next up previous contents
Next: OUTPUT Up: Steady-state analysis of a Previous: Triangles, BEAM4T1

INPUT

...xrm2.........beam4t1.I1
;  NELEM NNOD ITED 0 NGD 0 KPER NPER 0  KSS
IP   8    27    4  0  3  0   0    0  0  -1
;  CRIT SCALE THDEF   XL  XU    YL    YU    ZL   ZU  ALPHA
RP 1.01   1   0.01  -0.1 1.1 -0.001 0.021    0    0    0
XY N 1:10 X 2*0 2*0.25 2*0.5 2*0.75 2*1
          Y 5*(0 0.02)
EL E 1:8 N =P 1 3 2 =P =Q 12 13 11 =Q =R 3 4 2 =R =S 15 14 13 =S
           =2P =4Q =2R =4S =4P =8Q =4R =8S =6P =12Q =6R =12S
EN
EN
...xrpd.........beam4t1.IB
;  KREST 0 KOUT INT3 NSAX NSTEPX KSU
IP   1   0   2    0   10     0    1
;  0   ERAL  EDIF   0    0 PIVOT PENALTY
RP 0  1.E-5   0.1    0    0   0     0

;              material and boundary conditions
MP 1 T 1 V  20   0
IV 1 T 5 V      0 0.1
SV 1 T 1 I 1 V 30  10 V 2*-20    ; x=0,  To = -20 C
SV 2 T 1 I 1 V 30  10 V 2*25     ; x=1m, To =  25 C

;                 control section
;          KAPPR  
AV 1 T 6 N   1    0  0  V 4*0

;                 initial estimate
GV 1 T 1 V 27*25
;********************************************
AS 1 /M 1/A 1/G 1
     /S 1 E 1 S 3
     /S 2 E 8 S 1
EN
EN