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First, don't call people "dear". I'm sure you meant well, but I don't think gneill is your boyfriend. Second, SAYING that you have done the Thevinin equivalent is meaningless. SHOW that you have done it.Anti Hydrogen said:that's correct dear; what i only do was find the thevenin equivalent circuit of that problem but after that i did not know what to do because of the voltage source. Sorry for my bad english
I said sorry for my english i hoped someone will understandphinds said:First, don't call people "dear". I'm sure you meant well, but I don't think gneill is your boyfriend. Second, SAYING that you have done the Thevinin equivalent is meaningless. SHOW that you have done it.
The magnitude of the ideal voltage source is not relevant to calculations of the time constant of the passive circuit.Anti Hydrogen said:what i only do was find the thevenin equivalent circuit of that problem but after that i did not know what to do because of the voltage source.
I definitely understand. I've worked in other countries with different local languages, so I can understand your position.Anti Hydrogen said:I said sorry for my english i hoped someone will understand
The time constant for an RC circuit is the amount of time it takes for the capacitor to charge to 63.2% of its maximum voltage or for the capacitor to discharge to 36.8% of its initial voltage.
The time constant can be calculated by multiplying the resistance (R) in ohms by the capacitance (C) in farads. The formula is: RC = R x C.
The time constant is important because it helps determine the behavior of the circuit. It can be used to calculate the charge and discharge rates of the capacitor, as well as the overall response time of the circuit.
The time constant can be affected by the values of resistance and capacitance, as well as the overall design and components of the circuit. Environmental factors such as temperature can also impact the time constant.
Yes, the time constant can be changed by altering the values of resistance and capacitance in the circuit. A larger resistance or capacitance will result in a longer time constant, while a smaller resistance or capacitance will result in a shorter time constant.