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前几天发贴询问热屈曲问题,前两天自己苦思冥想总算解决了薄板的热屈曲临界温度,与解析值相吻合,喜忧参半,喜的是此法可通,忧的是有限元也是基于线弹性理论得出来的临界温度,是分支点失稳。我所关心的是极值点失稳,得到非线性屈曲强度,要得到载荷和位移的曲线,可这条曲线却得不出来。命令流如下:
/FILNAME,BUCKSHELL63111122222
/TITLE,QUQU
/PREP7
ET,1,SHELL181
R,1,0.002
MP,EX,1,2.1E11
MP,PRXY,1,0.3
MP,DENS,1,7800
MP,KXX,1,70
MP,ALPX,1,3E-6
mp,reft,1,0
RECTNG,0,0.25,0,0.35
LESIZE,ALL,0.01
AMESH,ALL
LSEL,ALL
NSLL,S,1
D,ALL,UX
D,ALL,UY
D,ALL,UZ
ALLSEL,ALL
BF,ALL,temp,1
finish
/solu
antype,0
PSTRES, ON
EQSLV,SPAR
SOLVE
FINISH
/SOLU
ANTYPE,1
BUCOPT,LANB,5,0,0
MXPAND,5,0,0,1,0.001
SOLVE
FINISH
/CONFIG,NRES,100
/PREP7
UPGEOM,0.01,1,1,'BUCKSHELL63111122222','RST'
tb,biso,1,1,2
tbdata,,4e8,0,,,,
/SOLU
ANTYPE,0
NLGEOM,1
sstif,on
BF,ALL,TEMP,500
NSUBST,200
ARCLEN,ON
arctrm,u,0.05,,Uz
SOLVE
需要得到513节点的载荷-位移曲线,应如何做,位移为z向,force为x向
谢谢各位指点 |