Week 2 Gravity, Earth, Moon, Parallax, Brightness Distances & Magnitudes Flashcards

1
Q

what is the gravitational force equation

A

F = -GMm / r^2

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2
Q

what is always true of the gravitational force and why

A

it is always attractive since you can only have positive mass

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3
Q

what is the acceleration due to gravity equation

A

g = GM / r^2

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4
Q

what is the gravitational energy equation

A

E = -GMm / r

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5
Q

what is the escape velocity equation

A

vesc = sqrt[ 2GM / r ]

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6
Q

what is the orbital velocity equation

A

vorb = sqrt[ GM / r ]

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7
Q

what two factors can be used to find the circumference of the orbit of an object around another

A

time period of the orbit

velocity of the object orbiting

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8
Q

what is the general simple procedure for determining the distance of an object very far away

A

look at an object and measure the angle between you and it
step sideways and re measure this angle
now calculate the change in angle and the distance of the sideways step
input into this equation
d = b / tanθ
b is the sidestep distance

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9
Q

what do astronomers use as an appropriate sidestep

A

the orbit of the Earth

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10
Q

what is the distance equation in parsec

A

d = 1 / p

p is the parallax angle in arcseconds

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11
Q

define proper motion

A

star positions change in the sky position because of parallax and their relative velocities

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12
Q

what is the proper motion equation

A

μ = v / d

μ is in radian per second

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13
Q

give the four useful circle and sphere equations

A
c = 2πr 
A = πr^2
A = 4πr^2
V = 4/3 πr^3
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14
Q

when is parallax not useful

A

measuring distance of objects outside our galaxy

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15
Q

what method do we use to measure distance to objects outside our galaxy

A

brightness distances

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16
Q

define luminosity

A

the energy that a star emits per second

17
Q

define flux

A

is the energy per second per square metre emitted by a star

18
Q

what is the flux equation

A

F = L / 4πr^2

19
Q

what often represents Flux

A

magnitude

20
Q

how does magnitude differ as brightness differs

A

a fainter star will give a greater magnitude value

21
Q

what is the comparative flux-magnitude equation

A

m1 - m2 = -2.5log[F1 / F2]