How to approximate friction coefficients between different materials?
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I want to add friction forces to my computer game. I know there are tables for friction, however I don't think that encoding big table of coefficients (of size n2n2) is a good idea.
I thought, that there may exist some characteristic λλ for each material, so that friction between materials aa and bb is approximated by μa,b=f(λa,λb)μa,b=f(λa,λb) for some function ff.
Do such characteristic and function ff exist? Note that I need this for computer game and I don't need big accuracy, only correct behavior.
I thought, that there may exist some characteristic λλ for each material, so that friction between materials aa and bb is approximated by μa,b=f(λa,λb)μa,b=f(λa,λb) for some function ff.
Do such characteristic and function ff exist? Note that I need this for computer game and I don't need big accuracy, only correct behavior.
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The friction force is the force exerted by a surface when an object moves across it - or makes an effort to move across it.
The frictional force can be expressed as
Ff = μ N (1)
where
Ff = frictional force (N, lb)
μ = static (μs) or kinetic (μk) frictional coefficient
N = normal force between the surfaces (N, lb)
There are at least two types of friction forces
kinetic (sliding) friction force- when an object moves
static friction force - when an object makes an effort to move
For an object pulled or pushed horizontally the normal force - N - is simply the gravity force - or weight:
N = Fg
= m ag (2)
where
Fg = gravity force - or weight (N, lb)
m = mass of object (kg, slugs)
ag = acceleration of gravity (9.81 m/s2, 32 ft/s2)
The friction force due to gravity (1) can with (2) be modified to
Ff = μ m ag (3)
Hope it's help you
The frictional force can be expressed as
Ff = μ N (1)
where
Ff = frictional force (N, lb)
μ = static (μs) or kinetic (μk) frictional coefficient
N = normal force between the surfaces (N, lb)
There are at least two types of friction forces
kinetic (sliding) friction force- when an object moves
static friction force - when an object makes an effort to move
For an object pulled or pushed horizontally the normal force - N - is simply the gravity force - or weight:
N = Fg
= m ag (2)
where
Fg = gravity force - or weight (N, lb)
m = mass of object (kg, slugs)
ag = acceleration of gravity (9.81 m/s2, 32 ft/s2)
The friction force due to gravity (1) can with (2) be modified to
Ff = μ m ag (3)
Hope it's help you
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