lab3

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University of Illinois, Urbana Champaign *

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417

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Electrical Engineering

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Apr 3, 2024

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pdf

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ECE 205 Lab 3: Regulators Name(s) Date(s) Zirui Wang 10/08/2023, lab work 10/16/2023, report Statement of Purpose: This lab intends to understand how is RMS is different from each AC wave form. The power and the RMS for different wave shape is calculated, the theoretical relation between the voltage drop and the AC frequency is summarized. Plan 1. Assemble a AC voltage measuring instrument 2. Measure the DMM RMS, oscilloscope RMS, and Excel RMS 3. Find the maximum frequency that the DMM drops for sin wave 4.Repeat 3 for square wave Results and Conclusions DMM RMS (mV) oscilloscope RMS (mV) Excel RMS (mV) sine wave 1v peak-peak, offset = 0 1KHz 354 357 354 square wave 1v peak-peak, offset = 0 1KHz 500 503 501 triangle wave 1v peak-peak, offset = 0 1KHz 288 291 289 sine wave 1v peak-peak, offset = 0.25v, DC Coupled 1KHz 432 430 429 sine wave 1v peak-peak, offset = 0.25v, AC Coupled 1KHz NAN 357 356 For the sine wave (ptop) the maximum frequency DMM drops significantly (defined as 10%) is 2.32MHz. The DMM is 0.32V, while the theoretical value is 0.357V. For square wave, we find the frequency that DMM drops the most is 2.2MHz. The reason is that the square will excites all Fourier mode in the bode plot, so before the main peak, there are several sub-peaks that can be see as a drop.
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