cies of transverse ki and k2 at the P= 1000 N, p =

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Q3) Find the natural frequencies of transverse vibration of string of length 1 m resting
on linear springs of stiffness ki and k2 at the ends x = 0 and x= 1, respectively.
Assume the following data: P=
1000 N, p
0.1 kg/m, and kı
= k2 = 5000 N/m.
Q4) A cable with a massless and
frictionless slide on one end and fixed
Frictionless,
Pinned
Fixed
on the other has the following
massless,
slider
properties.
Tension in string = 100 N
%3D
String density = 1 kg/m
String length, = 1 m
a) What are the boundary conditions?
b) Derive the expression for the natural frequencies.
Transcribed Image Text:Q3) Find the natural frequencies of transverse vibration of string of length 1 m resting on linear springs of stiffness ki and k2 at the ends x = 0 and x= 1, respectively. Assume the following data: P= 1000 N, p 0.1 kg/m, and kı = k2 = 5000 N/m. Q4) A cable with a massless and frictionless slide on one end and fixed Frictionless, Pinned Fixed on the other has the following massless, slider properties. Tension in string = 100 N %3D String density = 1 kg/m String length, = 1 m a) What are the boundary conditions? b) Derive the expression for the natural frequencies.
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