Chapter 8 Flashcards

(13 cards)

1
Q

When can a torque only exist?

A

When there is a force present

A force doesn’t always mean torque tho

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2
Q

Where would the best place be to exert a the most torque on a door for example?

A

The furthest point from the hinge perpendicular to the door

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3
Q

What are the signs that go with the directions of torque?

A

Positive- counterclockwise

Negative- clockwise

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4
Q

What is the lever arm?

What is it’s equation with torque?

A

The perpendicular distance from the axis of rotation to a line drawn along the direction of force
d=rSinθ
τ=Fd = FrSinθ

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5
Q

What is the centre of gravity?

What does uniform mean?

A

The point where the total force of gravity is acting on an object

When a question says uniform it means the centre of gravity if the geometric centre of the object

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6
Q

What does it mean to be in mechanical equilibrium?

A

No linear or angular acceleration
Net torque and net force must equal 0
ΣF= transnational equilibrium
Στ= rotational equilibrium

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7
Q

Look through problems on oct 29

A

Okay

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8
Q

What is the relationship between torque and angular acceleration?

A
ΣF=ma
Ft=mat
Ft(r)=mat(r) 
Ft(r)=m(rα)r
τ=(mr^2)α
τ=Iα

mr^2=moment of Inertia

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9
Q

What is inertia?

A

Quantity which is constant for a small object located a fixed distance from axis of rotation
It depends on the total mass and how the mass is distributed
Slide 9 oct 31

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10
Q

How is conservation of energy used for rotational kinetic energy?

A

If Wnc=0 then,

(KEt+KEr+PE)i=(KEt+KEr+PE)f

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11
Q

How is the linear speed of an axle related to the angular speed of the wheel when an object is rolling without slipping?

A

Vaxle=2πr/T=2π/T (r)= ωr

KEtotal=KErot+KEtrans
1/2Iω^2+1/2Mv^2

ω=v/R and v=Rω

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12
Q

If a disk and a hoop are both released from a slope and have same mass and radius what will hit bottom first?

A

Disk will hit bottom first since it has lower moment of inertia

Lower moment of inertia=increase angular spin

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13
Q

How can torque be found using angular momentum?

A

Στ=ΔL/Δt

L= angular momentum

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