# Difference between revisions of "Lab 3 TF EIM"

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=phase shift (10 pnts)= | =phase shift (10 pnts)= | ||

− | #measure the phase shift between <math>V_{in}</math> and <math>V_{out}</math> as a function of frequency <math>\nu</math>. Hint: you could use<math> V_{in}</math> as an external trigger and measure the time until <math>V_{out}</math> reaches a max on the scope. | + | #measure the phase shift between <math>V_{in}</math> and <math>V_{out}</math> as a function of frequency <math>\nu</math>. Hint: you could use<math> V_{in}</math> as an external trigger and measure the time until <math>V_{out}</math> reaches a max on the scope <math>(\sin(\ometa t + \phi) = \sin\left ( \omega\left [t - \frac{\phi}{\omega}\right]\right ))</math>. |

=Questions= | =Questions= |

## Revision as of 06:23, 21 January 2011

- RC Low-pass filter

# 1-50 kHz filter (20 pnts)

1.) Design a low-pass RC filter with a break point between 1-50 kHz. The break point is the frequency at which the filter starts to attenuate the AC signal. For a Low pass filter, AC signals with a frequency above 1-50 kHz will start to be attenuated (not passed). 2.)Now construct the circuit using a non-polar capacitor. 3.)use a sinusoidal variable frequency oscillator to provide an input voltage to your filter. 4.)Measure the input and output voltages for at least 8 different frequencies which span the frequency range from 1 Hz to 1 MHz.

Hz | Volts | Volts | |

5.) Graph the

-vs-# phase shift (10 pnts)

- measure the phase shift between and as a function of frequency . Hint: you could use as an external trigger and measure the time until reaches a max on the scope .

# Questions

- compare the theoretical and experimentally measured break frequencies. (5 pnts)
- Calculate and expression for as a function of , , and . The Gain is defined as the ratio of to .(5 pnts)
- Sketch the phasor diagram for , , , and . Put the current along the real voltage axis. (30 pnts)
- Compare the theoretical and experimental value for the phase shift . (5 pnts)
- what is the phase shift for a DC input and a very-high frequency input?(5 pnts)
- calculate and expression for the phase shift as a function of , , and graph -vs . (20 pnts)