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EE 210 Section 6
Laboratory 5 Experiment 2: Voltage Follower/Buffer - Loading Effect
Experiment Date: February 27th, 2007
Submission Date: March 6th, 2007
Jon Stephens _________________________
Partner: Jessica Van Ness
Abstract:
This experiment’s purpose is to study how a buffer is used. More importantly,
how it is used to overcome the loading effect. The measured dc offset is higher then it is
supposed to be, therefore we can say that the buffer ignores the loading effect resistance.
We can come to this conclusion by comparing our results to a similar experiment in
laboratory 2. In this experiment, the dc voltage and dc current are both higher than that
of laboratory 2.
Experimental Plan
Bill of Parts:
Part Name Description Quantity
Agilent 33220A
Function GeneratorProvides ac and dc voltage 1
Tektronix Reads the signal from the
Oscilloscope function generator 1
Resistors(Ohms) 68k, 4.7k, 60, 360, 51 1 each
Splits the output of the
T-Connector function generator 1
50 Ohm Terminator 50 ohm load on the t-connector 1
Schematic of Network:
Figure 1: Inserting a Buffer.
Parameters: RL = 68k ohms, 4.7k ohms, 680 ohms, 360 ohms, or 51 ohms.
Comments on Implementation: Set up Figure 1 and measure the ac amplitude and dc
offset using all 5 values for RL.
Numbered List of Instructions:
1) Construct Figure 1 on the breadboard. For Vs use the function generator set at 5
Vpp, 1 V dc offset, 100 kHz, and 50 ohm load. Connect outputs to the oscilloscope.
2) For each resistor value, measure the ac amplitude and dc offset.
3) Calculate the corresponding ac and dc current using Ohm’s Law.
4) Compare the measurements with that of laboratory 2.
Data and Calculations
Table 1: AC vs. DC
Nominal Actual vL ac vL dc iL ac iL dc
Load (ohms) Load (ohms) (Volts) (Volts) (mA) (mA)
68k 71.2 4.96 1.3 0.07 0.02
4.7k 4.77 4.92 1.3 1.03 0.272
680 663 4.92 1.3 7.42 1.96
360 355 4.88 1.3 13.77 3.66
51 50.3 2.84 0.76 56.46 15.12
Table 2: LAB 2 AC vs. DC
Nominal(ohms) Actual (ohms) Vac(V) Vdc(V) Iac(mA) Idc(mA)
68k 67.8k 4.88 0.92 0.072 0.019
4.7k 4.66k 4.8 0.9 1.03 0.193
680 673 4.68 0.888 6.95 1.32
360 358 4.56 0.853 12.74 2.38
51 50.6 3.2 0.585 63.24 11.56
By comparison, dc is higher in this lab than it was in laboratory 2. Other numbers are
similar.
Calculations:
V = IR
I = V/R
I = 2.84 volts / 51 ohms
I = 56.46 mA
Graph 1: RL = 68k ohms
Graph 2: RL = 51 ohms
Observations
As the resistor values go down, then the voltage drop is more. However, the
voltage drop is only significant when using the 51 ohm resistor. Therefore, the current is
significantly higher when using the 51 ohm load. The dc voltage readings are different
when compared to that of laboratory 2. The dc voltages are higher, therefore the current
is also higher. The graph of the 51 ohm resistor shows a flat top on the output voltage,
which means that this is the maximum and it cannot go above that.
Conclusions
The buffers main job is to make Vin = Vout. This makes a gain of 1 in the
op-amp. The buffer overcomes the loading effect of the function generator. The
experiment in laboratory 2 does not overcome this loading effect, therefore there is a dc
voltage drop. This buffer can help if you do not want the dc voltage to drop, and keep it
higher.
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