Midterm 1 Flashcards

(76 cards)

1
Q

Scientific Theories

A

testable
continually tested
simple and elegant

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2
Q

Constellations

A

human grouping of stars in the nigh sky in to a recognizable pattern

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3
Q

Angular Measure

A

1 degree = 1’
1’= 60”
closer an object is, the larger its angular size
further an object is, the smaller its angular size
what fraction of the 360 degree sky does it take up

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4
Q

Pythagoras

A

natural phenomenon can be described mathematically
All heavenly bodies perfectly spherical , unchanging, the heavens are perfect
All heavenly bodies move in circle attached to a crystalline sphere

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5
Q

Crystalline Sphere

A

Populated with stars

constellations in 88 regions

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6
Q

Zenith

A

An imaginary point directly above location on the celestial sphere. ie) if you’re at the North Pole, polaris is at your zenith

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7
Q

Right Ascension

A

Measure in hours- 360 degrees = 24 hours

1 hour = 15 degrees (similar to longitude) N/S

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8
Q

Declination

A

Measured in degrees

similar to latitude E/W

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9
Q

Aristotle

A

Circular motion is the natural motion in the universe
Geocentric model
First example of the scientific method (physical laws)
Used eclipses to prove the Earth was round. Shadow cast on the moon = circular

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10
Q

Earth’s Rhythm

A

daily progress is diurnal motion; sun rises in the east and sets in the west. some stars don’t dip below the horizon
disproves celestial sphere so changes to stars have their own, each planet has its own (sun included), moon has its own. all at different rates

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11
Q

Circumpolar Stars

A

never move, used to define rotational axis of the celestial sphere

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12
Q

Retrograde Motion

A

direct motion appears backwards, looping back. eastward motion stops and appears to move westward

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13
Q

Seasons

A

Caused by the inclination of Earth’s axis as it revolves around the sun. Different constellations are seen at different times of the year
tilt of orbital plane; angle not distance, indirect sunlight for longer

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14
Q

Ecliptic

A

sun has its own path across the sky.
planets and moons are close to ecliptic
signs of the zodiac are on the ecliptic

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15
Q

Equinoxes

A

where the ecliptic intersects the celestial equator
Vernal - Spring Autumnal- Fall
equal night and equal night
sun rises directly east and sets directly west

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16
Q

Lunar Eclipse

A

sun-earth-full moon

does not happen every time because moons orbit is tilted relative to the ecliptic

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17
Q

Solstices

A

point on the ecliptic that the sun is at its northern most point is the summer solstice: longest day
point on the ecliptic that the sun is at its southern most point is the winter solstice: shortest day

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18
Q

Moon Phases

A

sun-moon-earth start point new moon (invisible), waxing crescent, quarter moon, waxing gibbous, full moon sun-earth-moon, waning gibbous, third quarter, waning crescent = 1 synodic month

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19
Q

Solar Eclipse

A

sun-new moon-earth

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20
Q

Triangulation

A

distant to object and baseline bh/2 to find distances

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21
Q

Parallax

A

apparent displacement of foreign object as observers location changes
parallax shift is inversely proportional to the distance
small parallax- large distance
large parallax - small distance

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22
Q

Eratosthenes

A

used geometric reasoning to measure objects with a great degree of accuracy

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23
Q

Aristarchus

A

First to adopt the heliocentric model.
geometric assumption that sun is larger than Earth and thus it is more natural that the sun is at the center
had no proof that the earth was moving, everyone believed Aristotle.

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24
Q

Hipparchus

A

rejected the heliocentric model because he couldn’t observe stellar parallax
invented trig and used it for astronomical observation
his work made accurate prediction of planetary position and eclipses possible

