5. The linear machine shown below has a magnetic flux density of B=0.5 T, a resistance of R=0.25 2, a bar length of -1 m, and a battery voltage of VB-100 V. The bar can slide on the rails with no friction. Sw VB + R B X + e х х x x frictionless rails bar of conducting metal (mass m and length () 1. Assuming that the bar is initially at rest and the switch is open. Find the amount of force on the bar at starting when the switch gets closed. What is the initial current flow? What is the direction of force? 2. What is the no-load steady state speed of the bar? 3. While running at no-load, the bar is loaded with a force of 25 N opposite to the direction of motion. What is the new steady state speed?
5. The linear machine shown below has a magnetic flux density of B=0.5 T, a resistance of R=0.25 2, a bar length of -1 m, and a battery voltage of VB-100 V. The bar can slide on the rails with no friction. Sw VB + R B X + e х х x x frictionless rails bar of conducting metal (mass m and length () 1. Assuming that the bar is initially at rest and the switch is open. Find the amount of force on the bar at starting when the switch gets closed. What is the initial current flow? What is the direction of force? 2. What is the no-load steady state speed of the bar? 3. While running at no-load, the bar is loaded with a force of 25 N opposite to the direction of motion. What is the new steady state speed?
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Fundamentals of Energy Systems HW 4 Q5

Transcribed Image Text:5. The linear machine shown below has a magnetic flux density of B=0.5 T,
a resistance of R=0.25 2, a bar length of -1 m, and a battery voltage of
VB-100 V. The bar can slide on the rails with no friction.
Sw
VB
+
R
B
X
+
e
х
х
x
x
frictionless
rails
bar of conducting metal (mass m and length ()
1. Assuming that the bar is initially at rest and the switch is open. Find the
amount of force on the bar at starting when the switch gets closed. What
is the initial current flow? What is the direction of force?
2. What is the no-load steady state speed of the bar?
3. While running at no-load, the bar is loaded with a force of 25 N opposite
to the direction of motion. What is the new steady state speed?
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