How Much Force is Needed to Cut Through a Cable's Plastic Covering?

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To determine the force needed to cut through a cable's plastic covering, it's important to understand that the tensile strength of the cable material is key, as the plastic itself does not significantly contribute to strength. The ultimate tensile strength or yield strength of the cable can be found in material property databases, typically expressed in N/mm² or GPa. The cutting force can be calculated using the formula σ = F / A, where A is the area of the blade tip. It's crucial to consider that copper will deform before breaking, complicating the calculation of maximum force. Accurate calculations will help in determining the required engine horsepower for the cutting process.
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Hello,
I have a project for my diploma.And i have some questions. If someone can help me
i would be very pleased.
I have to know what the cables resistance ( σ ( N/mm2)) is,i mean, how big a force, do i need for cut the cable's plastic?I have a disc (it should be the knife), when it turns around it, it should cut the plastic-all the cover; and the copper should appear.

I thought like this ; σ = F / A and if i know σ, i could find the force, and from force to momentum and then the engines HP ..

Did i thing exact?

Thanks..
 
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Not sure what you are asking
the ultimate tensile stresss = breaking strain of the cable is normally given in N/mm^2 (or GPa) - but this is the maximum force/area in tension when it breaks - not the resistance to cutting.
The plastic sleeve doesn't really add any strength.
It is also only true for hard materials, copper will stretch and change shape before it brakes so there isn;t a simple maximum N/mm^2
 
First of all thanks for your response,

you say that the plastic doesn't add any strenght, so for me is the cover important? The

steel-fiber wire etc...Where can i find the propertys from a cable, because i need a force or

a strength... Which way should i follow?
 
If you are just looking for breaking load (in tension) then you can look up the "ultimate tensile strength" or "yield strength" for the material. This will be given in GPa (N/m^2) which is 1000N/mm^2 see here for list http://en.wikipedia.org/wiki/Tensile_strength

This also gives you an idea of how much force is needed to cut the wire.
You need to calculate the area of the tip of the blade and the force to get the pressure
 
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