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25
Ptolemy
most famous for his model of planetary motion where planets revolved on epicycles which then revolved on larger deferents. complex way to explain retrograde motion
26
Copernicus
Breaks the paradigm, heliocentric model but with no observational evidence retrograde motion- speed of orbit decreases with distance from the sun used epicyclic motion
27
Galileo Galilei
new data to support Copernicus view. heliocentric made his own telescope discovered laws that describe falling bodes but didn't tie it in to planetary motion observed milky way make up of numerous faint stars sun spots sun rotation Jupiter moons Venus phases beefed catholic church
28
Tycho Brahe
records of stars and planets, extremely accurate rejected heliocentric model, couldn't feel earth moving no detection of parallax
29
Johannes Kepler Goals
inherited Brahe's data. determined Mar's orbit was an ellipse wanted heliocentric model without the epicycles
30
Kepler's First Empirical Law
all orbits are ellipses with the sun at one focus. major axis-long axis of ellipse semi-major axis- half the length, kind of like a radius eccentricity, how flat an ellipse is, 1= straight line 0= perfect circle need semi-major axis and eccentricity to describe a planets orbit perihelion- closest approach to the sun a(1-e) aphelion- furthest approach to the sun a(1+e)
31
Kepler's Second Empirical Law
a line drawn between the sun and a planet sweeps out in equal areas in equal time therefore the speed of an object must change aphelion: velocity goes down, further from sun perihelion: velocity goes up, close to sun motion lotion not constant
32
Kepler's Third Empirical Law
square of a planets orbital period is proportional to the cube of its semi-major axis P2=a3 the orbital period increases more rapidly than the size of its orbit
33
Radar
used to measure distances to planets, doesn't work on sun and other stars. must use geometry
34
Paradigm Shift From Empirical to Mathematical
Newton showed that the force of gravity which accelerates falling bodes near the earth is the same force that keeps the moon and planets in their orbit Combined terrestrial and celestial
35
Newtons First Law
Law of Inertia: tendency of an object to keep moving at the same speed and same direction unless force is acting on it moving object will move forever in a straight line unless it is compelleed to change that state by a force acting on it
36
Weight
force with which gravity pulls you towards the center of the Earth
37
Mass
total amount of matter an object contains
38
Force
``` Push or pull, in response to force, an object will deform or accelerate nuclear force electromagnetism weak nuclear force gravity ```
39
Velocity
speed with vector direction. v=d/t
40
Newtons Second Law
When a force acts on a body of mass it produces in it an acceleration equal to the force divided by the mass f=ma higher mass, lower acceleration
41
Acceleration
rate of change of velocity
42
Newtons Third Law
to every action there is an equal and opposite reaction opposite in direction no isolated forces in nature
43
Gravity
continuous force; object having mass always exerts gravitational force on all massive objects
44
Law of Gravity
responsible for the continuous pull of the planets towards the sun. inertia and the force of gravity f=gmm/r2 inverse square law a=-gm/r2 falling acceleration due to gravity aka im in orbit
45
Keplers 1st Law Reconsidered
orbit of a planet around the sun is an ellipse with the center of mass of the planet-sun system at one focus p2=a3/mtotal
46
Orbital Velocity
square root of gm/r
47
Escape Velocity
enough speed to escape gravitational pull. escape velocity diminishes with increasing separation v= square root 2gm/r
48
Electromagnetic Radiation
emitted by objects is how we obtain informaiton
49
Invisible Light
radio, infrared, ultraviolet, x-ray, gamma ray
50
Visible Light
``` ROYGBIV 700(red) -400 nm (blue) light you see when you pass a beam through a prism ```
51
Light As a Particle
composed of infinitesimal particles called photons that move at the fundamental speed limit of the universe c=300000 km/s photons have no mass but have energy propagation of light through space
52
Light As a Wave
particle-wave duality diffraction, bending of light as it passes through a narrow gap if light were a particle, shadows would have sharp edges waves can interfere with each other can meet in phase and add constructively can meet in anti-phase and cancel destructive interference
53
Wavelength | Velocity of a Wave
lambda, distance between two successive crests or troughs | v= wavelength x frequency
54
Frequency
number of crests passing through a give point in one second, Hz higher the frequency, smaller its wavelength and the greater its energy
55
Amplitude
defined as the height of the crest from middle to peak
56
Infrared
( larger than 700 so larger than red portion of visible) 700 nm - 100 micrometers.
57
Radio
larger than 100 micrometers
58
Ultraviolet
less than blue light, less than 400 nm | 400-1 nm
59
X-ray
less than blue light and ultraviolet | 1 nm- 1 x 10^-4 nm
60
Gamma Rays
smallest
61
BlackBody
all objects radiate, a perfect black body is an object that absorbs all radiation falling on it and re-emits it
62
Black Body Spectrum
Planck curve, measures the spread of the intensity of radiation Higher temperature, appear brighter (higher radiation)
63
Wien's Law
by looking at the intensity of light and different wavelengths, we also get a sense of temperature blue- hotter than red. white is the hottest peak wavelength= 2.898 x 10^ -3/ T
64
Stefan's Law
total amount of energy emitted also increases with the temperature temperature= t^4 very small temperature increase, very large total energy
65
Spectral Lines
de-excitation releases photons with certain energies bright lines at specific wavelengths like fingerprint
66
Continuous Spectra
ROYGBIV with no interruption. emission of radiation at all wavelengths Blackbody High density gas or solid or hot bulb/star
67
Emission Spectra
thin slices of the continuous spectrum on a black background. not all wavelengths are emitted light shines on a low density hot gas , atom get's excited
68
Absorption Spectra
absorption lines- gaps in spectra where wavelengths have been absorbed by cool, low density atoms get excited, then de-excited, photons are re-emitted in all directions leaving some spots removed from continuous spectrum
69
Kirchoff's First Law
luminous solid or liquid or dense gas emits light of all wavelengths- continuous spectrum
70
Kirchoff's Second Law
low density gas that is hot has emission lines- emission spectra
71
Kirchoff's Third Law
low density gas that is cool with a black body source shining through it will absorb radiation from background- absorption spectra
72
Molecular Spectral Lines
electron transitions- produce visible vibration- infrared spectral lines rotation- radio spectral lines
73
Hydrogen Atom
electrically neutral, one electron orbiting a proton
74
Excited State
when an electron moves to an orbital that is at a greater distance form the nucleus. get's excited by absorbing radiation or colliding with a photon that has the exact amount of energy. wants to return to Netflix (ground level)
75
Hydrogen Atom Gets Hit in Space, What happens:
1) photon will have so much energy that it knocks the electron off leaving an ionized particle called an ION 2) if a photons energy exactly matches the energy difference between two levels, the photon is absorbed and jumps to a higher level (excited state) 3) doesn't match exact energy difference, photon is ignored
76
Cascade Effect
photon that jumps to second excited state can either proceed directly to ground state emitting a photon identical to the one that excited it ORRRRR photon can cascade down one orbital at a time emitting two photons with energies equal to the difference between levels