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RC and RL Circuits in Analysis I Laboratory | EE 302, Lab Reports of Microelectronic Circuits

Material Type: Lab; Class: Circuit Analysis I Laboratory; Subject: Electrical Engineering; University: Wright State University-Main Campus; Term: Unknown 1989;

Typology: Lab Reports

Pre 2010

Uploaded on 08/19/2009

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Download RC and RL Circuits in Analysis I Laboratory | EE 302 and more Lab Reports Microelectronic Circuits in PDF only on Docsity! Name: ___________________________ Lab Instructor: _________________ Date Performed: ________________ Date Due: _______________________ Lab Partner(s): ______________________________________________________ EE 302 Laboratory VI RC and RL Time Constant Circuits 1. Build the RC circuit shown below. Use a 10-VP-P, 1-kHz square wave and adjust the oscilloscope for a “good” view of the voltage across the capacitor. Be sure to adjust your 'scope so the full steady-state voltage is visible, or else you will obtain erroneous results. Sketch two periods of the voltage across the capacitor. Measure the time constant (τ) using the oscilloscope and the “63% rule”; ask your lab instructor if you do not know how to do this. Measure the steady-state output voltage. + 1 kΩ Vout0.1 µFV = 10 VP-P f = 1 kHz τ = __________ sketch: © 2007 Simon J. T1 kΩVSS = ______ ritschler. All Rights Rese+ − ____ rved. 2. Now build the RC circuit shown below. Use the same input signal, but this time sketch the capacitor current by looking at the voltage drop across the series 1-kΩ resistor, which will be in direct proportion to the current by Ohm's Law. Sketch two periods of the signal and measure the time constant, again using the 63% rule. Is it the same τ as that found in the previous problem? Why or why not? What is the steady-state output current? + 0.1 µF Iout 2.2 kΩ V = 10 VP-P f = 1 kHz τ = __________ I sketch: © 2007 Simon J. Tritschle1 kΩ V SS = __ r. All Rig+ out − ________ hts Reserved.
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