Is Normal Force Relevant in Frictionless Scenarios?

AI Thread Summary
Normal force is generally only relevant in problems involving friction, as it does not affect conclusions in frictionless scenarios. In horizontal or sloped surfaces without friction, normal forces can be considered irrelevant since there is no perpendicular movement or acceleration. However, in cases involving curved surfaces, normal forces become significant due to the presence of centripetal acceleration. If the focus is solely on forces and acceleration along the surface, including normal force in diagrams may be unnecessary. Understanding the context of the problem is crucial for determining the relevance of normal force.
rygza
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My instructor told the class to keep in mind that we should only account for normal force when friction is involved in the problem. In my book there is a problem in which friction is negligible and they account for normal force, but ultimately the normal force has no effect on the conclusion of the problem.

Should I not include normal force in my diagrams if there is no friction?
 
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hi rygza! :smile:

if the problem is about things moving on a plane (horizontal or sloping), then (if there's no friction) there's no movement, and therefore no acceleration, perpendicular to the plane, and so the perpendicular forces are irrelevant (ie your instructor is correct) :smile:

but if the surface is curved, then even though there's no movement perpendicular to the plane, there is a centripetal acceleration perpendicular to it, and so any perpendicular forces (including the normal forces) are relevant :wink:
rygza said:
Should I not include normal force in my diagrams if there is no friction?

If you're only interested in forces and acceleration along the surface, there's no need to clutter the diagram with perpendicular forces
 
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