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GRADE 9
Physics 1
QE REVIEW
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Cards (27)
Uniform circular motion
Motion of an object in a circle at a constant speed of rotation
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Uniform circular motion
Acceleration is constant
Velocity is always changing direction
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Uniform circular motion
A ball tied to a string
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Velocity in uniform circular motion
Always directed tangent to the circle
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Acceleration in uniform circular motion
Always directed towards the center
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Velocity magnitude in uniform circular motion
Constant
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Acceleration magnitude in uniform circular motion
Constant
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Centripetal/radial acceleration (ac)
SI unit:
m/s2
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Centripetal force (Fc)
Unit:
Newton
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Radius
(r)
Unit:
meters
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Mass
(m)
Unit:
kilograms
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Period (T)
Time for 1 complete revolution
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Tangential velocity (v)
Unit: m/s
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Uniform circular motion example
A
185-gram
smartphone connected to its charging cable is
playfully whirled
in a
horizontal circle
where it completes
one revolution
in
0.667 s.
Its rotation is
clockwise
when viewed from the top. The radius of the circular path is
78.0 cm.
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Arc length (s)
Portion of the circumference of a circle
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Angle
subtended
by
arc length
(θ)
SI unit:
radians
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Tangential/linear velocity (v)
v = rω
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Tangential/linear acceleration (a)
a = rα
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Angular velocity
(ω)
SI unit:
radians
/
sec
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Angular acceleration
(α)
SI unit:
radians
/
sec2
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Angle subtended by arc length examples
(a) Arc length 1.50 m on a circle of radius 2.50 m
(b) Arc length 14.0 cm subtends an angle of 180 degrees
(c) Angle between two radii of a circle with radius 1.50 m is 0.700 rad
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Angular velocity examples
(a) Airplane propeller rotating at 1900 rpm
(b) Earth rotating once on its axis in 24 h
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Radial acceleration
of an object at
the Earth's equator
Compared
to
the value of g
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Centripetal force experienced by a 60 kg person at the Earth's equator
Unit: Newton
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Moment of inertia (I)
For a single particle: I = mr^2, where m is mass and r is rotational radius
SI unit: kg.m2
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Torque (τ)
Unit
:
Newton-meter
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Calculating moment of torque due to a force applied tangent to a wheel
Steps
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