Chap 4 bte1013
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Transcript of Chap 4 bte1013
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Electricity And Electronics Fundamentals
BTE1113
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Chapter 4
Energy
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Voltage Polarities
• Polarity of voltage drops across resistors is important in circuit analysis
• Drop is + to – in the direction of conventional current
• To show this, place plus sign at the tail of current arrow
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Voltage Polarities
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Voltage Polarities
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Current Direction
• Current usually proceeds out of the positive terminal of a voltage source
• If the current is actually in this direction, it will be supplying power to the circuit
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Current Direction
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Power
• The greater the power rating of a light, the more light energy it can produce each second
• The greater the power rating of a heater, the more heat energy it can produce
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Power
• The greater the power rating of a motor, the more mechanical work it can do per second
• Power is related to energy– Capacity to do work
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Power
• Power is the rate of doing work
– Power =
• Power is measured in watts (W)• Work and energy measured in joules (J)• One watt =
– One joule per second
t
W
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Power in Electrical Systems
• From V = W/Q and I = Q/t, we get
P = VI
• From Ohm’s Law, we can also find that
P = I2R and P = V2/R
• Power is always in watts
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Power in Electrical Systems• We should be able to use any of the power
equations to solve for V, I, or R if P is given
• For example:
PRV
R
PI
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Power Direction Convention
If P has a positive value, power transfer is into the boxIf P has a negative value, power transfer is out of the box
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Typical Power Ratings
Appliance Power Rating
Laptop computer 20~30 W
Radio 70 W
Washing machine 500 W
Microwave oven 1000 W
Heater 1300 W
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Energy
• Energy = – Power × time
• Units are joules (Watt-seconds)– Watt-hours – kilowatt-hours
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Energy
• Energy use is measured in kilowatt-hours by the power company
• For multiple loads– Total energy is sum of the energy of
individual loads
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Energy
• To find the cost of running a 2000-watt heater for 12 hours if electric energy costs $0.08 per kilowatt-hour: – Cost = 2kW × 12 hr × $0.08 Cost = $1.92
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Law of Conservation of Energy
• Energy can neither be created nor destroyed– Converted from one form to another
• Examples: – Electric energy into heat– Mechanical energy into electric energy
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Law of Conservation of Energy
• Energy conversions– Some energy may be dissipated as heat,
giving lower efficiency
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Watt-hour Meters
• Energy is measured by watt-hour meters
• Electromechanical device that incorporates a small motor whose speed is proportional to power to the load
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Watt-hour Meters
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Efficiency
Pin = Pout + Plosses
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Efficiency
• Efficiency (in %) is represented by η (Greek letter eta)– Ratio of power out to power
• Heat removal requires fans and heat sinks
%100P
P
in
out
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Efficiency
• Always less than or equal to 100%
• Efficiencies vary greatly:– Power transformers may have efficiencies of
up to 98%– Some amplifiers have efficiencies below 50%
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Energy Efficiency Rating
• EER – Energy efficiency rating
• The higher EER, the more efficient the electrical appliance
• When selecting equipment, it is important to consider efficiency of operation as well as the purchase price of the product
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Pulleys and Power
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References
• Electricity and Electronics by Gerrish, Dugger and Roberts, 10th edition, 2009, GW Publisher
• Circuit Analysis: Theory and Practice by A. H. Robbins, W. C. Miller, 4th edition, 2006, Thomson Delmar Learning
• Introductory Circuit Analysis by R. L. Boylestad, 11th edition, 2007, Prentice Hall
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