Demonstrative Video
Problem-1
Using Nodal analysis, determine \(i_\phi\) ?
Solution-1
Problem-2
Using Nodal analysis, determine \(i_\phi\) ?
Solution-2
- \[\begin{aligned} \dfrac{V_1-20}{2}+\dfrac{V_1}{20}+\dfrac{V_1-V_2}{5} & = 0 \\ \dfrac{V_2-V_1}{5}+\dfrac{V_2}{10}+\dfrac{V_2-8i_\phi}{2}&=0\\ i_\phi & = \dfrac{V_1-V_2}{5} \end{aligned}\]Equations:
Problem-3
Determine \(i_B\) ?
Solution-3
Problem-4
Determine current flow through 6 V source?
Solution-4
- \[\dfrac{V_{1}-24}{150}+\dfrac{V_{1}}{100}+\dfrac{V_{2}}{75}-0.1=0\]Super-node equations:
- \[V_{1}+6-V_{2}=0\]Constraint equation
Problem-5
Determine \(V_a\) and \(V_b\) ?
Solution-5
Problem-6
Determine \(V_1\) and \(V_2\) ?
Solution-6
