Just wondering, how do you combine series?

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To combine series of springs, the formula for springs in series is 1/k(total) = 1/k1 + 1/k2, which leads to k(total) being less than either k1 or k2. In contrast, when springs are arranged in parallel, the combined spring constant is simply the sum of the individual constants, k(total) = k1 + k2. The discussion highlights a common misconception that springs in series can be added directly. The correct approach depends on the arrangement of the springs, whether in series or parallel. Understanding these principles is crucial for solving physics problems related to spring constants.
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just wondering, how do you combine series? I believe that springs and circuits are done the same way.
If I am combining 2 spring constants for the combined constant, isn't it just
1/k(constant) = 1/k1 + 1/k2 and just solve for k?
 
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wouldn't that just end up being k(constant)=k1+k2?
and hey! I think I'm in your class: Kenneth Gentle, PHY 301, University of Texas?
 
just kidding! --> it doesn't end up being k=k1+k2
(DUH)
 
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If all of the springs are on a line, the constants is

\frac{1}{k_1}+\frac{1}{2}+...+\frac{1}{k_n}

And if all of the springs are parallel each other, the constant is

k=k_1+k_2+...+k_n[/color]
 
nope, I got fitzpatrik phy 317k at UT ;)
 
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