Chad Beibide

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Lab Two: Common Emitter Amplifier

Building and Measuring the DC Circuit

The circuit shown in Figure 1 is a four-resistor biased NPN transistor. This network serves as a basic amplifier of a given input signal once several AC components are added. This circuit is then created on a breadboard as shown in Figure 2. Next, \(V_{BE}\) is measured to be \(0.69V\) and \(V_{CE}\) is measured as \(4.36V\). Now the q-point is measured using a digital multimeter. The q-point is defined as \((V_{CE}, I_C)\) and measured to be \((4.2V, 0.3mA)\).

DC Circuit Scematic
Fig.1 - DC Four-Resistor Biased Network Schematic
DC Circuit Breadboard
Fig.2 - Breadboarded DC Four-Resistor Biased Network

Adding the AC Portion

Now the AC portion as showin in Figure 3 is added to the breadboard as shown in Figure 4. The circuit now functions as an analog amplifier given an input on the breadboard rail number two.

AC Circuit Scematic
Fig.3 - DC Four-Resistor Biased Network Schematic
AC Circuit Breadboard
Fig.4 - Breadboarded DC Four-Resistor Biased Network

The gain of the amplifier is now measured as \(R_L\) is varied from \(10\Omega\) to \(100k\Omega\) as shown in Table 1 and Graph 1.

\begin{array} {|c|c|} \hline R_1(\Omega) & Gain \frac{V}{V}\\ \hline 10 & 3.07 \\ 100 & 10.35 \\ 1k & 35 \\ 10k & 48.125 \\ 100k & 50 \\ \hline \end{array}

Table.1 - Resistors and Gain
AC Circuit Gain Plot
Fig.4 - Breadboarded DC Four-Resistor Biased Network

The gain shown above is taken from data collected using an oscilloscope. Due to the varying nature of measurements, the data shown in the below screenshots (Figures 5-7) do not line up directly with the above graph. From left to right, the Figures are taken from \(R_L = 10\Omega\), \(R_L = 1k\Omega\), and \(R_L = 100k\Omega\).



10 Ohm Load
Fig.5 - \(10\Omega\) Load
1k Ohm Load
Fig.6 - \(1k\Omega\) Load
100k Ohm Load
Fig.7 - \(100k\Omega\) Load

The AC input frequency is now varried from a range of 100Hz to 10MHz. A sample of a low, medium, and high input frequency is shown in Figures 8-10. Table 2 and Graph 2 show the gain in dB as the frequency is varied.

Low Frequency AC
Fig.8 - Low Frequency AC Input
Medium Frequency AC
Fig.9 - Medium Frequency AC Input
High Frequency AC
Fig.10 - High Frequency AC Input

\begin{array} {|c|c|c|} \hline Frequency (Hz) & Voltage Gain \frac{V}{V} & Gain(dB)\\ \hline 100 & 8.67 & 18.77 \\ 300 & 23.84 & 27.54 \\ 1k & 52.22 & 34.35 \\ 3k & 65.79 & 36.36 \\ 10k & 67.53 & 36.59 \\ 30k & 67.54 & 36.59 \\ 100k & 68.01 & 36.65 \\ 300k & 68.12 & 36.67 \\ 1M & 68.65 & 36.73 \\ 3M & 51.10 & 34.17 \\ 10M & 20.45 & 26.22 \\ \hline \end{array}

Table.2 - Resistors and Gain
Frequency Gain
Graph.2 - Frequency vs. Gain in (dB)