Difference between revisions of "TF EIMLab1 Writeup"
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<math>R_{tot} = \frac{1}{\frac{1}{R_2} + \frac{1}{R_3}} = 5.2 \Omega</math> | <math>R_{tot} = \frac{1}{\frac{1}{R_2} + \frac{1}{R_3}} = 5.2 \Omega</math> | ||
− | <math>I_1 = \frac{V_A}{R_1+R_{tot}} = \frac{ 20 \mbox{Volts}}{ | + | <math>I_1 = \frac{V_A}{R_1+R_{tot}} = \frac{ 20 \mbox{Volts}}{902 \Omega + 5.2 \Omega} = 22 \mbox{mA}</math> |
Revision as of 01:27, 3 December 2010
Kirchoff's Law (50 pnts)
Construct the circuit below
Enter the values of the DC voltage and Resisters that you used.
Use a voltmeter to measure the potential difference and resistances.
Variable | Measured Value |
20 Volts | |
902 | |
10.2 | |
10.6 |
Enter the measured and predicted quantities in the table below
Given
and the values of all resistors, use Kirchoff's laws to predicta.) Predict the value of
I_1 =?
Kirchoff's Loop theorem (Voltage Law)
where R =resistance for and in series.
mV
b.) Predict the values of the three currents.
c.) compare your predictions and measurements by filling in the table below.
Variable | Measured Value | Predicted Value | % Difference |
103.5 mV | 156 | 50% | |
20.4 mA | 22 | 7% | |
9.5 mA | |||
9.0 mA |
Internal resistance (30 pnts)
Measure the internal resistance of your power source by graphing the potential difference on the x-axis and the current on the y-axis for several values of the resistance
shown in the circuit below. Begin with and then decrease it by a factor of 5 for each subsequent measurement. You can use a volt meter to measure the current and potential difference.Questions (20 pnts)
- What conservation law is involved in Kirchoff's Loop Theorem?
- What does the slope in the internal resistance plot above represent?