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Wednesday, January 22, 2014

Single Degree Damped Vibration

Level 2 labs: Single Degree Damped Vibration abstract In this experiment, a single- layer of license trunk was set-up by victimisation a slotted set, an cover dashpot, a startle of known ineptness and a publish attached to the vibrating frame and a musical composition strip compulsive by a synchronous drive provide a means of producing time recordings, by plan for three placements (Undamped, Damped and apologize-Fall) was utilise to perform the calculations. The natural frequency of thrill of the spring potty system was 30.65 rad/s in the experiment without damping and examine obtained to the formula that been given is 29.86 rad/s. The damping coefficient was plunge in flake of turns 2.75-4 and the range was 43.3 kg/s to 30.2 kg/s. In the ii free-fall processes were carried out using 1 kg and 2 kg slotted mass, the damping coefficient range is 1261.2 kg/s to 193.3 kg/s and 1512 kg/s to 246.9 kg/s. asylum system Experimental procedures Results Discussion Conclusion Reference Appendix Tables Figures Introduction The easyst mechanical model of a vibe system is a damped single degree of freedom system. A single degree of freedom system is a spring-mass-damper system in which the spring has no damping or mass, the mass has no stiffness or damping, the damper has no stiffness or mass. Furthermore, the mass is allowed to stir up in only bingle direction. In this lab report, it has utilize three different systems (Undamped, Damped and Free fall of piston by oil). The undamped system is no damping in the system and oscillate freely at their natural frequency. The damped system is a damping affect the bounty of oscillations and it oscillates shortly. In this experiment is to read the natural frequency of vibration of a simple spring-mass system, the damping coefficient of an oil-dashpot-damped from the target of decay of the amplitude of a vibration of a simple spring mass damped system and the dampin g coefficient of an oil dashpot damper from ! the speed of...If you want to get a full essay, order it on our website: OrderEssay.net

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