yy = (-1. + f*e*gmo2 + 2.*gamma)/(4.*f*e*gamma2);
96 G4double zz = (-(e*gmo*(3. + gamma)) + e2*gmo*(3. + gamma) +
97 gamma*(-1. + 2.*gamma))/(4.*f*e*gamma2);
99 phi0 += xx*pol0.x()*pol1.x() + yy*pol0.y()*pol1.y() + zz*pol0.z()*pol1.z();
104 G4double xz = -((-1. + 2.*e)*gmo)/(2.*sqrttwo*gamma2*
105 std::sqrt(-((f*e)/gpo)));
108 G4double zx = -((-1. + 2.*e)*gmo)/(2.*sqrttwo*gamma2*
109 std::sqrt(-((f*e)/gpo)));
111 phi0+=yx*pol0.y()*pol1.x() + xy*pol0.x()*pol1.y();
112 phi0+=zx*pol0.z()*pol1.x() + xz*pol0.x()*pol1.z();
113 phi0+=zy*pol0.z()*pol1.y() + yz*pol0.y()*pol1.z();
126 if (!pol0.IsZero()) {
127 G4double xxP1K1 = (std::sqrt(gpo/(1. + e2*gmo + gamma - 2.*e*gamma))*
128 (gamma - e*gpo))/(4.*e2*gamma);
130 G4double xzP1K1 = (-1. + 2.*e*gamma)/(2.*sqrttwo*f*gamma*
131 std::sqrt(e*e2*(1. + e + gamma - e*gamma)));
133 G4double yyP1K1 = (-gamma2 + e*(-1. + gamma*(2. + gamma)))/(4.*f*e2*gamma2);
135 G4double zxP1K1 = (1. + 2.*e2*gmo - 2.*e*gamma)/(2.*sqrttwo*f*e*gamma*
136 std::sqrt(e*(1. + e + gamma - e*gamma)));
138 G4double zzP1K1 = (-gamma + e*(1. - 2.*e*gmo + gamma))/(4.*f*e2*gamma*
139 std::sqrt(1. - (2.*e)/(f*gpo)));
140 phi2[0] += xxP1K1*pol0.
x() + xyP1K1*pol0.y() + xzP1K1*pol0.z();
141 phi2[1] += yxP1K1*pol0.
x() + yyP1K1*pol0.y() + yzP1K1*pol0.z();
142 phi2[2] += zxP1K1*pol0.
x() + zyP1K1*pol0.y() + zzP1K1*pol0.z();
145 if (!pol1.IsZero()) {
146 G4double xxP1K2 = ((1. + e*(-3. + gamma))*std::sqrt(gpo/(1. + e2*gmo + gamma -
147 2.*e*gamma)))/(4.*f*e*gamma);
149 G4double xzP1K2 = (-2. + 2.*e + gamma)/(2.*sqrttwo*f2*gamma*
150 std::sqrt(e*(1. + e + gamma - e*gamma)));
152 G4double yyP1K2 = (1. - 2.*gamma + e*(-1. + gamma*(2. + gamma)))/(4.*f2*e*gamma2);
154 G4double zxP1K2 = (2.*e*(1. + e*gmo - 2.*gamma) + gamma)/(2.*sqrttwo*f2*gamma*
155 std::sqrt(e*(1. + e + gamma - e*gamma)));
157 G4double zzP1K2 = (1. - 2.*gamma + e*(-1. - 2.*e*gmo + 3.*gamma))/
158 (4.*f2*e*gamma*std::sqrt(1. - (2.*e)/(f*gpo)));
159 phi2[0] += xxP1K2*pol1.
x() + xyP1K2*pol1.y() + xzP1K2*pol1.z();
160 phi2[1] += yxP1K2*pol1.
x() + yyP1K2*pol1.y() + yzP1K2*pol1.z();
161 phi2[2] += zxP1K2*pol1.
x() + zyP1K2*pol1.y() + zzP1K2*pol1.z();
168 if (!pol0.IsZero()) {
171 G4double xxP2K1 = (-1. + e + e*gamma)/(4.*f2*gamma*
172 std::sqrt((e*(2. + e*gmo))/gpo));
174 G4double xzP2K1 = -((1. + 2.*f*gamma)*std::sqrt(f/(-2. + e - e*gamma)))/
175 (2.*sqrttwo*f2*e*gamma);
177 G4double yyP2K1 = (1. - 2.*gamma + e*(-1. + gamma*(2. + gamma)))/(4.*f2*e*gamma2);
179 G4double zxP2K1 = (1. + 2.*e*(-2. + e + gamma - e*gamma))/(2.*sqrttwo*f*e*
180 std::sqrt(-(f*(2. + e*gmo)))*gamma);
182 G4double zzP2K1 = (std::sqrt((e*gpo)/(2. + e*gmo))*
183 (-3. + e*(5. + 2.*e*gmo - 3.*gamma) + 2.*gamma))/(4.*f2*e*gamma);
185 phi3[0] += xxP2K1*pol0.
x() + xyP2K1*pol0.y() + xzP2K1*pol0.z();
186 phi3[1] += yxP2K1*pol0.
x() + yyP2K1*pol0.y() + yzP2K1*pol0.z();
187 phi3[2] += zxP2K1*pol0.
x() + zyP2K1*pol0.y() + zzP2K1*pol0.z();
190 if (!pol1.IsZero()) {
192 G4double xxP2K2 = (-2. - e*(-3. + gamma) + gamma)/
193 (4.*f*e*gamma* std::sqrt((e*(2. + e*gmo))/gpo));
195 G4double xzP2K2 = ((-2.*e + gamma)*std::sqrt(f/(-2. + e - e*gamma)))/
196 (2.*sqrttwo*f*e2*gamma);
198 G4double yyP2K2 = (-gamma2 + e*(-1. + gamma*(2. + gamma)))/(4.*f*e2*gamma2);
200 G4double zxP2K2 = (gamma + 2.*e*(-1. + e - e*gamma))/
201 (2.*sqrttwo*e2* std::sqrt(-(f*(2. + e*gmo)))*gamma);
203 G4double zzP2K2 = (std::sqrt((e*gpo)/(2. + e*gmo))*
204 (-2. + e*(3. + 2.*e*gmo - gamma) + gamma))/(4.*f*e2*gamma);
205 phi3[0] += xxP2K2*pol1.
x() + xyP2K2*pol1.y() + xzP2K2*pol1.z();
206 phi3[1] += yxP2K2*pol1.
x() + yyP2K2*pol1.y() + yzP2K2*pol1.z();
207 phi3[2] += zxP2K2*pol1.
x() + zyP2K2*pol1.y() + zzP2K2*pol1.z();
CLHEP::Hep3Vector G4ThreeVector