Windows: DEMO_XY.exe 15 Linux: ./DEMO_XY.run 15
Problem taught in secondary school (derivation from Gauss law). This time program has solved Laplace equation for analogous electrode distribution.
Each pixel represents one mesh point.
colour white - vacuum colour red - outer electrode 1 (U = +0.0 [V]) colour green - inner electrode 2 (U = +1.0 [V])
mesh size: number of rows == 401 number of columns == 401 x == -200.0 ... +200.0 [mm] y == -200.0 ... +200.0 [mm] number of iterations >>> SUCCESS - solution V(x,y) has been found after 71149 iterations electrode 1 boundary == +1 voltage == +450.0 [V] x_center == +0.0 [mm] y_center == +0.0 [mm] radius >= +190.0 [mm] electrode 2 boundary == +2 voltage == +1.0 [V] x_center == +0.0 [mm] y_center == +0.0 [mm] radius <= +20.0 [mm] computation accuracy: eps == 1.0E-9 [V]
Important: determinig of exact values of E near electrode surface is generally problematic. These maps have generally illustrative character.
Important: determinig of exact values of E near electrode surface is generally problematic. These maps have generally illustrative character.
algorihm of computation: E = sqrt(E_x*E_x + E_y*E_y)
Important: determinig of exact values of E near electrode surface is generally problematic. These maps have generally illustrative character.
algorithm of computation: E*E = E_x*E_x + E_y*E_y
Important: determinig of exact values of E near electrode surface is generally problematic. These maps have generally illustrative character.
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