Unit3 AOS3 - Relationships between force, energy and mass Flashcards

1
Q

What is Impulse

A

the change in momentum of an object - occurs due to a constant force that acts over a given time interval

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2
Q

What is the direction of impulse

A

Always in the same direction as the change in momentum and velocity

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3
Q

Impulse Calculations

A
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4
Q

What is Work Done (+3 ways to calculate it)

A

It’s the change in energy of an object caused by a force

Change in Energy:
W = Efinal - Einital
(provided the change in energy occurred as a result of a force)

Product of Force & Displacement:
W=Fs (where s is the distance moved in direction of force)

Force-Displacement Graphs:
The area under a force-displacement graph is equal to work

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5
Q

Impact of Direction of Displacement on W=Fs

A
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6
Q

Definition of Power

A

Rate of Change of Energy (measured in W or J/s)

P = Energy/Time

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7
Q

Conservation of Energy

A

Energy is always conserved - therefore - it can only be transformed

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8
Q

Kinetic Energy

A

Energy associated with motion

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9
Q

Elastic vs Inelastic Collisions

A

Elastic Collisions - where kinetic energy is conserved
Inelastic Collisions - where kinetic energy is not conserved

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10
Q

Is momentum conserved in a collision

A

Yes

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11
Q

Where does the energy go in inelastic collisions

A

The energy will be transformed into other forms of energy - e.g. heat/sound/deformation of objects

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12
Q

Strain Potential Energy

A

Energy associated with the potential energy stored in a spring

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13
Q

Hookes Law

A

Calculates the restoring form that an ideal spring applies when it’s compressed or extended

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14
Q

Natural Position of a Spring

A

Position where no external forces are acting on it - a spring in its natural position will not exert a force

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15
Q

Spring Equilibriums

A

Equilibrium point is the point at which the Fg = Fs, therefore creating a position with a net force of zero

The equilibrium point is both:
- the position where an object can reach its maximum speed
- the only position where an object can remain stationary over time

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16
Q

Spring Constant

A

k= Rise / Run

Where Rise is in Newtons, and Run is metres

17
Q
A