Main definitions Flashcards

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1
Q

a Torque

A

when a force causes a rotation around an axis

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2
Q

Moment of inertia

A

the measure of an object’s resistance to angular acceleration around a given axis

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3
Q

moment of inertia equations

A

point mass-hoop or hollow cylinder

rod about centre-horizontal rod with vertical axis down its middle

rod about end-end of horizontal rod touching vertical axis at right angle

disc about centre-hollow cylinder or disc

sphere about centre-sphere

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4
Q

The principle of conservation of angular momentum

A

In the absence of external torques, total angular momentum before equals the total angular momentum after

I1wo1+I2wo2=I1w1+I2w2

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5
Q

Gravitational field strength

A

defined as the gravitational force acting on a unit mass by a gravitational field

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6
Q

Conservative field

A

A field in which the work done (energy required) to move mass between two points in the field is independent of the path taken

e.g. gravitational field

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7
Q

gravitational potential (at a point in a field)

A

The work done (energy) in moving 1kg of mass from infinity to that point in the field.

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8
Q

Escape velocity

A

the minimum velocity needed for a mads to escape the gravitational field of an object completely (ie to reach infinity)

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9
Q

The equivalence principle

A

It is not possible to distinguish between the effects on an observer of a uniform gravitational field and of a constant acceleration

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10
Q

A geodesic

A

the shortest distance between two points

Freely moving objects and light (due to gravitational lensing) will follow geodesics in spacetime

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11
Q

Schwarzschild radius

A

radius/distance from the singularity (up to the event horizon) where spacetime is so distorted that not even light can escape it

(its escape velocity exceeds the speed of light)

Distance from the centre of a black hole to the event horizon

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12
Q

What interpretation does general relativity lead to?

A

that mass curves spacetime and that gravity arises from the curvature of spacetime

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13
Q

Luminosity of a star

A

the energy per second (power) a star radiated across all wavelengths into space

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14
Q

Apparent brightness

A

the luminosity falling on 1m^2 at a distance d from the star

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15
Q

Quantum physics

A

‘phenomena on the atomic scale which are observed to be quantised - i.e. only exist in well defined states rather than a continuous range’

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16
Q

Heisenberg’s uncertainty principle

A

It is not possible to know the position and momentum of a quantum particle simultaneously

It is not possible to know the lifetime and the associated energy change of a quantum particle simultaneously

17
Q

Quantum tunneling

A

Potential wells form energy barriers which would not normally allow particles to escape.

The quantum particle can ‘borrow’ energy for a short period of time and occupy states that, according to classical physics, it has insufficient energy to occupy

18
Q

Explanation if helical motion

A

Charged particles entering a magnetic field at an angle will travel in a helical path due to the combination of its circular motion perpendicular to the field and its linear motion parallel tot he field

19
Q

simple harmonic motion

A

The restoring force (and acceleration) is directly proportional to, and in the opposite direction to, the displacement from the rest position

20
Q

What does damping refer to?

A

The energy lost from an oscillating system over time. The result is that amplitude of the oscillation decays over time (underdamping

21
Q

overdamping and critical damping

A

-the object is brought slowly back to equilibrium with no oscillations

-the oscillator comes to a stop in the minimum possible time e.g. car shock absorbers

22
Q

wave

A

A disturbance in a medium which transfers energy from one place to another

23
Q

Amplitude

A

A measure of the energy transferred by a wave- as amplitude increases, so does energy transferred

24
Q

What is the phase difference between 2 points on a wave a distance x apart?

A

Their separation as a fraction of the wavelength, expressed as a phase angle in radians

25
Q

When is a stationary phase formed?

A

When the incident wave and the reflected wave interfere to produce points if destructive and constructive interference

By the interference between 2 waves of the same frequency and amplitude, travelling in different directions