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8 Friction and Mechanical Applications Free Online FlashCards

Study 8 Friction and Mechanical Applications with 12 free online flashcards. Review key terms, definitions, and concepts with this interactive flashcard deck.

12 cards
01
Front

What are the two components of contact force in the Coulomb dry-friction model?

Back

In the Coulomb model, contact force has a normal component perpendicular to the surfaces and a friction component tangent to them.

02
Front

How does static friction behave before slipping begins?

Back

Static friction adjusts as needed from zero up to its limit: 0≤Fs≤μsN0 \leq F_s \leq \mu_s N.

03
Front

What is the static-friction condition at impending slip?

Back

At impending slip, static friction reaches its limiting value: Fs=μsNF_s = \mu_s N.

04
Front

What equation models kinetic friction during sliding?

Back

During relative sliding, the simplified model gives Fk=μkNF_k = \mu_k N, where μk\mu_k is the coefficient of kinetic friction.

05
Front

What motion does friction oppose at a contact?

Back

Friction opposes relative motion or impending relative motion at the contact, not necessarily the body's overall motion.

06
Front

How should contact forces between two bodies appear on their free-body diagrams?

Back

Draw a separate free-body diagram for each body, showing the forces acting on that body. Contact forces between two bodies are equal and opposite and appear on their respective diagrams.

07
Front

What does a negative friction result mean?

Back

If an assumed friction direction gives a negative result, the actual friction direction is opposite to the assumed one.

08
Front

How is a block's weight resolved on an incline?

Back

For an incline at angle θ\theta, the weight components are W∥=mgsin⁡θW_{\parallel}=mg\sin\theta and W⊥=mgcos⁡θW_{\perp}=mg\cos\theta.

09
Front

What balances a resting block's downslope weight on an incline?

Back

With no applied force along the plane, static friction balances the downslope weight component: Fs=mgsin⁡θF_s=mg\sin\theta, if this is within the friction limit.

10
Front

At impending downslope slip, how does incline angle relate to μs\mu_s?

Back

For the simple setup at impending downslope slip, mgsin⁡θ=μsmgcos⁡θmg\sin\theta=\mu_smg\cos\theta, so μs=tan⁡θ\mu_s=\tan\theta.

11
Front

How should a wedge system be analyzed?

Back

Draw a free-body diagram for the wedge and each body it contacts; include each contact's normal and friction forces, then apply equilibrium to each body.

12
Front

How can a wedge use input force, and what role can friction play?

Back

A narrow wedge can amplify an input force to separate or lift other bodies, while friction can resist driving or help the wedge hold position.