Exam 3 Flashcards

(77 cards)

0
Q

Result of Precession

A

The north celestial pole traces out a circle 47 degrees in diameter relative to the stars in our Northern sky.
Consequently, Polaris has not always been our North Star, and the right ascension and declination of any given star slowly changes. Also, the sun no longer appears in your zodiacal constellation on your birthday!

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1
Q

Precession

A

Of the earths rotation axis is analogous to the wobbling of a gyroscope, and result from the fact that

(a) the earth is spinning, so that it has rotational angular momentum
(b) the earths axis is tilted at an angle of 23.5 degrees. As a result of all of these, the sun and Moon exert torques on the earth’s equatorial bulge. The period of the Earth’s precession Is approximately 26,000 years.

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2
Q

Hipparchus

A

Discovered in the 2nd century that all the positions he’d measured for the brighter naked-eye Stars has shifted systematically relative to those derived about 200 years earlier.

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3
Q

Tides

A

Result from the fact that the forces of gravity diminishes with distance

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4
Q

Tidal bulges

A

The moon raises two on opposite sides of the Earth; the the Sun also raises tidal bulges, but they are less significant than those raised by the Moon

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5
Q

Spring tides

A

Happened on the days of New Moon and Full Moon. The moon and sun “work together”

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6
Q

Body tides

A

The solid ground rising and sinking about eight inches twice a day

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7
Q

Tidal friction

A

Between the oceans and the ocean floor is gradually slowing the Earths rotation. Our day is getting longer, by approximately 0.0023 seconds per century!
To compensate, the Moon is gradually drifting away from Earth,at a rate 3.4 centimeters per year. The tides which the Earth raises on the Moon are stronger than those which the Moon raises on Earth, because the Earth is more massive.

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8
Q

Synchronous Rotation

A

The Moon’s rotation has slowed to the point where it is locked. The moons rotation period equals it’s orbital; period of 27.3 days. Consequently, the same side of the moon aways faces earth. This is a common phenomenon; all the large moons of the outer planets are locked into synchronous rotation!

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9
Q

Phobos

A

A tiny moon orbiting Mars, is so close to the planet that it orbits in less ban a Martian day. Consequently tidal drag is drawing Phobos inward,and in about 11,000,000 years it will crash onto the Martian surface.

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10
Q

Center of mass

A

In any system of two bodies bound by gravity, this imaginary point is located on the line joining their centers, but is closer to the more massive body.

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11
Q

In the case of the Sun and Jupiter..

A

The Suns mass is 1000 times that of Jupiter. The center of mass lies 1000 times close to the center of the Sun than to the center of Jupiter, and is just above the surface of the sun! As a result Jupiter moves in a big elliptical orbit about the center of mass over a period of 11.9 years, while the Sun moves in a tiny orbit.

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12
Q

Kepler’s Second Law

A

(The Law of Area) results from the fact that gravity cannot change the angular momentum of a system. For a planet orbiting the sun in a nearly circular orbit, the planet’s angular momentum is the product of the planet’s mass, it’s orbital speed, and its distance from the Sun.

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13
Q

Kepler’s third law

A

(Harmonic law)

A^3/P^2=Ma+Mb

We can only determine the mass of a star or planet by studying its gravitational effect on a neighboring body.

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14
Q

Conic sections

A

In any two-body systems in which the bodies move under the influence of their mutual gravitational attraction, they follow paths which are conic sections. Since the ratio of their distances from the center of mass is fixed

rA/rB=mB/mA= constant

The orbits of the two have the same shape or eccentricity.

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15
Q

Four conic sections/ how it’s determined

A

Circle e=0
Ellipse 01

The shape of its orbits is determined by the total energy and angular momentum of the system.

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16
Q

Circular velocity

A

The faster the speed with which the satellite is launched the larger the orbit of the satellite, and the greater the orbital period.

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17
Q

Escape velocity

A

The orbit is a parabola and the satellite never returns to Earth! Note that the escape velocity is greater than the circular velocity by a factor of squareroot2 ; near the Earths surface the escape velocity is about 25,000 mph or 7 miles per second. Finally, if the speed exceeds the escape velocity the orbit is a hyperbola.

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18
Q

Olaus Roemer

A

Observing the moons of Jupiter in 1675; that the light travels at a finite speed. The speed of light (in a vacuum) is 299,792.50 km/sec, or about 186,000 miles per second. In a vacuum all colors of light travel at that speed.

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19
Q

Thomas young

A

1801 demonstrated that light is a form of a wave. The observed bright and dark fringes produced by a beam of light passed through two slits could be explained only in terms of the phenomena of constructive interference and destructive interference.

