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Power
Done by
M.Mohame anifa
11th class.
Power definition:
 Power is defined as the time rate at which work is done or energy is
transferred.The average power of a force is defined as the
ratio of the work, W, to the total time t taken
Pav=w/t
The instantaneous power is defined as thelimiting value of the average
power as timeinterval approaches zero,
P=dw/dt
 The work dW done by a force F for a displacement dX is
dW = F.dr. The instantaneous power canalso be expressed
as
P= F.dr/dt
. =F.v
. where v is the instantaneous velocity when the force is F
.Power, like work and energy, is a scalar quantity. Its dimensions are [ML2T–3]. In
the SI,its unit is called a watt (W).The watt is 1 Js–1.Thee unit of power is named
after James Wat,one of the innovators of the steam engine in the
eighteenth century.
 There is another unit of power, namely the horse-power (hp) 1 hp = 746 W
 A 100 watt bulb which is on for 10 Hours uses 1 kilowatt hour (kWh) of energy.
 100 (watt) × 10 (hour)
 = 1000 watt hour
 =1 kilowatt hour (kWh)
 = 10³ (W) × 3600 (s)
 = 3.6 × 10⁶ J
 Our electricity bills carry the energ consumptionn in units of kWh.
Thank you

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Presentation (1).pptx

  • 2. Power definition:  Power is defined as the time rate at which work is done or energy is transferred.The average power of a force is defined as the ratio of the work, W, to the total time t taken Pav=w/t The instantaneous power is defined as thelimiting value of the average power as timeinterval approaches zero, P=dw/dt
  • 3.  The work dW done by a force F for a displacement dX is dW = F.dr. The instantaneous power canalso be expressed as P= F.dr/dt . =F.v . where v is the instantaneous velocity when the force is F .Power, like work and energy, is a scalar quantity. Its dimensions are [ML2T–3]. In the SI,its unit is called a watt (W).The watt is 1 Js–1.Thee unit of power is named after James Wat,one of the innovators of the steam engine in the eighteenth century.
  • 4.  There is another unit of power, namely the horse-power (hp) 1 hp = 746 W  A 100 watt bulb which is on for 10 Hours uses 1 kilowatt hour (kWh) of energy.  100 (watt) × 10 (hour)  = 1000 watt hour  =1 kilowatt hour (kWh)  = 10³ (W) × 3600 (s)  = 3.6 × 10⁶ J  Our electricity bills carry the energ consumptionn in units of kWh.