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Problem 4: The pMOSFET in the circuit has k',= 60 μ A/V²¹ L=0.8 μm, λ=0, V₁=-0.7 V If the desired VD=3.5V, ID=115μ A determine the required values of R and W. VDD=5 V füm H -O VD

Problem 4: The pMOSFET in the circuit has k',= 60 μ A/V²¹ L=0.8 μm, λ=0, V₁=-0.7 V If the desired VD=3.5V, ID=115μ A determine the required values of R and W. VDD=5 V füm H -O VD

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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**Problem 4:** The pMOSFET in the circuit has: - \( k'_p = 60 \, \mu A/V^2 \) - \( L = 0.8 \, \mu m \) - \( \lambda = 0 \) - \( V_t = -0.7 \, V \) If the desired \( V_D = 3.5 \, V \), \( I_D = 115 \, \mu A \), determine the required values of \( R \) and \( W \). **Diagram Explanation:** The circuit diagram shows a pMOSFET transistor. A direct voltage (\( V_{DD} \)) of 5 V is connected to the drain of the pMOSFET. The source is connected to a point labeled \( V_D \). A resistor \( R \) is connected from the source to the ground. Current \( I_D \) flows through the resistor. You need to calculate the values of the resistor \( R \) and the transistor width \( W \) to meet the given conditions for \( V_D \) and \( I_D \).
Transcribed Image Text:**Problem 4:** The pMOSFET in the circuit has: - \( k'_p = 60 \, \mu A/V^2 \) - \( L = 0.8 \, \mu m \) - \( \lambda = 0 \) - \( V_t = -0.7 \, V \) If the desired \( V_D = 3.5 \, V \), \( I_D = 115 \, \mu A \), determine the required values of \( R \) and \( W \). **Diagram Explanation:** The circuit diagram shows a pMOSFET transistor. A direct voltage (\( V_{DD} \)) of 5 V is connected to the drain of the pMOSFET. The source is connected to a point labeled \( V_D \). A resistor \( R \) is connected from the source to the ground. Current \( I_D \) flows through the resistor. You need to calculate the values of the resistor \( R \) and the transistor width \( W \) to meet the given conditions for \( V_D \) and \( I_D \).
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