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I Find for I >0. How much energy is stated in the capacito at t= 0.1s ? 50 V ww 500 of x=0 •40% 10μF

I Find for I >0. How much energy is stated in the capacito at t= 0.1s ? 50 V ww 500 of x=0 •40% 10μF

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
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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## Circuit Analysis Problems ### Note: For all problems, assume the switch has been in the initial position (at \( t < 0 \)) for a long time. ### Problem 1: **Objective**: Find \( i \) for \( t > 0 \). How much energy is stored in the capacitor at \( t = 0.1s \)? **Circuit Details**: - Voltage Source: \( 50V \) - Resistors: \( 50\Omega \), \( 20\Omega \) - Capacitor: \( 10\mu F \) ### Problem 2: **Objective**: Find \( v \) for \( t > 0 \). **Circuit Details**: - Current Source: \( 10A \) - Resistors: \( 150\Omega \), \( 100\Omega \) - Inductor: \( 22mH \) ### Problem 3: **Objective**: Find \( i \) for \( t > 0 \). **Circuit Details**: - Voltage Source: \( 75V \) - Switch: Initial position open, closes at \( t=0 \) - Resistors: \( 20\Omega \), \( 30\Omega \) - Inductor: \( 8H \) ### Problem 4: **Objective**: Find \( v(t) \) for \( t>0 \) in the circuit below. **Circuit Details**: - Voltage Source: \( 10V \) - Switch: Initial position closed, opens at \( t=0 \) - Resistors: \( 5k\Omega \), \( 10k\Omega \) - Capacitor: \( 15\mu F \) - Inductor: \( 4H \) ### Explanation of Diagrams Each problem consists of a schematic diagram detailing circuit components such as voltage or current sources, resistors, capacitors, and inductors. The circuits have switches that alter the connections at \( t=0 \), changing the system's behavior. - **Circuit 1** focuses on charging a capacitor when a switch is closed. - **Circuit 2** involves analyzing an LC circuit with a current source. - **Circuit 3** requires calculating current flow in an RL circuit after the switch closes. - **Circuit 4** deals with transient response analysis in an RLC circuit when the switch is opened. To solve these problems
Transcribed Image Text:## Circuit Analysis Problems ### Note: For all problems, assume the switch has been in the initial position (at \( t < 0 \)) for a long time. ### Problem 1: **Objective**: Find \( i \) for \( t > 0 \). How much energy is stored in the capacitor at \( t = 0.1s \)? **Circuit Details**: - Voltage Source: \( 50V \) - Resistors: \( 50\Omega \), \( 20\Omega \) - Capacitor: \( 10\mu F \) ### Problem 2: **Objective**: Find \( v \) for \( t > 0 \). **Circuit Details**: - Current Source: \( 10A \) - Resistors: \( 150\Omega \), \( 100\Omega \) - Inductor: \( 22mH \) ### Problem 3: **Objective**: Find \( i \) for \( t > 0 \). **Circuit Details**: - Voltage Source: \( 75V \) - Switch: Initial position open, closes at \( t=0 \) - Resistors: \( 20\Omega \), \( 30\Omega \) - Inductor: \( 8H \) ### Problem 4: **Objective**: Find \( v(t) \) for \( t>0 \) in the circuit below. **Circuit Details**: - Voltage Source: \( 10V \) - Switch: Initial position closed, opens at \( t=0 \) - Resistors: \( 5k\Omega \), \( 10k\Omega \) - Capacitor: \( 15\mu F \) - Inductor: \( 4H \) ### Explanation of Diagrams Each problem consists of a schematic diagram detailing circuit components such as voltage or current sources, resistors, capacitors, and inductors. The circuits have switches that alter the connections at \( t=0 \), changing the system's behavior. - **Circuit 1** focuses on charging a capacitor when a switch is closed. - **Circuit 2** involves analyzing an LC circuit with a current source. - **Circuit 3** requires calculating current flow in an RL circuit after the switch closes. - **Circuit 4** deals with transient response analysis in an RLC circuit when the switch is opened. To solve these problems
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