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20
Q

Wave

A

Is a disturbance pattern which propagates at some speed (c) through a medium

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21
Q

Wavelength

A

Is the distance over which the pattern repeats itself

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22
Q

Frequency

A

Is the number of vibrations per second at a given point; is is measured in HERTZ (Hz)
1Hz=1 vibration per second

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23
Q

James C. Maxwell

A

Light is fundamentally different from sound, which cannot travel through a vacuum,-‘s the question arose as to what actually vibrates within a light wave.
1870 Maxwell; light is a form of electromagnetic wave; consisting of vibrating electric fields and magnetic fields.

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24
How is the color of visible light determined?
By its wavelength: in order of decreasing wavelength.. Red, orange, green...
25
EM (electromagnetic) radiation
The human eye is sensitive to wavelengths of EM radiation ranging from about 380nm(violet) to 740nm(red). There are of course EM waves who frequencies make them undetectable by the human eye! At shorter wavelengths we have ultraviolet light, X-rays, and gamma rays. At longer wavelengths we have infrared light, microwaves, and radio waves.
26
Photoelectric effect
By 1905 light was known to have both wave particle natures. The wave model of light could not account for the way light transfers energy to electrons in the photoelectric effect.
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Photons
A beam of light consists of particles called photons; each has an associates wave which determines the probability of the photons being in a given place at a particular time. The more energy a photon has, the smaller its wavelengths is.
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Electromagnetic wave
Consisting of vibrating electric and magnetic fields. According to his theory such a wave would travel through empty space station prescribed speed (c=299,792.50 km/sec), regardless of the frame of reference in which that speed is measured!
29
Michelson-Morley
Experimentally verified the consistency of the speed of light in vacuum in 1887
30
Special Theory of Relativity
Einstein's it treats the relative motion of observers, in the special case where there is no acceleration. It is based upon two postulates (assumptions)
31
Einstein's First Postulate
The laws of physics are the same in all inertial frames of reference. (There are no preferred reference frames!)
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Einsteins Second Postulate
The speed of light in a vacuum has the same value in all directions, in all inertial reference frames.
33
If two observers are moving relative to one another they will, in general, not agree as the the distance between two points or the time interval between two events. The most important results are that:
(1)no material object may travel at a speed equal to, or greater than, the speed of light in a vacuum and that (2) energy and mass are equivalent: E=mc^2
34
E=mc^2
The quantity c^2=8.988E16 joules/kilograms is a huge number; even a tiny quantity of matter contains a tremendous amount of energy!
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Time dilation
We always see time pass more slowly for other, moving people than for ourselves!
36
Length contraction
The contraction of a measured length of an object or a distance in a frame of reference.
37
Einsteins General Theory of Relativity
Provides a more complete description of the phenomenon of gravitation than does Newtons law of Universal Gravitation.
38
Principle of Equivalence
(The fundamental principle of general relativity) a uniform gravitational field is equivalent to a uniformly accelerating frame of reference
39
Sir Arthur Eddington
Observed the bending of light by gravitation during a total solar eclipse in 1919. A prediction made by this principle is that a beak of light will be deflected by a gravitational field. However, since nothing can travel faster than light, by definition he path light follows from one point to another is the shortest path between those points. Since these shortest paths are not straight lines, it follows that the presence of mass must curve the surrounding space!
40
Compare and contrast Newtons Law of Universal Gravity and Einsteins General Theory of Relativity
Newtons law: Gravity is described as an invisible force of attraction btwn any two objects which has mass. Einsteins Theory: a manifestation of the curvature of space introduction by the presence of mass. Both are valid descriptions of gravity, but the latter is the "more complete". Einstein's theory predicts that a beam of light will curve in the presence of a gravitational field, and also that time passes more slowly the stronger the field is; both predictions have been verified by experiment.
41
The primary function of an astronomical telescope
Is to collect as much light as possible (so that we may observe faint objects) and to bring that light to a focus. Light may be focused by the processes of refraction and reflection.
42
Electromagnetic radiation travels
At the same speed (c) in a vacuum. It travels more slowly when passing through a material medium. The speed of light in a material is c\n where n is the materials index of refraction.
43
Index of refraction
In c/n n is the index of refraction. For example, since n=2 for diamond, light travels at a speed of 1/2 c when passing through a diamond. When a light ray passes from one material into one with a higher refractive index( and in which light moves more slowly) the ray bends closer to a line perpendicular to the interface between the substances.
44
Refracting telescope
Uses a convex lens to collect and focus light
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Reflecting telescope
Uses a concave mirror to collect and focus light
46
Chromatic aberration
Early refracting telescopes suffered from this, single lens focused different colors of light at slightly different points, resulting in blurred images. This can be remedied (albeit expensively) through use of multiple lenses.
47
Yerkes observatory
The largest refracting telescope in the world. 40 inch aperture. In Wisconsin complete in 1896. No refracting telescopes larger than 40 inches in diameter have been built: a larger lens would sag under its own weight!
48
Reflecting telescope information
