breva1
C BREVA1 SOURCE AM 11/12/19 21:15:00 7227 C----------------------------------------------------------------------- C C DRIVER OF THE BILINEAR PLASTIC BENDING MODEL C C INPUT: C C SIG0 INITIAL GENERALIZED STRESS C DEPST INCREMENT OF GENERALIZED STRAIN C XMAT MATERIAL CHARACTERISTICS C XCAR GEOMETRIC CHARACTERISTICS C VAR0 INITIAL INTERNAL VARIABLE C C OUTPUT: C C SIGF FINAL GENERALIZED STRESS C VARF FINAL INTERNAL VARIABLE C DEFP INCREMENT OF PLASTIC DEFORMATION C C GENERALIZED STRESS (.=0 OR F): C C MOMY = SIG.(5) C C MATERIAL CHARACTERISTICS: C C E = XMAT(1) ELASTIC YOUNG MODULUS C NU = XMAT(2) POISSON RATIO C ETAN = XMAT(5) PLASTIC MODULUS C YIEF = XMAT(6) YIELDING FORCE C C GEOMETRIC CHARACTERISTICS: C C INRX = XCAR(1) X-INERTIAL TORSION C INRY = XCAR(2) Y-INERTIAL BENDING <----- C INRZ = XCAR(3) Z-INERTIAL BENDING C SECT = XCAR(4) SECTION C SRDY = XCAR(5) TRANSVERSE SHEAR'S REDUCED SECTION C SRDZ = XCAR(6) TRANSVERSE SHEAR'S REDUCED SECTION C C INTERNAL VARIABLE (.=0 OR F): C C EPSE = VAR.(1) CUMULATED PLASTIC AXIAL STRAIN C EITA = VAR.(2) TANGENT X-AXIAL STIFFNESS C MOEY = VAR.(3) ELASTIC AXIAL FORCE C EPSX = VAR.(4) AXIAL STRAIN C IMPLICIT INTEGER(I-N) IMPLICIT REAL*8(A-H,O-Z) -INC PPARAM -INC CCOPTIO C DIMENSION SIG0(*),DEPST(*),VAR0(*),XMAT(*),XCAR(*), . SIGF(*),VARF(*) ,DEFP(*) C C----------------------------------------------------------------------- C C ELASTIC STRESS INCREMENT FOR ALL STRESS COMPONENT EXCEPT EFFX C CISA=0.5D0*XMAT(1)/(1.D0+XMAT(2)) SIGF(2)=SIG0(2) + CISA*XCAR(5)*DEPST(2) SIGF(3)=SIG0(3) + CISA*XCAR(6)*DEPST(3) SIGF(4)=SIG0(4) + CISA*XCAR(1)*DEPST(4) SIGF(5)=SIG0(5) + XMAT(1)*XCAR(2)*DEPST(5) SIGF(6)=SIG0(6) + XMAT(1)*XCAR(3)*DEPST(6) C C ELASTIC AND PLASTIC AXIAL STIFFNESS C EA = XMAT(1)*XCAR(4) ETA = XMAT(5)*XCAR(4) C C C AXIAL STRAIN INCREMENT C DEPSX = DEPST(1) C C CALL TO THE SCALAR BILINEAR PLASTIC MODEL COMPUTING MOMY C FEP0 = SIG0(1) - VAR0(3) FE0 = VAR0(3) > FE0,FEP0,SIGF(1),DEPSE) C C FINAL INTERNAL VARIABLE C VARF(1)=VAR0(1)+DEPSE VARF(3)=FE0 VARF(4)=VAR0(4)+DEPSX C C PLASTIC DEFORMATION INCREMENT C DEFP(1) = DEPSE DEFP(2) = 0.D0 DEFP(3) = 0.D0 DEFP(4) = 0.D0 DEFP(5) = 0.D0 DEFP(6) = 0.D0 RETURN END
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