The system composed of two springs and a particle with mass ? shown in the figure can be considered as a system with a single equivalent spring. Suppose you move the particle and stretch both springs (since the force constants are not the same, it cannot be assumed that both springs are stretch the same, you must find a relationship between how much each spring stretches and the displacement of the spring. particle). Determine an expression for the equivalent spring constant in terms of the constants of each spring.
The system composed of two springs and a particle with mass ? shown in the figure can be considered as a system with a single equivalent spring. Suppose you move the particle and stretch both springs (since the force constants are not the same, it cannot be assumed that both springs are stretch the same, you must find a relationship between how much each spring stretches and the displacement of the spring. particle). Determine an expression for the equivalent spring constant in terms of the constants of each spring.
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The system composed of two springs and a particle with mass ? shown in the figure can be
considered as a system with a single equivalent spring. Suppose you move the particle and stretch
both springs (since the force constants are not the same, it cannot be assumed that both springs are
stretch the same, you must find a relationship between how much each spring stretches and the displacement of the spring.
particle). Determine an expression for the equivalent spring constant in terms of the constants
of each spring.
Transcribed Image Text:k₁
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reles
k₂
m
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