when i have a quarter region i wanna got a full region how can i do it?

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ljaseon
ljaseon le 11 Mai 2021
Modifié(e) : ljaseon le 11 Mai 2021
i have the code that only the quarter region that( +x,+y )area One quadrant
but change or add some code i wanna get full regrion likes (-x,+y,)(-x,-y,)(+x,y)region added
and wanna get a full region
how can i do it?
H=0.05;
NT= 100;
A=2.5; B=2.5; D=0.5; W=1.0;
ER=2.35;
EO=8.81E-12;
U=3.0E+8;
NX=A/H;
NY=B/H;
ND=D/H;
NW=W/H;
VD=100.0;
%CALCULATE CHARGE WITH AND WITHOUT DIELECTRIC
ERR=1.0;
for L=1:2
E1=EO;
E2=EO*ERR;
%INITIALIZATION
V=zeros(NX+2,NY+2);
%SET POTENTIAL ON INNER CONDUCTOR(FIXED NODES) EQUAL TO VD
V(2:NW+1,ND+2)=VD;
%CALCULATE POTENTIAL AT FREE NODES
P1=E1/(2*(E1+E2));
P2=E2/(2*(E1+E2));
for K=1:NT
for I=0:NX-1
for J=0:NY-1
if( (J==ND)&(I<=NW))
%do nothing
elseif(J==ND)
%IMPOSE BOUNDARY CONDITION AT THE INTERFACE
V(I+2,J+2)=0.25*(V(I+3,J+2)+V(I+1,J+2))+....
P1*V(I+2,J+3)+P2*V(I+2,J+1);
elseif(I==0)
%IMPOSE SYMMETRY CONDITION ALONG Y-AXIS
V(I+2,J+2)=(2*V(I+3,J+2)+V(I+2,J+3)+V(I+2,J+1))/4.0;
elseif(J==0)
%IMPOSE SYMMETRY CONDITION ALONG X-AXIS
V(I+2,J+2)=(V(I+3,J+2)+V(I+1,J+2)+2*V(I+2,J+3))/4.0
else
V(I+2,J+2)=(V(I+3,J+2)+V(I+1,J+2)+V(I+2,J+3)+V(I+2,J+1))/4.0;
end
end
end
%Animation of calculation
figure(1),surf(V),colorbar
drawnow
end
  2 commentaires
KSSV
KSSV le 11 Mai 2021
Shw us your +x and +y....what are they vectors or matrices? It is straight forward....Just multiply by signs as you have shown.
ljaseon
ljaseon le 11 Mai 2021
I uploaded my code again sorry
+x +y means in the area that first quarter region that (+x,+y) region sorry to confusing And what i wanna is to full region likes add more (-x,+y) ,(-x,-y),(+x,-y) region
If you can see my code again i thinks i am very thanks you !

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