Undergrad Difference Between Resistance Force and Friction Coefficient?

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SUMMARY

The discussion clarifies the distinction between resistance force and friction coefficient. Resistance force refers to the total force opposing motion, which includes frictional resistance, while the friction coefficient is a dimensionless ratio representing the relationship between frictional force and normal force, expressed as \(F_{friction} = \mu N\). The friction force is measured in Newtons, whereas the friction coefficient is unitless. Additionally, calculating the friction coefficient is complex due to its dependence on various factors such as surface cleanliness and temperature.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Familiarity with basic physics concepts like force and normal force
  • Knowledge of frictional forces and their measurement
  • Awareness of factors affecting friction, such as surface conditions
NEXT STEPS
  • Research methods for measuring friction coefficients in different materials
  • Explore the effects of surface cleanliness on frictional resistance
  • Learn about the different types of resistance forces, including wave resistance and pressure resistance
  • Investigate the role of temperature in frictional force calculations
USEFUL FOR

Physics students, engineers, and anyone interested in understanding the mechanics of motion and resistance forces in various applications.

tymi9
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Hi
I have been wondering what is the difference between resistance force and friction coefficient. While doing research online I could not find a clear answer. Maybe someone here will now:bow:
 
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Well, the units for one. The friction force has units of Newtons, and the friction. Coefficient is dimensionless.
 
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I will assume that "resistance force" is another name for the more common "frictional force".
When two surfaces are ~smooth it is approximately true that the friction force is proportional to how strongly the surfaces are pushed together (this is the Normal force). And so we write that $$F_{friction}=\mu N$$
 
tymi9 said:
Hi
I have been wondering what is the difference between resistance force and friction coefficient. While doing research online I could not find a clear answer. Maybe someone here will now:bow:
One is a force, the other is a ratio between two forces: normal and friction.
 
Oh ok now I get it. thanks

However, is there a way to calculate the friction coefficient?
 
Not in a simple way. You should well know that it depends upon a lot of different things (like cleanliness of surfaces, moisture, temperature, etc). I think you can look up measured values for various combinations of surfaces. And the supposition that the ratio is constant is does not always hold. It is overemphasized in introductory physics because the problems are easy to formulate !
 
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tymi9 said:
Oh ok now I get it. thanks

However, is there a way to calculate the friction coefficient?
It is not simple to calculate, but it is rather straightforward to measure.
 
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Let's just put here that resistance of an object can consist of multiple effects, friction is just one:
- Frictional resistance
- Form or pressure resistance (for not so aerodynamically shaped objects also called bluff body resistance)
- Wave resistance (only applicable to floating objects like ships)

So if you say what is the difference between a resistance force and frictional resistance force (I'm assuming both as a force now), then the resistance force usually contains frictional resistance but may contain other types of resistance as well, and is therefore always at least as big as the frictional resistance.
 

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