Part 4. Non-BFC examples

CONTENTS

1. Case 1. Cartesian grid, regions

2. Case 2. Polar grid, regions

3. Case 3. Cartesian grid, objects

4. Case 4. Time step distribution

   Case 1 Cartesian grid, regions

   
   NREGX=2
   IREGX=1;GRDPWR(X,4,2.0,1.0)
   IREGX=2;GRDPWR(X,5,1.5,1.0)
   
   NREGY=3
   IREGY=1;GRDPWR(Y,2,3.0,1.0)
   IREGY=2;GRDPWR(Y,5,3.0,1.5)
   IREGY=3;GRDPWR(Y,3,1.0,1.0)
   

   Fig d50
   

   Case 2 Polar grid, regions

   
   CARTES=F;RINNER=2
   
   NREGX=2
   IREGX=1;GRDPWR(X,4,2.0,1.0)
   IREGX=2;GRDPWR(X,5,1.5,1.0)
   
   NREGY=3
   IREGY=1;GRDPWR(Y,2,3.0,1.0)
   IREGY=2;GRDPWR(Y,5,3.0,1.5)
   IREGY=3;GRDPWR(Y,3,1.0,1.0)
   

   Fig d51
   

   Case 3 Cartesian grid, objects

   
   RSET(D,TEST,.5,2.,3.,1,0)
   RSET(B,BLK,.2,.5,1.,.3,.4,.4,15,0)
   RSET(B,INL,0.,0.,0.,.5,1.,0.,6,0)
   RSET(B,OUT,0.,1.5,3.,.5,.5,0.,10,0)
   RSET(M,10,10,10)
   RSET(V,2)
   
   GVIEW(P)
   GGRID(I,1,1,NY+1,1,NZ+1,1,0)
   GGRID(J,1,1,NX+1,1,NZ+1,1,0)
   GGRID(K,1,1,NX+1,1,NY+1,1,0)
   GDRAW
   

   Fig d52
   

   Case 4: time-step specification

   
   STEADY=F
   
   RSET(U,0.0,10.0,20)
   RSET(T,L,0,3.0)
   RSET(T,1,10,1.0)
   RSET(T,2,10,2.0)
   
   PTIME(1,LSTEP+1,1,0)
   GDRAW
   

   Fig d53
   

   JJS