photon use ext view -1 1 1 con temp x 1 fi;0.01 con temp y m fi;0.01 con temp z m fi;0.01 gr x 1 gr y m gr z m msg Press e to END enduse nowipe=t L($100) L(cls) xprtbegin expsol t ifrequ 2 facinc 1.01 facdec 0.9 facinc 1.02 facdec 0.6 xprtend text(Conduction In Cube; Expert TITLE mesg(The case-100 grid is made finer, and initial conditions non- mesg(uniform, so as to increase the difficulty of solution. mesg(The hot corner is eliminated, so that the solution is: TEMP=0. mesg(Press return to continue READVDU(NX,INT,:NX:) nx=10; xulast=1.0; ny=10; yvlast=1.0; nz=10; zwlast=1.0 l(unigrid) FIINIT(TEMP)=0.0 PATCH(XDIR,LINVLX,1,NX,1,NY,1,NZ,1,1); COVAL(XDIR,TEMP,1.0,1.0) PATCH(YDIR,LINVLY,1,NX,1,NY,1,NZ,1,1); COVAL(YDIR,TEMP,1.0,1.0) PATCH(ZDIR,LINVLZ,1,NX,1,NY,1,NY,1,1); COVAL(ZDIR,TEMP,1.0,1.0) INTEGER(IC1,IC2) IC1=NX/2+1; IC2=NX PATCH(CENTRAL,INIVAL,IC1,IC2,IC1,IC2,IC1,IC2,1,1) COVAL(CENTRAL,TEMP,0.0,10.0) **Corner at IX=IY=IZ=1 PATCH(COLD,CELL,1,1,1,1,1,1,1,1) **Fix temperature to zero COVAL(COLD,TEMP,1.E2,0.0) LSWEEP=1 HOT=SKIP ISOLX=0; ISOLY=0; ISOLZ=0; ISOLBK=0; ENDIT(TEMP)=-1.5 LITER(14)=-2000 EXPERT=T ** L(21), after nowipe=t, clears the screen NOWIPE=T L(CLs) SELREF=T; RESFAC=0.1 mesg(The residual-diminution cut-off criterion is in use mesg(resfac = :resfac: OK? If not, insert desired value READVDU(RESFAC,REAL,RESFAC) L(CLs) RESFAC mesg(The over-relaxation factor is :-endit(temp): mesgm(Ask EXPERT to choose best over-relaxation factor? (y/n) EXPERT=F READVDU(ANS,CHAR,N) IF(:ANS:.EQ.Y) THEN EXPERT = T mesg(EXPERT is switched ON ** the following settings are made to enable this case to be included in a multi-run, for which the "read-q1" data are not available IG(16)=2; IG(15)=10; RG(18)=1.02; RG(19)=0.6 MESG(IFREQU = :IG(16): IFRSTS = :IG(15): MESG(FACINC = :RG(18): FACDEC = :RG(19): ENDIF mesgm(or try the conjugate-gradient solver instead? (y/n) mesg(It will found to give an even better solution, ie smaller mesg(differences from the exact solution, in an even shorter time READVDU(ANS,CHAR,N) IF(:ANS:.EQ.Y) THEN CSG3=CNGR ENDIF Q1QUIT=T