Spring Constant & Potential Energy

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The discussion centers on calculating the potential energy and spring constant of a plastic spring based on measured variables. The potential energy was calculated using Hooke's Law, resulting in 0.00508J, while the spring constant was determined to be 2.074N/m. Participants noted that the results seemed low, prompting inquiries about the experimental setup and compression method. One response confirmed that the calculations were correct given the measurements and suggested the spring might be weak. The conversation emphasizes the importance of understanding the spring's characteristics in relation to the results obtained.
Bonana
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Homework Statement


Problem - Find the following:
a. Potential energy in a fully compressed plastic spring.
b. Spring constant

This was a lab and we're supposed to do it at home, here are the variables I have measured:
spring height when not compressed: 0.115 metres.
spring height when completely compressed: 0.0450 metres
mass of spring: 0.0148kg


Homework Equations


Hookes Law:
Ep = 1/2kx^2
Fs = mg

The Attempt at a Solution


The answers we got seemed extremely low.
A)1/2(2/074N/m)(0.07m)^2 = 0.00508J
B)(0.0148kg)(9.81m/s^2)/0.07m = 2.074N/m


Any help would be great.
 
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Dear Bonana,
could you tell a bit about the setup of the experiment? How did the spring get compressed: by an external force or by its own weight?
 
Bonana said:

Homework Statement


Problem - Find the following:
a. Potential energy in a fully compressed plastic spring.
b. Spring constant

This was a lab and we're supposed to do it at home, here are the variables I have measured:
spring height when not compressed: 0.115 metres.
spring height when completely compressed: 0.0450 metres
mass of spring: 0.0148kg


Homework Equations


Hookes Law:
Ep = 1/2kx^2
Fs = mg

The Attempt at a Solution


The answers we got seemed extremely low.
A)1/2(2/074N/m)(0.07m)^2 = 0.00508J
B)(0.0148kg)(9.81m/s^2)/0.07m = 2.074N/m


Any help would be great.

If these are the measured data, the results are correct. It can be a weak spring.

ehild
 
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