- 1 For The Circuit Of Figure 1 1 Assume The Output Resistance Of The Function Generator Is 6001 Calculate The Time Co 1 (87.5 KiB) Viewed 56 times
- 1 For The Circuit Of Figure 1 1 Assume The Output Resistance Of The Function Generator Is 6001 Calculate The Time Co 2 (17.67 KiB) Viewed 56 times
- 1 For The Circuit Of Figure 1 1 Assume The Output Resistance Of The Function Generator Is 6001 Calculate The Time Co 3 (20.79 KiB) Viewed 56 times
1. For the circuit of Figure 1- 1, assume the output resistance of the function generator is 6001. Calculate the time constant of the circuit assuming exact values for the resistor and capacitor. 2. For the circuit of Figure 1-1, assume the output resistance of the function generator is 6001. The Thevenin voltage of the function generator is an 8 Vp-p square wave with no DC offset. Using either Multisim or MicroCap simulate the circuit using transient analysis. Determine an adequate frequency for the square wave that will allow the capacitor to fully charge and discharge. The circuit and simulation results must be attached to the Pre-Lab. 3. For part 2 of the procedure, calculate the equivalent capacitance using the rule for capacitors in parallel. Calculate the time constant of the circuit assuming exact values for the resistor and capacitor. 4. For part 3 of the procedure, calculate the equivalent capacitance using the rule for capacitors in series. Calculate the time constant of the circuit assuming exact values for the resistor and capacitor. For reference the step response equation for the capacitor voltage, charging or discharging, in an RC circuit is: ve(t) = V, +(Vi - V)e-/ Where Vi = initial capacitor voltage, V, = final capacitor voltage, t =circuit time constant.
For reference the step response equation for the capacitor voltage, charging or discharging, in an RC circuit is: ve(t) = V; +(Vi – Vf)e-t/t Where Vi = initial capacitor voltage, Vj = final capacitor voltage, t =circuit time constant.
Scope Ext Trig Rth 1kΩ 1 Vth noun) -0.1UF i Function Generator Thevenin Equivalent Figure 1-1: RC Circuit