Was invented by Isaac Newton. Mirrors do not suffer from chromatic aberration and, because they can be supported across their entire backside, there is no theoretical limit to how large a mirror can be. May be designed so that light is collected at the prime focus, Newtonian focus, cassegrain focus, and coude focus.
49
Largest reflectors of the past century
Have been 5-meter (200 inch) Hale telescope at Paloma's observatory (1948) 6 meter telescope in Russia (1978) and the twin 10 meter. Keck telescopes atop Mauna Kea in Hawaii (late 1990s)
50
Light gathering power
Of a telescope is proportional t the square of the the objective diameter. As an example, a 12 inch aperture telescope collects nine times as much light as a 4 inch telescope (since 12/4=3 and 3^2 =9)
51
Resolution
Of a telescope (or of any optical instrument) refers to its ability to discern fine detail. For example, the unaided human eye cannot resolve mizar as a double star but a small telescope can. In principle larger telescopes have better resolution; in practice the resolution of any ground based telescope larger in aperture than about ten inches is limited by atmospheric turbulence
52
Adaptive optics
Technique that allows astronomers to correct for atmospheric distortion in real time, allowing ground- based telescopes to match the resolution of telescopes located in space.
53
Magnification
Of a telescope is the ratio of the focal length of the telescope objective to the eyepiece focal length Telescope aperture x the focal length x 25.4/ eye piece focal length
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Focal ratio
Of a telescope objective is its focal length dived by its diameter
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Quantum efficiency
The human eye has very low QE. Even at a wavelength of 550 nm ( green light ) where the human eye is most sensitive, only about 5 percent of the photons striking the retina actually produce a signal in the optic nerve. In addition, the eye cannot make time exposures (it collect light for extended periods) and it creates no permanent record
56
Cameras and CCD Cameras
Record two dimensional images; however photographic emulsions ado suffer from low quantum Effie cues (2-4%). Nearly all astronomical photography is now done with electronic CCD ( charge-coupled device) cameras, which may have quantum efficiencies up to 80%! Note that using light more efficiently yields the same result as collecting more light with a larger telescope, and at much lower cost!
56
Spectrographs
Collect and disperse light from a star or other celestial body, and provide an image of the resulting spectrum.
57
Photometers
Are fancy light meters; they are used to measure brightness of stats (usually with different colored filters m) one a mainstay of any astronomical observatory, they now for the most part, obsolete. Stellar Magnitudes for all the stars on a CCD image can be easily obtained using simple software programs
58
Radio telescope
Collects and focuses radio waves from celestial bodies to form an image.
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Radio telescope
Collects and focuses radio waves from celestial bodies to form an image
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Interferometer
Because radio waves have such long wavelengths a single dish has very poor resolving power. However, two or more radio dishes can be combined to form a interferometer.
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Interferometer baseline
The resulting resolution is equivalent to that of a single antenna whose aperture is equal to be baseline. Which is the maximum distance between antennae
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Two motivations for placing telescopes in space: (outside our atmosphere)
(1) to obtain sharply defined images and (2) to avoid the light pollution which plagues ground-based observatories! Also, since our atmosphere is opaque to gamma rays, X-Rays, and most infrared and ultraviolet light, is JS necessary to place telescopes in space on order to observe at these wavelengths.
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The largest orbiting telescopes currently:
Hubble (visible, near-infrared, near-ultraviolet) Spitter (infrared) Chandra (X-ray)
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Temperature of Fahrenheit and Celsius scales
The temperature of a substance is proportional to the average kinetic energy per molecule within that substance; the higher the temperature, the faster the molecules move on average.
65
The kelvin or absolute temperature scale
Is similar to the Celsius scale, except that the zero point is at absolute zero; to convert from Celsius to Kelvin add 273 degrees. There are no negative temperatures on the Kelvin scale!
66
Blackbody
Hypothetical object which absorbs all electromagnetic radiation which falls upon it. Nothing in Nature Is a perfect Blackbody; every thing reflects some radiation!
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If a black bodies temperature increases..
The color balance shifts to shorter wavelengths . If s Blackbody's temperature were to keep increasing, it's color would change from red to orange, then to yellow, then to white and finally to blue.
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The relation between color and temperature..
Does not apply to objects seen by rejected light, not to light emitted by low-density gases (such as candle flames)
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Wien's Law
Relates the wavelengths at which a Blackbody's spectrum peaks to the Blackbody's temperature: the temperature must be on the Kelvin scale.
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Stefan-Boltzmann Law
States that the flux (the power radiated by each square meter) of a Blackbody's surface is proportional to the fourth power of its temperature. If the temperature doubles, the energy becomes sixteen times greater. If the temperature triples, then the energy becomes 81 times greater (since 3x3x3x3=81)
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Luminosity
(It's total power output) of a spherical Blackbody's (such as a star) depends only on its size and its surface temperature.
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Absolute error
Difference between the measured and known value
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Relative error
Absolute error/ by the true value expresses as a percentage
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At longer wavelengths (EM)
Infrared light, microwaves, and radio waves
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Shorter wavelengths (EM)
Ultraviolet light, X-rays, gamma rays