Thanks Very Much All of AAC for Helping me solving this Question
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Hi again,Thanks Very Much
I tried to solve it without taking node g and h into consideration but it gave me different Answers
How can it be solved by taking node A,B,C,D,E,F into consideration
Or to Rephrase
Should I consider a supernode at f and d and if yes what should be written
So it's necassary to have this equation?Hi,
Did you mean at f an g? You need this equation:
Vf-Vg=150
unless you want to totally ignore that source, but then that would not be the full nodal method anymore.
Hi,So it's necassary to have this equation?
WBahn pointed in post #39 that you only need to solve for Va, Vb and Ve (he said Vb, Ve, and Vd, but I think he meant Va rather than Vd)I tried to solve it without taking node g and h into consideration but it gave me different Answers
How can it be solved by taking node A,B,C,D,E,F into consideration
Or to Rephrase
Should I consider a supernode at f and d and if yes what should be written


Thanks Very MuchWBahn pointed in post #39 that you only need to solve for Va, Vb and Ve (he said Vb, Ve, and Vd, but I think he meant Va rather than Vd)
If you know Va, Vb and Ve you can easily obtain Vx, VΔ and IΔ.
So, solve for them like this:
View attachment 115712
View attachment 115716
Thanks Very Much
WBahn pointed in post #39 that you only need to solve for Va, Vb and Ve (he said Vb, Ve, and Vd, but I think he meant Va rather than Vd)
If you know Va, Vb and Ve you can easily obtain Vx, VΔ and IΔ.
So, solve for them like this:
View attachment 115712
Just out of curiosity if i intend to solve it using mesh what would Vx Be equal to and what tricks should i take care of.
View attachment 115716