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MULTIPLE DEGREES OF FREEDOM Weighless Midpoint ka m Given the vibration system with multiple degree of freedom. For string 1, k1 = 10KN/m For string 2, k2 = 20KN/m For string 3, k3 = 30 kN/m mass = 500kg mass of the beam will not be consider. Solve for the following: a. Reaction force at string 1 b. Reaction force at string 2 c. Reaction force at string 3 d. Static deflection at string 1 e. Static deflection at string 2 f. Static deflection at string 3 g. Total static deflection at mass h. Natural frequecy i. Frequency j. Period

MULTIPLE DEGREES OF FREEDOM Weighless Midpoint ka m Given the vibration system with multiple degree of freedom. For string 1, k1 = 10KN/m For string 2, k2 = 20KN/m For string 3, k3 = 30 kN/m mass = 500kg mass of the beam will not be consider. Solve for the following: a. Reaction force at string 1 b. Reaction force at string 2 c. Reaction force at string 3 d. Static deflection at string 1 e. Static deflection at string 2 f. Static deflection at string 3 g. Total static deflection at mass h. Natural frequecy i. Frequency j. Period

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Advanced Physics MULTIPLE DEGREES OF FREEDOM Weighless Midpoint ka m Given the vibration system with multiple degree of freedom. For string 1, k1 = 10kN/m For string 2, k2 = 20KN/m For string 3, k3 = 30 kN/m mass = 500kg mass of the beam will not be consider. Solve for the following: a. Reaction force at string 1 b. Reaction force at string 2 c. Reaction force at string 3 d. Static deflection at string 1 e. Static deflection at string 2 f. Static deflection at string 3 a. Total static deflection at mass h. Natural frequecy i. Frequency j. Period
Transcribed Image Text:Advanced Physics MULTIPLE DEGREES OF FREEDOM Weighless Midpoint ka m Given the vibration system with multiple degree of freedom. For string 1, k1 = 10kN/m For string 2, k2 = 20KN/m For string 3, k3 = 30 kN/m mass = 500kg mass of the beam will not be consider. Solve for the following: a. Reaction force at string 1 b. Reaction force at string 2 c. Reaction force at string 3 d. Static deflection at string 1 e. Static deflection at string 2 f. Static deflection at string 3 a. Total static deflection at mass h. Natural frequecy i. Frequency j. Period
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