Answers:
(a) Inductance corresponds to the mass.
(b) Electric current corresponds to Speed of the mass.
(c) Capacitance corresponds to The spring constant of the spring.
(d) Electric charge corresponds to the position of the mass.
the electrical system and the mechanical system are said to be analogous. The equivalence between them is exhibited in x ~ Q, m ~ L, k ~ 1/C. That is, displacement is equivalent to quantity of electrical charge, mass to inductance, and spring constant to the reciprocal of capacitance.
fill in the blank with choices given [4] 12. Comparing an electrical RLC circuit and a...
[4] 12. Comparing an electrical RLC circuit and a Mass and Spring system that can move along a sur (a) Electrical current corresponds to (position, speed, acceleration of the mass (b) Capacitance corresponds to the mass, the location of the mass, the spring constant of the spring (c) Capacitance corresponds to the mass, the location of the mass, the spring constant of the spring (d) Electric charge corresponds to (position, speed, acceleration) of the mass.
O] . The impedance of the uncut IJ Answer: (a) 153 2. (b) 171 u 2. (C) 1842. e) 198 L. Comparing an electrical RLC circuit and a Mass and Spring system that can move along a surface, (a) Electrical current corresponds to (position, speed, acceler Capacitance corresponds to the mass, the location of the mass, the spring constant of the spring). Capacitance corresponds to the mass, the location of the mass, the spring constant of the spring). (W) Electric...
For the RLC circuit at the right - 1762, C-250 F, L -0.77 pH, and st) - 185 V sin 27.25 MHZ). Use this information to answer problems 9, 10, 11 and 12. [6] 9. Determine the reactance of the capacitor in the circuit. Answer: (a) 75.7 2. (6) 87.8 (c) 95.4 12. (d) 125 .. (e) 150 (1) [6] 10. Determine the reactance of the inductor in the circuit Answer: (a) 15. 1 2 . (b) 25.1 2. (e)...
For the RLC circuit at the right R - 1762, C-250 F, L -0.77 pH, and S(0) - 185 V sin [2747.25 MHz)t). Use this information to answer problems 9, 10, 11 and 12 [6] 9. Determine the reactance of the capacitor in the circuit. Answer: (a) 75. 7 62. (b) 87.8 2. (c) 95.4 2. (d) 125 12. (e) 150 (1) #12 please [6] 10. Determine the reactance of the inductor in the circuit. Answer: (a) 15.1 2. (b)...
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Lutons FALL 2019 Name: For the RLC circuit at the right R-196 02, C-290 F. L0.99 pH. and st) - 185 V sin 277.25 MB to answer problems 9, 10, 11 and 12. [6] 9. Determine the reactance of the capacitor in the circuit. Answer: (a) 75. 792. () 87.8 2. (c) 95.42. (d) 125 . (e). 150 2. (f) - 90 [6] 10. Determine the reactance of...
(t) 185 V sin [27(7.25 MHz)t). Use this information For the RLC circuit at the right R-13612, C-230 JF, L -0.55 p at the right R-136 22, C-230 uF. L-0.55 pH, and to answer problems 9, 10, 11 and 12. [6] 9. Determine the reactance of the capacitor in the circuit Answer: @) 75.7 2. (6) 87.8 2. (c) 95.41. (d) 125 2. (e). 150 u12 () (d) 58. 1 2 [6] 10. Determine the reactance of the inductor in...
corresponding choices I. Select each true statement concerning electric circuits a. Conventional current is the flow of electrons. b. Voltage is constant for series circuits. c. Current is constant for parallel circuits. d. A circuit can be both series and parallel. e. A circuit can be neither series nor parallel Select each true statement concerning electric potential a. When moving a pos itive charge toward a negative charge, electric potential increases. b. Electric equipotential lines and Electric field lines are...
Using the force-voltage analogy shown in table 1, obtain a mechanical analogu electrical system shown above (4 pts) Table 1. Force-Voltage Analogy Force, p (torque T Mass, m (moment of inertia J) Viscous-friction coefficient, b Spring constant, k Displacement, x (angular displacement 6) Voltage, Inductance, L Resistance, R Reciprocal of capacitance, /C Charge, Velocity (angular velocity b) Current, i
1. (30pt) LC Circuit and Simple Harmonic Oscillator (From $23.12 RLC Series AC Circuits) Let us first consider a point mass m > 0 with a spring k> 0 (see Figure 23.52). This system is sometimes called a simple harmonic oscillator. The equation of motion (EMI) is given by ma= -kr (1) where the acceleration a is given by the second derivative of the coordinate r with respect to time t, namely dr(t) (2) dt de(t) (6) at) (3) dt...
Experiment 7 - The Resistor Capacitor Circuit Learning Objectives: Understand the short and long time behavior of circuits containing capacitors. Understand the and the mathematical relationshin between the current through the circuit as a function time, resistance, capacitance, and potential difference 1. Understanding the models for the behavior of a capacitor in a circuit A capacitor is a device that stores energy in a circuit as potential energy in an electric field. In the simple circuit drawn on the night,...