OpenRadioss 2025.1.11
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dtnodamp.F File Reference
#include "implicit_f.inc"
#include "comlock.inc"
#include "com01_c.inc"
#include "com04_c.inc"
#include "scr18_c.inc"
#include "com08_c.inc"
#include "param_c.inc"

Go to the source code of this file.

Functions/Subroutines

subroutine dtnodamp (itab, ms, in, stifn, stifr, dt2t, weight, igrnod, dampr, istop, i_damp_rdof_tab, icontact, ixc, x)

Function/Subroutine Documentation

◆ dtnodamp()

subroutine dtnodamp ( integer, dimension(*) itab,
ms,
in,
stifn,
stifr,
dt2t,
integer, dimension(*) weight,
type (group_), dimension(ngrnod) igrnod,
dampr,
integer istop,
integer, dimension(*) i_damp_rdof_tab,
integer, dimension(*) icontact,
integer, dimension(nixc,*) ixc,
x )

Definition at line 31 of file dtnodamp.F.

34C-----------------------------------------------
35C M o d u l e s
36C-----------------------------------------------
37 USE groupdef_mod
38 use element_mod , only : nixc
39C-----------------------------------------------
40C I m p l i c i t T y p e s
41C-----------------------------------------------
42#include "implicit_f.inc"
43#include "comlock.inc"
44C-----------------------------------------------
45C C o m m o n B l o c k s
46C-----------------------------------------------
47#include "com01_c.inc"
48#include "com04_c.inc"
49#include "scr18_c.inc"
50#include "com08_c.inc"
51#include "param_c.inc"
52C-----------------------------------------------------------------
53C D u m m y A r g u m e n t s
54C-----------------------------------------------
55 INTEGER ITAB(*),WEIGHT(*),ISTOP,
56 . I_DAMP_RDOF_TAB(*),ICONTACT(*),IXC(NIXC,*)
57C REAL
58 my_real dt2t, stifn(*), stifr(*),
59 . ms(*) ,in(*) ,dampr(nrdamp,*),x(3,*)
60C-----------------------------------------------
61 TYPE (GROUP_) , DIMENSION(NGRNOD) :: IGRNOD
62C-----------------------------------------------
63C L o c a l V a r i a b l e s
64C-----------------------------------------------
65 INTEGER N,I,J,ISK,IGR,ND,K,L,LL
66 my_real factb,dampbr,dampar,d_tstart,d_tstop,dampt,
67 . dt2n(numnod),bb,coeff,dt_cible,eta,beta,
68 . alpha,dampa0
69C----------------------------------------------------------
70
71C--------> TAG of elements
72 DO nd=1,ndamp
73 IF (dampr(20,nd)>0) THEN
74 DO i=1,numelc
75 DO j=1,4
76 k=ixc(j+1,i)
77 IF (icontact(k)==1) THEN
78 DO l=1,4
79 ll = ixc(l+1,i)
80 IF (ll/=k) THEN
81 i_damp_rdof_tab(ll) = dampr(19,nd)
82 ENDIF
83 END DO
84 ENDIF
85 ENDDO
86 ENDDO
87 ENDIF
88 ENDDO
89
90 DO nd=1,ndamp
91C-------->
92 IF (ncycle==0) THEN
93 alpha = dtmin1(11)/dtfac1(11)
94 IF (alpha>0) THEN
95 dampa0=max(dampr(9,nd),dampr(11,nd),dampr(13,nd))
96 dampr(9,nd)=min(dampr(9,nd),1/alpha)
97 dampr(11,nd)=min(dampr(11,nd),1/alpha)
98 dampr(13,nd)=min(dampr(13,nd),1/alpha)
99 dampar=max(dampr(9,nd),dampr(11,nd),dampr(13,nd))
100 IF (dampa0/=dampar) THEN
101 print *,"WARNING ALPHA reduced to",1/alpha
102 ENDIF
103 ENDIF
104 ENDIF
105C-------->
106 igr = nint(dampr(2,nd))
107 isk = nint(dampr(15,nd))
108 factb = one
109 d_tstart = dampr(17,nd)
110 d_tstop = dampr(18,nd)
111 IF (tt>=d_tstart .AND. tt<=d_tstop) THEN
112 dampar = max(dampr(9,nd),dampr(11,nd),dampr(13,nd))
113 dampbr = max(dampr(10,nd),dampr(12,nd),dampr(14,nd))
114C-------->
115 DO i=1,igrnod(igr)%NENTITY
116 n=igrnod(igr)%ENTITY(i)
117 IF(stifr(n)<=zero)THEN
118 istop=-itab(n)
119 ELSEIF(in(n)>zero)THEN
120 dt2n(n)=dtfac1(11)*sqrt(two*in(n)/stifr(n))
121 ENDIF
122 ENDDO
123C-------->
124 DO i=1,igrnod(igr)%NENTITY
125 n=igrnod(igr)%ENTITY(i)
126 dampt = min(dt1,dt2n(n))*factb
127 beta = min(dampbr,dampt)
128 alpha = dampar
129 bb = beta+half*half*alpha*dt2n(n)*dt2n(n)
130 eta = sqrt(bb*bb + dt2n(n)*dt2n(n)) - bb
131 IF (idtmin(11)==3) THEN
132 dt_cible = eta+0*max(eta,dtmin1(11))
133 ELSE
134 dt_cible = eta
135 ENDIF
136 coeff = (one+(2*beta/dt_cible))/((1-half*alpha*dt_cible))
137 IF (dampr(19,nd)/=0) THEN
138 IF ((i_damp_rdof_tab(n)+icontact(n))/=0) THEN
139 stifr(n) = stifr(n)*coeff
140 ENDIF
141 ENDIF
142 ENDDO
143C-------->
144 ENDIF
145
146 END DO
147
148C
149 RETURN
#define my_real
Definition cppsort.cpp:32
#define alpha
Definition eval.h:35
#define min(a, b)
Definition macros.h:20
#define max(a, b)
Definition macros.h:21