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After integrating Eq (1333) with respect to Rv, the left-hand side becomes the relative vibrational energy of the output It follows that this vibrational energy is controllable by the parameter, Ffe In the same way, control of the third derivative of the effective follower-spring force, Ffe, controls the time rate-of-change of relative vibrational energy Hence, the continuity of this time rate-of-change of the relative vibrational energy is directly related to the continuity of the cam acceleration The latter is speci able through the boundary conditions given by Eq (1332) 13543 Problem Formulation Based on the Output Criterion From the discussion above, the problem formulation based on the output optimality criterion may be written as follows: Minimize 2 2 J = (W1 Ffe + W2 Ffe ) dt itextsharp vb.net pdf to text vb . net - Print datagridview to PDF | DaniWeb
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