Chapter 3 Flashcards

1
Q

In Ptolemy’s model, it is possible to have a planetary orbit without retrograde motion

A

true

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2
Q

Copernicus’ heliocentric model was able to predict the location of the planets more accurately than Ptolemy’s geocentric model

A

false

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3
Q

Copernicus was the first to be able to prove that the Earth orbited around the Sun

A

false

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4
Q

According to the small angle equation, if an object at a fixed distance is suddenly shrunk to a smaller size, then the angular size will

A

decrease

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5
Q

Copernicus was the first person to suggest that the Sun is at the center of our solar system.

A

false

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6
Q

Copernicus figure out which planets were closer to the Sun and which were further

A

sidereal and synodic periods

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7
Q

Eratosthenes

A

ancient astronomer measured the radius of the Earth

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8
Q

size of the Earth could be measured accurately in ancient times by using

A

shadows on Earth

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9
Q

Ptolemy improved the geocentric model by

A

adding epicycles and deferents

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10
Q

One of the main objections to the heliocentric model

A

we do not feel the Earth moving

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11
Q

Aristotle believed that the planets

A

orbited the Earth in circular orbits

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12
Q

superiod conjunction

A

When a planet orbits to the opposite side of the Sun as Earth (and it appears near the Sun in our sky), the planet is at

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13
Q

sidereal period

A

The time it takes a planet to orbit the Sun once and return to the same location in space

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14
Q

Ptolemy’s improvements were important because they explained

A

retrograde motion

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15
Q

scientific ideas was never discussed in the ancient world

A

faint lights in the sky are galaxies

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16
Q

Aristotle

A

believed the universe could be understood by the power of reason alone

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17
Q

Geocentric cosmology

A

all other celestial bodies travel around the earth in circular orbits

18
Q

Small angle equation

A

θ = 206,265 * D / d

19
Q

D

A

diameter

20
Q

d

A

distance

21
Q

θ

A

angular diameter

22
Q

distance equation

A

d=206,265*D/θ

23
Q

diameter equation

A

D=θ*d/206,265

24
Q

Retrograde motion

A

some planets can reverse their steady eastward motions among the stars

25
Q

Ptolemaic model

A

requires the planets not only to move in circles around the Earth but also to move along smaller circles around imaginary points along the main circular orbits

26
Q

Epicycles

A

circle that is carried and rides around on another circle

27
Q

Epicycles

A

circle that is carried and rides around on another circle

28
Q

Heliocentric model

A

relative spacing of planets is fixed uniquely by their apparent motions

29
Q

Parallax

A

shift in angle that occurs when a nearby object is seen against a distance backdrop from two different perspectives

30
Q

Elongation

A

angle between the sun and a planet as seen by an observer on earth

31
Q

inferior planets

A

planets closer to the sun than the earth

32
Q

superior planets

A

planets further from the sun than the earth

33
Q

greatest elongation

A

inferior planets limit

34
Q

inferior conjunction

A

planet is between the sun and the earth

35
Q

superior conjunction

A

planet is on the other side of the sun as seen from earth

36
Q

opposition

A

elongation is 180 degrees

37
Q

synodic period

A

time it takes for a planet to make a complete cycle of elongation configuration

38
Q

sidereal period

A

time it takes for a planet to complete an orbit

39
Q

superior planets equation

A

1/S=1/E-1/P

40
Q

inferior planets equation

A

1/S=1/P-1/E

41
Q

E

A

1