Using Nodal Analysis to determine current in a resistor

AI Thread Summary
The discussion focuses on using nodal analysis to determine current in a resistor, emphasizing the importance of correctly applying the method instead of relying on loop analysis. The user encountered difficulties when trying to eliminate current variables, resulting in simultaneous equations that did not yield a solution. They were advised to write node equations based solely on node potentials rather than introducing current variables. The conversation highlights the distinction between nodal analysis and Kirchhoff's Voltage Law (KVL) methods. Proper application of nodal analysis is crucial for accurate results in circuit analysis.
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Homework Statement


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Homework Equations


##V = IR##
##\sum_{k = 0}^{n} I_k = 0##

The Attempt at a Solution


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I set the bottom node as the reference node and worked from there to find the three equations for the loop. When I try to eliminate ##I_4## by using ##I_4 = I_2 - I_3## I run into a problem were both ##I_2## and ##I_3## scale equally are both eliminated from the simultaneous equation. I tried manipulating ##I_1## to solve it but got the wrong answer. Any help would be appreciated as I am new to nodal analysis.
 
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You're doing loop analysis (KVL) but they want you to use nodal or source transforms.

Can you write node equations using the given component values? The only variables you should introduce are the node potentials. No current variables!
 

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