Question: Problem Statement 1 . Find the component values of a single - stage audio amplifier using a Bipolar Junction Transistor ( BJT ) for an

Problem Statement
1. Find the component values of a single-stage audio amplifier using a Bipolar Junction Transistor (BJT) for an audio application. You must fulfill as much of the following requirements as possible.
- Open circuit voltage gain should be 5 times sum of all digits in your registration number e.g. your registration number is \(23\mathrm{~L}-1234\) then voltage gain would be \(5(1+2+3+4)=50\)
- Input resistance must be greater than \(40\mathrm{k}\Omega \)
- The output impedance should be less than \(500\Omega \)
- The circuit is powered by a +15 V DC supply.
- Consider a biasing scheme that provides the thermal bias stability.
- As a starting point take DC operating current \( I_{C}=1\mathrm{~mA}\) at room temperature.
- Assume \(\beta=100\)
- Take \( I_{s}=10^{-14}\mathrm{~A}\) and \( V_{B E}=0.7\mathrm{~V}\) at room temperature
2. Select the standard available resistor values with 5\% tolerance and Analyze your circuit. Find the input resistance, output resistance, open circuit voltage gain and signal swing to check if it fulfills the requirement.
3. Analyze how variations in temperature from \(-10^{\circ}\mathrm{C}\) to \(60^{\circ}\mathrm{C}\) affects the performance of the amplifier.
Objectives: To help students understand the concepts related to the design and analysis of single stage BJT amplifier.
Deliverables: A complete report that should include the following
- Schematic diagram
- Detailed Calculations showing how each component value was chosen
- In depth analysis of your design. It should include the explanation about the conflicting requirements and tradeoffs. Show which one of them are met in your design.
- Temperature analysis: Clearly explain, with calculations, how changes in temperature affect the dc and ac parameters.
- Simulation Results (Bonus): Verify gain, input resistance, and output swing using a circuit simulation tool of your choice.
Problem Statement 1 . Find the component values

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