3-OpAmps

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    Spring 11 Lab 3 - Op Amps Lab 3-2

    2. Set the Agilent 34405A DMM to read DC voltages. Use the 4-1/2 digit display(rather than the default 5-1/2 digit display) to reduce the effects of noise in thecircuit.

    3. Turn the 20V Voltage Adjust knob on the Agilent E3630A power supply to createthe desired input voltages, E I, shown below in Table 1. It is not necessary to getexactly the nominal voltage noted in the table, within 0.02 volt is close enough.

    4. Use the DMM to measure voltage E I at the input to the resistor R 1 and voltage E O atthe output of the inverting op amp circuit as shown in Figure 1. Record the inputvoltages E I and output voltages EO exactly as read from the DMM.

    Do NOT record or use the voltage displayed on the Agilent E3630A power supply.

    Table 1

    Nominal Input Voltages E 1 for Lab Exercise 3.1

    +0.4 V +0.8 V +1.2 V +1.6 V +2.0 V +2.4 V +2.8 V

    +3.2 V +3.6 V +4.0 V +4.4 V +4.8 V +5.2 V +5.6 V

    -0.4 V -0.8 V -1.2 V -1.6 V -2.0 V -2.4 V -2.8 V

    -3.2 V -3.6 V -4.0 V -4.4 V -4.8 V -5.2 V -5.6 V

    5. After collecting this data set #1, disconnect the power to the solderless breadboardand remove the 741 op-amp chip. Do NOT change any of the wiring or resistors!

    6. Insert a different 741 op-amp chip into the circuit do NOT change any of the wiringor resistors! Reconnect the power to the solderless breadboard and repeat all of the

    measurements from step #3 with a different student taking the measurements. Thiswill be data set #2.

    7. After collecting both sets of data from two different 741 op-amp chips, remove theinput resistor R1 and feedback resistor R2 from the board. Measure and record theirresistances (use the 4 digit display to reduce effects of noise). These resistancevalues will be used in the formula to compute the theoretical gain for the op-ampcircuit.

    Outside of Lab:

    8. Plot measured E O vs. measured E I for data set #1. On the plot, clearly identify the

    linear region of E O vs. E I, i.e., where E O vs. E I is along a line of constant slope.9. Determine the least-squares best fit experimental gain for the data in the linear region,

    E O = G exp1 E I

    Use Excels Trendline function and force the line to go through 0 to determine G exp1(or use the pseudo-inverse method of ME 349). Do NOT include a constant offsetvoltage.

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