Circular Motion & Gravitational Fields Flashcards

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1
Q

Define the radian.

A

An angle suptended at the centre of a circle where arc length is equal to the radius of the circle.

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2
Q

Define angular speed.

A

Rate of change of angular displacement by a a force.

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3
Q

Describe uniform circular motion.

A

Constant speed where acceleration is always perpendicular to velocity.

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4
Q

State what is meant by centripetal acceleration.

A

Acceleration is perpendicular to velocity.

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5
Q

State what is meant by a field of force.

A

Region of space where a particle experiences a force.

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6
Q

State what is meant by a line of force in a gravitaional field.

A

Direction of force on a small test mass.

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7
Q

Explain why the acceleration of free fall near the earth’s surface is approximately constant.

A

Near the earth’s surface, the lines are approximately parallel and so field strength is constant which means acceleration of free fall is constant.

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8
Q

State what is meant by a gravitational force.

A

Force acting between two masses.

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9
Q

State Newton’s Law of Gravitation.

A

The force between two point masses is proportional to the product of the masses and inversely proportional to the square of their seperation.

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10
Q

Define gravitational field.

A

Force per unit mass.

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11
Q

Define gravitational field strength.

A

Gravitational force per unit mass.

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12
Q

Explain how a satellite may be in circular orbit around a planet.

A

Gravitational force of attraction between satellite and planet provides centripetal force of constant magnitude on satellite about the planet.

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13
Q

State some features of a geostationary satellite which orbits the earth.

A
  1. In equatorial orbit
  2. Period of orbit is 24 hours
  3. Orbit above the equator
  4. Travels from west to east
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14
Q

Each planet orbits at constant speed, so explain whether the planets are in equilibrium.

A

No they’re not, this is because the direction of motion of each planet changes which means acceleration is present and hence there’s a resultant force.

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15
Q

Define gravitational potential.

A

Work done per unit mass in moving mass from infinity.

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16
Q

State the relationship between gravitational potential and gravitational field strength.

A

Gravitational field strength eqauls to negative gravitational potential gradient.

17
Q

Explain why gravitational potential is negative throughout.

A

Potential is zero at infinity, gravitational force is attractive so test mass is getting closer from infinity so loses potential energy and hence it’s negative throughout.

18
Q

Explain why cne complete revolution is equivalent to an angular displacement of 2π rad.

A

Arc length is rθ so for one complete revolution arc = 2πr AND so:

θ = 2πr/r = 2π

19
Q

State two properties of the centripetal force that cause a centripetal acceleration.

A
  1. Force must be constant
  2. Force must be towards centre of the circle.
20
Q
A