Lecture 20 - Angular Kinetics : Finding the Centre of Mass Flashcards

1
Q

the weight of the body is a function of the mass of …… and ..

A

mass of each particle and the acceleration due to gravity

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2
Q

the point around which all the particles are evenly distributed is

A

the point at which we can draw a single weight vector (Fw)

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3
Q

what is the unit for impulse

A

N.s

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4
Q

what is the unit for displacement

A

m

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5
Q

what is the unit for velocity

A

m/s

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6
Q

what is the unit for acceleration

A

m.s^-2

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7
Q

what is the unit for force

A

N

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8
Q

what is the unit for inertia

A

equivalent to mass

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9
Q

what is the unit for momentum

A

kg.m.s-1

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10
Q

what is the unit for angular displacement

A

rad

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11
Q

what is the unit for angular velocity

A

rad/s

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12
Q

what is the unit for angular acceleration

A

rad.s^-2

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13
Q

what is the unit for moment of force or torque

A

N.m

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14
Q

what is the unit for moment of intertia

A

kg.m^2

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15
Q

what is the unit for angular momentum

A

kg.m^2.s^-1

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16
Q

what is the unit for angular impulse

A

N.m.s

17
Q

the centre of gravity is the point about which ….

A

the resultant torque of all forces acting on the body is zero

18
Q

what is the quantitative method to locate centre of mass

A

rcm = sum of ri mi / sum of mi

19
Q

for an athlete to complete the frosby flop they must create …

A

rotation about the “centre of mass”

20
Q

what is the first thing we have to do in the frosby flop (what type of force and what does this create)

A

first we have to do work on our centre of mass to give it kinetic energy for the jump

we have used an off centre force which created rotation of the body with our push off

21
Q

in the air what do we do in the frosby flop

A

in the air we can redistribute our segments to manipulate the location of the CoM, to control rotation of the body, keeping the CoM as near to the bar as possible