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Work. WORK. The transfer of energy through motion Done when a force is applied to an object over a distance. TWO REQUIREMENTS FOR WORK. Something has to move The motion MUST be in the same direction as the applied force. CALCULATING WORK. WORK = (Force) * (Distance) W = F*d.
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WORK • The transfer of energy through motion • Done when a force is applied to an object over a distance
TWO REQUIREMENTS FOR WORK • Something has to move • The motion MUST be in the same direction as the applied force
CALCULATING WORK WORK = (Force) * (Distance) W = F*d
UNITS FOR WORK & ITS COMPONENTS METRIC ENGLISH Force Newton (N) Pound (lb) Distance Meter (m) Foot (ft) Work Joule (J) Foot-Pound (Newton-Meter) (ft-lb)
WORK EXAMPLE • A 900 N mountain climber scales a 100 m cliff. How much work is done by the climber? F = 900N W = F*d d = 100m W = (900N)*(100m) W = ?? W = 90,000 J
POWER • The rate at which work is done • The amount of WORK per unit of TIME • How fast you do your work
POWER CALCULATION POWER = Work Time P = W t
UNITS FOR POWER & ITS COMPONENTS METRIC ENGLISH Work Joule (J) Foot-Pound Time Second (s) Second (s) Power Watt (W) Ft-lb/s (Joule/Second)
POWER EXAMPLE A small motor does 4000 J of work in 20 seconds. What is the power of the motor in Watts? W = 4000 J P = W / t t = 20 s P = 4000J / 20s P = ?? P = 200 W
OTHER UNITS FOR POWER • 1 Kilowatt (KW) • 1000 Watts • Used for Larger amounts of Power (Electric) • Example: 2460 Watts = ________ KW
OTHER UNITS FOR POWER • 1 Horsepower (Hp) • Approximately 750 Watts • Used to describe the power of engines or machines • Example: 4500 Watt Engine = _____ Hp