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Derivative or Integral
Energy and Calculus Derivative or Integral
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Energy and Force Define potential energy as negative Work
dr – is a straight line displacement Replace with dx or dy accordingly
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Springs Modify energy equations for elastic potential energy
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Path Dependent Work Forces where the work does not depend on the path
Conservative Forces Non-Conservative Forces Forces where the work does not depend on the path Work is the same for all paths Net Work for a closed path is zero Ex: Fg Forces where the work depends on the path Work is different for multiple paths Net Work cannot be zero Ex: Ff
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Power Don’t forget that work is a change any type of energy
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Calculus Practice 150 J 395 N constant speed
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