Work, energy and power

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30 Terms

1

Work definition

Mechanical energy transfer - force times distance moved in the direction of the force applied.

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2

Work done by a force definition

Energy transferred when a force moves an object

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3

Work done equation

Work done(J) = force x parallel distance

M x g x height

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4

Work done by a force at an angle equation

W = Fx cos0

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5

1 joule definition

Work done when 1 newton force acts over 1 meter

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6

Gravitational potential energy

The capacity of an object for doing work

as a result of its position in a gravitational field.

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7

What is work done equal to

Gain in GPE

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8

Gain in GPE equation

Mg x h

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9

Condition for GPE equation to work

Close to earth

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10

Kinetic energy

The energy associated with an object as a result of its motion.

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11

Kinetic energy equation

Ek=½mv2

M = mass, V = velocity

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12

Conservation of energy

Principle that energy can’t be created or destroyed, but can be transferred between stores

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13

Uniform gravitational field

Gravitational field where all the field lines are parallel and evenly spaced

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14

Efficiency

Percentage of power or energy applied that goes into its intended use

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15

Energy definition

Capacity to do work

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16

What is happening when work is being done

Energy transferred between energy stores

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17

How is energy conserved during transfer

Amount of energy transferred will equal amount of work done by a force

To gain in one energy store = loss in another

Tf total energy in a closed system = conserved

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18

Gravitational potential energy equation

Mass x 9.8(g) x change in height

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19

Constant definition

Doesn’t change across time

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20

Uniform definition

Doesn’t change across space

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21

Speed of falling object equation (when not constant)

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22

What is necessary for speed of falling object (when not constant) equation

Drag and friction negligble

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23

Height gained of an object fired upwards equation

H = V² / 2g

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24

Power definition

Rate of work done/energy transfer

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25

Power equation

Watts / time

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26

How is power rate of work done

Most objects moving at constant velocity require a constant force to balance resistive forces

As the force is parallel to motion, work is done

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27

Rate of work done equation

Power = F x velo

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28

What does energy most commonly end up as if not useful energy

Thermal energy

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29

Efficiency equation

Useful output energy / total output energy

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30

How to combine efficiencies

Convert to decimals then multiply

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