Stress and Strain Lab

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Transcript Stress and Strain Lab

Engineering H192 - Computer Programming
Product Analysis
Lab 3
Winter Quarter
Gateway Engineering Education Coalition
Lab 3
P. 1
Engineering H192 - Computer Programming
Product Analysis Objectives
• Combine previous lab experiences to better
understand the workings of a completed product.
• Develop an appreciation for horsepower and
wattage considerations in product design.
• Expand the library of electrical schematic
symbols used to designate components.
• Develop reverse engineering skills.
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Lab 3
P. 2
Engineering H192 - Computer Programming
Product Analysis
Contents:
• Power Conversion and Approximation
• Schematic Components
• Motor Discussion
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Lab 3
P. 3
Engineering H192 - Computer Programming
Power Conversion
watt [for James Watt], abbr. W, unit of power, or
work done per unit time, equal to 1 joule per
second. It is used as a measure of electrical and
mechanical power. One watt is the amount of
power that is delivered to a component of an
electric circuit when a current of 1 ampere flows
through the component and a voltage of 1 volt
exists across it.
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Lab 3
P. 4
Engineering H192 - Computer Programming
Power Conversion
horsepower, unit of power in the English system of
units. It is equal to 33,000 foot-pounds per
minute or 550 foot-pounds per second or
approximately 746 watts. The term horsepower
originated with James Watt, who determined by
experiment that a horse could do 33,000 footpounds of work a minute in drawing coal from
a coal pit.
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Engineering H192 - Computer Programming
Schematic Symbols
Commonly Used Symbols:
DC Source
AC Source
Motor
Ground
Resistor
Capacitor
Fuse
SPST Switch
N.C. Push
Button
Switch
N.O. Push
Button
Switch
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Female
Connector
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Male
Connector
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Breakaway View
Stator
Winding
Rotor
Laminated Core
Poles “Shaded”
with Copper Wire
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Shading Theory
Shading Coils Rotor
Stator Winding
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Shading Theory
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Shading Theory
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Shading Segments
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Flux Wave Rotation
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Motor Speed
• Motor theory tells us that the speed of an ac
motor is directly proportional to the frequency
and inversely proportional to the number of poles
as follows:
120 fs
rpm =
N
p
• Thus, for a 2-pole motor running at 50 hz:
120 x 50
rpm =
= 3000
2
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Gateway Engineering Education Coalition
Lab 3
P. 13
Engineering H192 - Computer Programming
Motor Slip
• The rotor of an induction motor will not rotate at
the theoretical speed due to slip. The equation
for slip is: rpm
 rpm
theoretical
rpmtheoretical
actual
100 % slip
• Thus, if the anticipated rpm was 3600 and the
actual rpm was 3440:
3600  3440
 100  4.44% slip
3600
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Gateway Engineering Education Coalition
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P. 14