The Supermesh Shortcut You Need
2:05
The Supermesh Shortcut You Need
2.5K views6 months ago
YouTubeCircuitBread
3 Mesh Currents Solved Fast: I1=12.63mA, I2=14.91mA, I3=-2.28mA
0:16
3 Mesh Currents Solved Fast: I1=12.63mA, I2=14.91mA, I3=-2.28mA
1.3K views5 months ago
YouTubeElectrical Engineering XYZ
Find the power delivered by the 2 A current source in this circuit. Normally, I would suggest using the mesh current method (mesh analysis) to solve this problem, but here I present the source transformation method. The reason I opted for this technique is that it sheds light on a very important point in circuit analysis: whenever you simplify or transform a circuit, it helps a great deal to make sure that any labelled quantities would still be intact — that is, you would still explicitly see th
3:00
Find the power delivered by the 2 A current source in this circuit. Normally, I would suggest using the mesh current method (mesh analysis) to solve this problem, but here I present the source transformation method. The reason I opted for this technique is that it sheds light on a very important point in circuit analysis: whenever you simplify or transform a circuit, it helps a great deal to make sure that any labelled quantities would still be intact — that is, you would still explicitly see th
47.1K viewsSep 13, 2025
FacebookElectricalMath
You are overcomplicating mesh equations and this Short proves it
2:49
You are overcomplicating mesh equations and this Short proves it
1K views6 months ago
YouTubeAnuprita Mishra's Electrical Engineering
Using mesh analysis, let’s find the labelled current in this RLC circuit fed by two sinusoidal voltages sources. We’ll first convert the circuit to its frequency domain equivalent by finding the impedances of the resistor, capacitor, and inductor as well as the phasor forms of the sources. Then, we’ll apply Kirchhoff’s voltage law (KVL) to the two meshes to solve for the phasor expression of the unknown current. Finally, we convert back to time domain to get the sinusoidal form of the target cur
7:18
Using mesh analysis, let’s find the labelled current in this RLC circuit fed by two sinusoidal voltages sources. We’ll first convert the circuit to its frequency domain equivalent by finding the impedances of the resistor, capacitor, and inductor as well as the phasor forms of the sources. Then, we’ll apply Kirchhoff’s voltage law (KVL) to the two meshes to solve for the phasor expression of the unknown current. Finally, we convert back to time domain to get the sinusoidal form of the target cur
29.8K views8 months ago
FacebookElectricalMath
Mesh Analysis with Current Source ⚡ (Easy Method in 90 Seconds)
1:40
Mesh Analysis with Current Source ⚡ (Easy Method in 90 Seconds)
53 views7 months ago
YouTubeStep by Step Tech Lab
Current source in mesh analysis — the fast method GATE toppers use
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Current source in mesh analysis — the fast method GATE toppers use
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Solve Mesh Equations in Seconds #electrical #electricalengineering #circuits
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Applying Source Transformation to Find the Power Delivered by a Current Source #electrical
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What is Super Mesh in Circuit Analysis? #allaboutelectronics
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