Gravitational Feilds Flashcards

1
Q

Define gravitational field.

A

This is a region of space
Which a mass experiences a force
Due to gravitational attraction of another mass.

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2
Q

Formula for force of a gravitational field.

A

F ∝ m1, m2
F ∝ 1/r²

F = (m1 m2) / r²

[K = G]

G > universal gravitational constant
G= 6.67x10⁻¹¹ Nm²/Kg²

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3
Q

Newton law of gravitation.

A

This states that the gravitational force of attraction between two point masses is proportional to the products of the masses and inversely proportional to the square of their separation distance

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4
Q

What happens to the force due to gravity when the masses are twice as far away ?

A

It reduces

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5
Q

Formula for gravitational field strength

A

Gs = Fg/m (N/ kg)

Fg = force due to gravity or weight

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6
Q

First law of Keplers

A

The planet revolves in an elliptical orbit

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7
Q

Second law of Keplers

A

Each planet revolves in such a way that the imaginary line joining it to the sun sweeps out equal areas unequal times

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8
Q

Third law of Keplers

A

The square of the periods of revolution of the planets are proportional to the cubes of their mean distances from the sun.

T² ∝ r³

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9
Q

Prove T² ∝ r³

A

Proof = Fg = Fc

(G me ms)/ r² = (ms v²) / r

Once they are set equal, ms and Ms cancel each other. r cancels one r

(G me) / r = v²

Since v = 2πr/T

(2πr/T)² = (Gme/r)

4 π² r² / T² = Gme / r

Cross multiply with the intention of isolating T²

4 π² r² (r) = Gme (T²)
4 π² r³ = Gme (T³)

Divide both side by Gme

T³ = (4 π² r³) / Gme

Since k = (4 π²) / Gme

T² = Kr³

T² ∝ r³

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10
Q

Define artificial satellites

A

It is a huge body that moves around a planet in an orbit due to the force of gravitational attraction

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11
Q

Define parking orbit

A

A parking orbit is a path in space of the satellite which makes it appear to be in the same position, relative to the observer at a point.

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12
Q

Uses of parking orbit

A

1) many geostationary satellites are required for efficient broadcasting

2) communication can only occur provided, there is no obstruction between the transmitter and the receiver

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