How to Determine the voltage polarity of inductor in a circuit?

AI Thread Summary
The voltage polarity across an inductor is the same as that across a capacitor when they are in parallel, as they share the same voltage. In a circuit with an inductor, capacitor, and resistor, the voltage polarity across the inductor can be determined by the direction of current flow, which is influenced by the charged capacitor. The sum of the voltages around the circuit must equal zero, leading to the equation VC + VL + VR = 0. Redrawing the circuit can clarify the relationships between components and their polarities. Ultimately, energy flows from the capacitor through the inductor to the resistor, where it is dissipated as heat.
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The Voltage polarity across the inductor is same as that across the capacitor since both are in parallel and the voltage across them must be same.
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But when Inductor, capacitor and resistor are connected as shown in the second figure what would be the voltage polarity across the inductor and why? (right end of inductor 'r'=+ve or -ve?)
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The sum of the voltages around the circuit must be zero.
The battery causes a current to flow, the direction of flow sets the polarity of the components.
 
I've indicated The direction of current in second figure(Is it correct?). The current is due to charged capacitor(you can see the charge on the capacitor is Q). So what voltage equation would you write?
 
Your circuit diagram is confusing you. Redraw the diagram with the capacitor on the left (with positive terminal up), the resistor on the right and the inductor at the top. The bottom line is a reference voltage.

Energy from the capacitor on the left flows through the inductor to the resistor on the right where it is dissipated as heat.

Measuring around the circuit, VC + VL + VR = 0
 
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