Done2:401 of 2المرفق.pdf4G 54Qcas Derive the equation of motion the systemJJJ2=3Jkt. = keKtzuke/(b) Det. natural frequenies and mode shape=Take kt = 300 N/m², J = 5 kg.mktiken02

First, let's define the given parameters:J is the moment of inertia, given as 5 kg.m².kt and ke are…

Answered: Done 2:40 1 of 2 المرفق.pdf 4G 54 Qcas…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

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Classwork for PHYS220-A-Ali Sabbah-SP2021 Beirut Sec-A Beirut (MW 09:30-10:45) google.com/u/0/w/Mjc5NTQzMDc5NTgz/t/all PHYS220 Spring/20-21 Practice Sheet-1 Keys 1) A0.1 kg object oscillates as a s At a position X,, the object has a kinetic energy of 0.7 J and a potential energy 0.3 J. The amplitude of oscíllation, A, is: (a) 0.12 m (b) 0.22 m aple harmonic motion along the x -axis with a frequency f 3.185 Hz. (c) 0.31 m (d)0.42 m EJE the
A 0.1kg object oscillator as a simle harmonic motion along the x _axis with a frequency f=3.18 hz at a position x1,the object has a kinetic energy 0.7j and a potential energy 0.3j,the amplitude of oscillation A is:
solve please by lagrang method to find the eqation of motion and to find the frequencies and mode, please indetail. a : 255 mm b : 100 mm L : 400 mm M : 1.1 kg m : 0.995 kg k : 5 N/mm
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"A seismograph detects vibrations caused by seismic movements. To model this system, it is assumed that the structure undergoes a vibration with a known amplitude band frequency w (rad/s), such that its vertical displacement is given by xB=bsin(wt). This movement of the structure will produce a relative acceleration in the mass m of 2 kg, whose displacement 2 will be plotted on a roller." x= 15 kN/m Structure -WI 24 mm (Ctrl) sin(wt) b(w/w)² √√1 (w/w)] + [25(w/w)]²' "The seismograph's roller measures 60 mm, and a maximum vibration amplitude of the structure of b<5 mm is expected. Design the damper (constant c) to ensure that, for a constant oscillation, the seismograph functions correctly and the needle does not move off the roller."
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A block spring system oscillates in a simple harmonic motion on africtionless horizontal table, its displacement varie with times according to x(t)=0,2cos(2t_3.14/4) the earliest time the particle reaches position x=0,1m is

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Done 2:40 1 of 2 المرفق.pdf 4G 54 Qcas Derive the equation of motion the system JJJ2=3J kt. = ke Ktzuke / (b) Det. natural frequenies and mode shape = Take kt = 300 N/m², J = 5 kg.m kti ken 02