Problems and Examples
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Derive the differential equation of small vibrations of a string (Fig. 1.1) subject to the action of a distributed load (q is the load per unit length). The tension of the string is Q 10, and its mass per unit length is m 0 (when deriving the equation, assume that the tension Q 10 remains constant).
KeywordsFree Vibration String Tension Small Vibration Elastic Base String Vibration
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