nasu said:Do you have an actual problem in mind?
If it's "static" why do you have a time dependent force?
Orodruin said:If the force depends on t, then x is not static ...
Dustinsfl said:How would I find the static displacement of a spring due to maximum applied force?
Orodruin said:I am pretty sure this is your interpretation of the problem due to how you phrased it, but it is not coming through so all I can offer is my interpretation of your interpretation, namely.
Orodruin said:In that case, the only interpretation I can find that makes any sense is the one above. Some problem writers really need to learn to formulate better ...
Yes, this may be useful. Even if you reproduced verbatim part of the problem, you did not reproduce the text completely.Dustinsfl said:I can take a picture of the question so you can see it is identical. I just added the how would I find.
Static displacement of a spring refers to the distance that a spring stretches or compresses when a force is applied to it and it reaches a state of equilibrium. It is a measure of how much the spring has deformed under the applied force.
The static displacement of a spring can be calculated using the formula: x = F/k, where x is the displacement, F is the applied force, and k is the spring constant. The spring constant is a measure of the stiffness of the spring and is unique to each spring.
The static displacement of a spring is affected by the applied force, the spring constant, and the length and material of the spring. Other factors that may affect the displacement include temperature, surface conditions, and any external constraints on the spring.
The static displacement of a spring is an important measurement in understanding the behavior of a spring under a given force. It can be used to calculate the potential energy stored in the spring and to determine the maximum force that the spring can withstand before permanently deforming.
The static displacement of a spring can be changed by altering the applied force or by changing the spring constant. The displacement can also be affected by altering the length or material of the spring. Additionally, external factors such as temperature and surface conditions can also impact the displacement of a spring.