Thevenin Equivilant help

Thread Starter

Boboulas

Joined Dec 12, 2010
5

Please see attached i need to work out the equivilant thevenin circuit to the left of AB

what is the process for thevenin when you have two voltages like this?

i have already worked out the resistance = 1.62Ω

any help would be appreciated

http://yfrog.com/5xtheveninj
 
Last edited:

tyblu

Joined Nov 29, 2010
199
Thevenin voltage is the open circuit output voltage, which is how it's already setup, so simply calculate the voltage from A to B. One way is to use superposition: short source #2 and calculate \(V_{\small{AB,1}}\) using only source #1, then short source #1 and calculate \(V_{\small{AB,2}}\) using source #2, and finally add the two together to get \(V_{\small{Thevenin}} = V_{\small{AB,1}}+V_{\small{AB,2}}\).
 

Thread Starter

Boboulas

Joined Dec 12, 2010
5
So therefore:
4V VAB1= 5/8*4=2.5V
6V VAB2= 5/17*6=1.764V

VT = VAB1 + VAB2
VT = 2.5V + 1.764
VT = 4.264V

Is this correct?
 

Thread Starter

Boboulas

Joined Dec 12, 2010
5
For 6V = (12//5) / (3 + 12//5) * 6 = 3.243

therefore

3.243 + - 0.540 = 2.703 V

is this correct? am i getting any closer to grasping this?
 

Jony130

Joined Feb 17, 2009
5,488
For 6V = (12//5) / (3 + 12//5) * 6 = 3.243

therefore

3.243 + - 0.540 = 2.703 V

is this correct? am i getting any closer to grasping this?
You are very close to get the right answer.
In your diagram all voltage source have positive terminal point toward point B.
So this mean that voltage on point B has
higher potential than point A

So correct answer will be ??
 
Last edited:

Thread Starter

Boboulas

Joined Dec 12, 2010
5
does that mean it will just be a negative result?

Therefore: revised:

For 6V = (12//5) / (3 + 12//5) * -6 = -3.243

therefore

-3.243 + - 0.540 = -3.783 V
 
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