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Combination of Springs

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Maharashtra State Board: Class 11

Definition: Series Combination of Springs

A combination in which two or more springs are connected end to end such that the effective spring constant is given by the reciprocal sum of individual spring constants is called series combination of springs.

Maharashtra State Board: Class 11

Definition: Parallel Combination of Springs

A combination in which two or more springs are connected side by side such that the effective spring constant is the sum of individual spring constants is called parallel combination of springs.

Maharashtra State Board: Class 11

Formula: Combination of Springs

Property Series Combination Parallel Combination
Effective spring constant (two springs) \[\frac{1}{k}=\frac{1}{k_1}+\frac{1}{k_2}\] k = k1 + k2
Effective spring constant (n identical springs) keq = \[\frac{k}{2}\] (for 2 springs)
keq = \[\frac{k}{n}\] (for n springs)
keq = nk
Time period of oscillations T = 2π \[\sqrt{\frac{m(k_1 + k_2)}{k_1 k_2}}\] T = 2π \[\sqrt{\frac{m}{k_1 + k_2}}\]
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