Year 2- Gravitational Fields Flashcards

1
Q

what do all objects with a mass exert

A

a gravitational force on each other

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2
Q

what is the gravitational force a mass experiences near the surface of a planet or moon

A

weight

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3
Q

what is the equation for weight

A

W = mg

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4
Q

what is the gravitational force proportional to when 2 masses are involved

A

directly proportional to the product of the 2 masses, and inversely proportional to the distance between the two centres squared

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5
Q

how can we assume an object can act like a point mass

A

if it is spherical and has uniform density

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6
Q

define point mass

A

the object acts like all the mass is concentrated in the centre

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7
Q

when dealing with masses in a gravitational field, what is assumed

A

all the masses are point masses

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8
Q

what are all masses surrounded by

A

a gravitational field

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9
Q

where will all masses feel a force

A

in the gravitational field

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10
Q

what is gravitational field strength

A

the gravitational force per unit mass a mass will experience in a field

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11
Q

what is the source of a gravitational field called

A

a source mass

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12
Q

how can we test the field due to a source mass

A

using a test mass

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13
Q

what is a test mass

A

a small enough mass that won’t effect the field

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14
Q

is gravitational field strength vector or scalar

A

vector, with the direction towards the source mass

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15
Q

define gravitational field strength in terms of the equation

A

gravitational field strength is directly proportional to the mass of the source mass, and indirectly proportional to the distance between the centre of the test mass and source mass squared

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16
Q

how can the gravitational field strength be represented

A

-with vectors pointing in the direction of the field, with different lengths of the vectors representing different field strengths
-with field lines pointing in the direction of the field, and the distance between the field lines representing different field strengths

17
Q

what is the shape of field lines around a spherical mass

18
Q

what does a radial field represent in terms of gravitational field strength

A

it decreases as you get further from the centre point mass

19
Q

how can we represent the gravitational field close to the surface and what does it mean

A

as a uniform field, therefore g is a constant

20
Q

how do you differentiate between what equation to use for the force

A

w=mg for when the mass is close to a planet
f=gmm/r^2 for when the distance is a lot greater (where g would not be a contstant)

21
Q

how can you find the point between two masses where their each individual fields cancel out

22
Q

how can you find the direction/ force of a point in 2 gravitational fields

A

find the resultant force vector

23
Q

what does the graph of g against r look for a point mass

A

a decreasing curve

24
Q

what does the graph of g against r look for a planet

A

a positive linear line up to the surface of the planet, that rapidly changes to a decreasing curve

25
when a mass is in a uniform gravitational field, how can you calculate the change in potential energy
GPE=mgh
26
what is the gravitational potential energy closer than infinity in a radial field
less than 0
27
define gravitational potential energy
the work done to move a test mass from infinity to a given point in the field
28
when is Ep=GMm/R used and when is Ep=mgh used
Ep=GMm/R is used to find absolute values in a radial field Ep=mgh is used to calculate changes in a uniform field
29
what is the total potential energies of a test mass in 2 gravitational fields
the sum of the gravitational potential energies due to the individual gravitational fields, it is never 0
30
what is the work done to move a test mass from one point to another
the change in gravitational potential energy between the two points
31
is the work done positive or negative when a test mass is moved away from the source mass
positive
32
what is the gravitational field for an object to escape the field into deep space
0/ negligible
33
how much kinetic energy does an object need to escape the field
an amount equal to the magnitude of the gravitational potential energy
34
what equation can be used to solve for the escape velocity
o.5mv^2=GMm/R
35
what is escape velocity
velocity an object needs to escape a gravitational field
36