Two massless springs with spring constants k1=100 and k2=150 are attached to mass of (m=20 kg) at A in rallel as shown in Fig (a). An identical pair of springs is attached to mass B in series as shown in Fig (b). Taking A= mB = m, find and compare the natural frequencies ws and wp and (ws/wp) of the two systems.

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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B/ Two massless springs with spring constants k1=100 and k2=150 are attached to mass of (m=20 kg) at A in
parallel as shown in Fig (a). An identical pair of springs is attached to mass B in series as shown in Fig (b). Taking
mA = mB = m, find and compare the natural frequencies ws and wp and (ws/wp) of the two systems.
(b)
Transcribed Image Text:B/ Two massless springs with spring constants k1=100 and k2=150 are attached to mass of (m=20 kg) at A in parallel as shown in Fig (a). An identical pair of springs is attached to mass B in series as shown in Fig (b). Taking mA = mB = m, find and compare the natural frequencies ws and wp and (ws/wp) of the two systems. (b)
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