Want Matlab Code Algorithms V3 V Z Vi V2 Vam 1 Start 2 Define Variables Gd1m G1 G2 G3 Gd2m Q43821461
**I want MATLAB code for this algorithms** V3=V&z , VI-V2 = Vam [1] Start [2] Define variables Gd1m, G1, G2, G3, Gd2m, Vai”, Va2″, 1, iai”, id2″, Vam+1, Vaz”+1, 2, Is , limit, V1, V2, V3 [3] Initialize the variables. G1 = 1200, G2 = 1200, G3= 1000, I = 1, 1 = 1/0.026, 1, = 1x 10-3, limit = 0.001 [4] Assume values for Vai” and Vaz” [5] Calculate la and laz” using diode lequation. laim = Is(eaVai” – 1) and lazº = 15(eAV az” – 1) [6] Calculate Gd1m and Gd2m using equation Gd1m = 11; e^(vdim) And Gd2m = lle(vd2 m) [7] Set V3 =V_2″ V2 = Vaiº – Vi [8] Find voltages Vam+1, Vazm+1,v1 [9] Check the convergence If Vam+1 – Vam s limit and Va2m+1 – Vaz” < limit then move to step 9 Otherwise move to step 5 by setting m=m+1 and Vai” = Vai”+1, Va2 = Vaz” [10] Then out the voltages Vai”+1, Vazm+1 and V1 [11] Stop Start Define variables Gd1m, G1, G2, G3,Gd2, Val”, Va2″, I, idd2″Vam+1, V2+1, 2, Is, limit, V1, V2, V3 initialize variables G1 = 1200, G2 = 1200, G3= 1000. I = 1 1 = 1/0.026, l, = 1x 10-3, limit = 0.001 Set values for Va” and Vd2″ la” = 15(e^Vd.” – 1) and laz” = 1, (eaVaz” – 1) Gd1m = lise (vdim) and Gd2m = 11,e(vdzm) V3=Va2″, V2 = Va – Vi Find by solving matrix equation Vam+1 , Vazm+1, vi Vai” = Vam+1, Vaz” = Vazm+1 Vam+1 – Vai” s limit and –No m = m+1 Vazm+1 – Vam s limit Yes out the voltages Vam+1,Va2m+1 and V1 Stop ) G1+ Gd1m -Gdim 1 – (idi” – Ga” Vam+1) -Gdım Gd1m + G2 G2 idi- GamVam+1 0 -G2 G2+G3 +Gd2m -(ia2 – Gaz”Vazm+1) Show transcribed image text **I want MATLAB code for this algorithms** V3=V&z , VI-V2 = Vam [1] Start [2] Define variables Gd1m, G1, G2, G3, Gd2m, Vai”, Va2″, 1, iai”, id2″, Vam+1, Vaz”+1, 2, Is , limit, V1, V2, V3 [3] Initialize the variables. G1 = 1200, G2 = 1200, G3= 1000, I = 1, 1 = 1/0.026, 1, = 1x 10-3, limit = 0.001 [4] Assume values for Vai” and Vaz” [5] Calculate la and laz” using diode lequation. laim = Is(eaVai” – 1) and lazº = 15(eAV az” – 1) [6] Calculate Gd1m and Gd2m using equation Gd1m = 11; e^(vdim) And Gd2m = lle(vd2 m) [7] Set V3 =V_2″ V2 = Vaiº – Vi [8] Find voltages Vam+1, Vazm+1,v1 [9] Check the convergence If Vam+1 – Vam s limit and Va2m+1 – Vaz”
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