Question

For the circuit in problem 14.37 , calculate the forced beta, $\beta^*$, for $Q_3$ if the output is in a low state, and $\beta_F$ for all transistors is assumed to be 100.

   For the circuit in problem 14.37 , calculate the forced beta, $\beta^*$, for $Q_3$ if the output is in a low state, and $\beta_F$ for all transistors is assumed to be 100.
 
Essentials of Electrical and Computer Engineering
Essentials of Electrical and Computer Engineering
David V. Kerns, Jr.,… 1st Edition
Chapter 14, Problem 38 ↓

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37. Since the problem refers to a specific circuit, we need to understand how the transistors are connected and their roles in the circuit.  Show more…

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For the circuit in problem 14.37 , calculate the forced beta, $\beta^*$, for $Q_3$ if the output is in a low state, and $\beta_F$ for all transistors is assumed to be 100.
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Key Concepts

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Bipolar Junction Transistor (BJT) Operation
BJTs are three-terminal semiconductor devices that control a large collector current with a smaller base current. They operate in different regions such as cutoff, active, and saturation, and understanding these modes is essential for designing robust switching and amplification circuits.
Current Gain (?)
The current gain, denoted as ? (or hFE), is the ratio of the collector current to the base current in a BJT operating in the active region. It characterizes how effectively a transistor can amplify the input current, although its value can vary significantly with operating conditions.
Forced Beta (?*)
Forced beta, often represented as ?*, refers to the effective current gain of a transistor under external circuit conditions, particularly when the transistor is being driven into saturation in switching applications. It is defined by the ratio of the collector current to the deliberately overdriven base current, ensuring that the transistor remains in saturation regardless of variations in the inherent transistor gain.
Saturation in Transistor Switching
Saturation occurs when a BJT is fully on, and the voltage drop across its collector-emitter junction is minimized. In switching circuits, driving the transistor into saturation ensures reliable operation. Designers often 'force' a lower effective gain (forced beta) to compensate for variations in transistor parameters and to achieve predictable saturation performance.

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consider-the-circuit-of-fig-mathrmp-649-for-the-case-v_b-bv_c-c-if-the-mathrmbjt-is-saturated-use-th-34148

Consider the circuit of Fig. $\mathrm{P} 6.49$ for the case $V_{B B}=V_{C C} .$ If the $\mathrm{BJT}$ is saturated, use the equivalent circuit of Fig. 6.20 to derive an expression for $\beta_{\text {forced }}$ in terms of $V_{C C}$ and $\left(R_{B} / R_{C}\right) .$ Also derive an expression for the total power dissipated in the circuit. For $V_{C C}=5 \mathrm{V}$ design the circuit to obtain operation at a forced $\beta$ as close to 10 as possible while limiting the power dissipation to no larger than $20 \mathrm{mW}$. Use $1 \%$ resistors (see Appendix G).

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