📄 elastic.for
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* ELASTIC.FOR
*
SUBROUTINE ELASTIC
*
*--generates the post-collision velocity components
*
INCLUDE 'dsmc0.h'
COMMON /ELAST / VRC(3),VRR,VR,L,M,LS,MS,CVR,MM,NN,N
*
DIMENSION VRCP(3),VCCM(3)
*--VRCP(3) are the post-collision components of the relative velocity
*--VCCM(3) are the components of the centre of mass velocity
*
RML=SPM(5,LS,MS)/SP(5,MS)
RMM=SPM(5,LS,MS)/SP(5,LS)
DO 100 K=1,3
VCCM(K)=RML*PV(K,L)+RMM*PV(K,M)
100 CONTINUE
*--VCCM defines the components of the centre-of-mass velocity (eqn 2.1)
IF (ABS(SPM(4,LS,MS)-1.).LT.1.E-3) THEN
*--use the VHS logic
B=2.*RF(0)-1.
*--B is the cosine of a random elevation angle
A=SQRT(1.-B*B)
VRCP(1)=B*VR
C=2.*PI*RF(0)
*--C is a random azimuth angle
VRCP(2)=A*COS(C)*VR
VRCP(3)=A*SIN(C)*VR
ELSE
*--use the VSS logic
B=2.*(RF(0)**SPM(4,LS,MS))-1.
*--B is the cosine of the deflection angle for the VSS model (eqn (11.8)
A=SQRT(1.-B*B)
C=2.*PI*RF(0)
OC=COS(C)
SC=SIN(C)
D=SQRT(VRC(2)**2+VRC(3)**2)
IF (D.GT.1.E-6) THEN
VRCP(1)=B*VRC(1)+A*SC*D
VRCP(2)=B*VRC(2)+A*(VR*VRC(3)*OC-VRC(1)*VRC(2)*SC)/D
VRCP(3)=B*VRC(3)-A*(VR*VRC(2)*OC+VRC(1)*VRC(3)*SC)/D
ELSE
VRCP(1)=B*VRC(1)
VRCP(2)=A*OC*VRC(1)
VRCP(3)=A*SC*VRC(1)
END IF
*--the post-collision rel. velocity components are based on eqn (2.22)
END IF
*--VRCP(1 to 3) are the components of the post-collision relative vel.
DO 200 K=1,3
PV(K,L)=VCCM(K)+VRCP(K)*RMM
PV(K,M)=VCCM(K)-VRCP(K)*RML
200 CONTINUE
RETURN
END
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