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Chapter 7 Energy
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Work = Force|| x Distance
In this case, the distance is the magnitude of the displacement. Only the component of force parallel or antiparallel to the displacement does work
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M= 10kg In this case, the weight does positive work d = 2 m Work = Mgd = (100N)(2m) Work = 200 Nm =200J M= 10kg Mg = 100N
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Fa Fa M= 10kg In this case, the weight does negative work Mg = 100N
d = 2 m Fa Work = -Mgd = -(100N)(2m) Work = -200 Nm = -200J M= 10kg Mg = 100N
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Potential Energy An object’s ability to do work by virtue of its position.
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How much work does gravity do on the falling mass?
PE = mgh mg h h Work = mgh mg
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How much energy does the mass have at the bottom just before it hits the ground?
PE = mgh mg h h Work = mgh mg v
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How much energy does the mass have at the bottom just before it hits the ground?
This is the kinetic energy PE = mgh mg h KE = ½ mv2 Work = mgh mg v
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Energy is conserved
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PE = 1000J KE = 0J PE = 800J KE = 200J PE = 400J KE = 600J PE = 0J KE = 1000J
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PE = 500J KE = 0J PE = 100J PE = 100J KE = 400J PE = 0J KE = 400J KE = 500J
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Machines N M D F d Mg Fulcrum Work = FD = Nd
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