| 1 |
edhill |
1.1 |
Nx=124; |
| 2 |
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Ny=Nx; |
| 3 |
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Heating = 2.0; |
| 4 |
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| 5 |
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Rbuoy=0.02; |
| 6 |
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Rheat=0.15; |
| 7 |
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a1=(Rbuoy-2.0*Rheat)/(4.0*Rbuoy*Rheat); |
| 8 |
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a2=1.0/(8.0*Rbuoy*Rheat); |
| 9 |
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delX=0.01; |
| 10 |
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iC=Nx/2; |
| 11 |
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jC=Ny/2; |
| 12 |
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for J=1:Ny |
| 13 |
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for I=1:Nx |
| 14 |
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iD = I-iC; |
| 15 |
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jD = J-jC; |
| 16 |
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rD = sqrt(iD*iD+jD*jD)*delX; |
| 17 |
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if ( rD < (Rheat-Rbuoy) ) |
| 18 |
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Heat(I,J) = Heating; |
| 19 |
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elseif (rD < (Rheat+Rbuoy)) |
| 20 |
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Rcool = rD - Rheat - Rbuoy; |
| 21 |
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Heat(I,J) = Heating*(a2*Rcool^(2.0)+a1*Rcool); |
| 22 |
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else |
| 23 |
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Heat(I,J) = 0; |
| 24 |
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end |
| 25 |
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end |
| 26 |
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end |
| 27 |
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figure |
| 28 |
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pcolor(Heat(:,:));axis square;colorbar;shading flat |
| 29 |
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figure |
| 30 |
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plot(Heat(:,Nx/2)) |