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Summary of the Laws of Motion
First Law: If no net force acts on it, then an object remains at rest OR an object in motion remains in motion Second Law: F = ma Third Law: Action force is equal to reaction force
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Lecture 5 Work and Energy
Chapter 3.1 3.7 Outline Work and Power Kinetic Energy Potential Energy Conservation of Energy
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Work W = work F=force d=distance
The work done by a force acting on an object is equal to the force magnitude times the distance through which the force acts. A force is any influence that can change the speed or direction of motion of an object W = work F=force d=distance W = F d [W] = joule, 1 joule (J) = 1 N x 1 m Raising an apple from a table to your mouth takes ~1 J of work: m=0.1 kg, w=mg=1 N, d ~ 1m W~1 N x 1 m ~ 1 J
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An average manpower is ~75 W
Power is defined as a rate of doing the work P = power W = work t = time W P = ---- t [P] = watt, 1 watt = 1 joule/ 1 s (J/s) 1 Horsepower (hp) = 746 W = kW An average manpower is ~75 W
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Kinetic Energy Energy is a property that enables something to do work
Energy has various forms (kinetic, potential, rest energy) Kinetic energy is the energy of a moving object mv2 KE = 2 It takes ~1000 N (or ~ 225 lbs) to hit a nail and drive it 5 mm into a surface.
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Potential Energy Potential energy is a capacity of doing some work
Potential energy is the energy of position Gravitational Potential Energy W = Fd = mgh = PE (potential energy) PE of a 1000-kg car at the top of a 50-m multilevel parking lot is: mgh= (1000 kg)(9.8 m/s2)(50 m)=490 kJ PE is relative!
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Energy Transformations
Many mechanical processes involve interchanges between KE, PE, and work. Energy exists in some other forms: chemical energy, heat energy, radiant energy, etc.
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Conservation of Energy
Energy cannot be created or destroyed. It can only be changed from one form to another. The above statement is called the law of conservation of energy
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Summary Any object, which has mass, contains energy.
Energy enables objects to do work Power is the rate of doing work
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