What Device Can Apply Constant Force Per Second for String Tension Experiments?

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A device is needed to apply a constant force per second on a string for tension experiments, allowing for a graph of Force (N) over Time (s) with a consistent slope. Preliminary findings indicate that higher force per second (N/s) results in the string breaking at higher tension, while lower N/s leads to lower breaking tension. The breaking point of the string is determined by its properties, including material, diameter, and strength. The relationship between force and breaking tension can be calculated using the equation: Breaking Force = Breaking Stress x Cross-sectional Area. Understanding these factors will enable accurate graphing and analysis of string tension behavior.
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I'm looking for something that can pull on a string at a constant force per second

So that i can graph Force (n) over Time (s) just like that:

Picture 2.jpg


in this graph, the red line represents the tension of a string as i pull on it. However, i really need that slope to be constant.

By the I'm investigating how different force per second affects the breaking force of the string

From preliminary experiments, i observed that that:

Picture 4.jpg


the trough of the graph is when the string breaks.

The larger N/s applied, the string breaks at a higher tension
The lower N/s applied, the string breaks at a lower tension

WHY IS THIS SO? which equations can i use?
 
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The answer to your question lies in the properties of the string itself. The type of string, the diameter, and the material used will all determine how much force it can handle before breaking. Generally, the thicker and stronger the material, the higher the tension it can tolerate before breaking.So when you apply a constant force per second (N/s) to the string, the tension increases over time until it reaches the breaking point. This is because the force is being applied consistently, meaning the tension on the string is constantly increasing. As the tension increases, it eventually reaches a point where the string can no longer withstand it and breaks.You can calculate the needed N/s to break the string by using the equation: Breaking Force = Breaking Stress x Cross-sectional Area. This equation basically tells us that the amount of force needed to break the string is equal to the stress the string can handle multiplied by the cross-sectional area of the string.So, if you know the breaking stress for the material and the cross-sectional area of the string, you can calculate the force per second (N/s) that will cause the string to break. This will allow you to accurately graph the Force (N) over Time (s) and see the correlation between the two.
 
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