Title: ATOMS AND STARLIGHT
1ATOMS AND STARLIGHT
2TYPES OF SPECTRA KIRCHOFF'S LAWS
- CONTINUOUS SPECTRUM
- EMISSION (BRIGHT LINE) SPECTRUM
- ABSORPTION (DARK LINE) SPECTRUM
3CONTINUOUS SPECTRUM
- Shows a blending of colors like the rainbow
- Formed by a glowing solid, liquid, or dense gas
- Glows at all wavelengths - visible and invisible
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5EMISSION SPECTRUM
- Shows only discrete wavelengths (colors) of light
- Formed by glowing diffuse (low density) gas
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7ABSORPTION SPECTRUM
- Shows dark lines superimposed on a bright
continuous spectrum background - Formed when a continuous radiation passes through
a diffuse gas
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9THE BOHR MODEL OF THE ATOM
- In order to explain the formation of spectra, the
structure of the atom must be understood. - The model of the atom first conceived by Niels
Bohr early in the 20th century does a good job of
explaining how atoms radiate light.
10PROPERTIES OF THE ATOM - 1
- The nucleus of the atom contains protons () and
neutrons (0). - Electrons (-) "orbit" the nucleus somewhat like a
miniature Solar System. - Nuclear force binds the protons and neutrons
together. - Electromagnetic force binds the electrons to the
nucleus. - Atoms are mostly empty space.
- If the nucleus is the size of a marble, the
electron would be 1 mile away.
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13PROPERTIES OF THE ATOM - 2
- Every atom (element) has its own unique number of
protons in the nucleus. - A neutral atom has the same number of protons and
electrons. - There are only certain allowable electron orbits
(like rungs on a ladder). - An atom must absorb energy to move an electron to
a higher (excited) energy orbit. - An atom must emit energy when an electron moves
to a lower energy level.
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17ABSORPTION AND EMISSION
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20PROPERTIES OF THE ATOM - 3
- An atom can only emit as much energy as it has
absorbed (conservation of energy). - The ground state is the lowest energy level in an
atom. - An ionized atom has completely lost one or more
electrons.
21BLACK BODY (THERMAL) RADIATION
- The actual distribution of light from a hot
glowing solid, liquid, or dense gas can not be
fully described unless the particle model of
light is used. - This was first accomplished by Max Planck (1900),
and these light curves are now called Planck
curves. - Every temperature has its unique distribution of
energy which determines the color that the
glowing object appears.
22- The Planck radiation law assumes that the object
observed is a perfect radiator and absorber of
energy (black body). - Stars, although not perfect black bodies, are
close enough so that Planck curves are useful
descriptions of their radiation.
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24STAR COLORS
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26WIENSS LAW
- This law can be derived from Planck's Law.
- It states that the radiation peak on the Planck
curve varies inversely with the temperature. - Red stars are relatively cool, but blue stars are
hot. - Maximum Peak Wavelength constant / T
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28STEFAN-BOLTZMANN LAW
- This law can also be derived from Planck's law.
- It states that the total energy from a radiating
object (like a star) at all wavelengths is
directly proportional to the 4th power of the
temperature. - Therefore, a small change in temperature results
in a large change in the energy output. - E (constant) T4
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30FORMATION OF STELLAR SPECTRA
- ABSORPTION SPECTRUM
- EMISSION SPECTRUM
- CONTINUOUS SPECTRUM
31STELLAR ABSORPTION SPECTRUM
- Electrons absorb energy and re-emit it.
- Light is emitted in random directions.
- Dark lines are formed against a continuous
background. - Most stars have an absorption spectrum.
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34STELLAR CONTINUOUS SPECTRUM
- Atoms are packed together so tightly that their
outer electrons are influenced by neighbor atoms. - Orbit separations which determine how the
electron can jump can no longer follow definite
laws. - With no definite orbits, an atom is no longer
confined to radiating a definite set of
wavelengths. - It can radiate any one of a variety of
wavelengths because a variety of orbits are
possible. - At any given moment, billions of atoms in a solid
are emitting billions of different wavelengths. - Hence the solid, liquid, or high pressure gas
radiates a continuous spectrum.
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36STELLAR EMISSION SPRCTRUM
- Electrons are excited into higher energy levels
when the atom absorbs outside energy. - Electrons tend to drop back down to the ground
state very rapidly. - They emit bursts of energy (light) when they drop
back to lower energy levels. - The spectroscope uses a narrow slit to form these
light emissions into "lines". - Each element's atom has its own unique set of
spectral lines. - Gaseous nebulas and hot stellar atmospheres show
bright line spectra.
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38SPECTRUM OF THE HYDROGEN ATOM
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41EMISSION NEBULAH ALPHA LIGHT
42STELLAR CLASSIFICATION
- This pioneering work was done by Annie J. Cannon
in the early part of this century. - The letter classification scheme actually
expresses temperature classes. - Subclasses (0-9) further define very detailed
spectral features. - The Sun is a G2 star.
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50INFORMATION FROM STELLAR SPECTRA
- TEMPERATURE
- CHEMICAL COMPOSITION
- MOTION
51STELLAR TEMPERATURE
- COLOR TEMPERATURE
- EXCITATION TEMPERATURE
- IONIZATION TEMPERATURE
52COLOR TEMPERATURE
- The temperature of a star can be determined by
measuring the relative amounts radiation being
emitted at different wavelengths (colors) by the
star. - Very hot stars emit more light from the blue end
of the spectrum, so they appear somewhat blue in
color. - Relatively cool stars emit more light from the
red end of the spectrum, so they appear somewhat
red in color.
53EXCITATION TEMPERATURE
- SPECTRAL LINE FORMATION IS DETERMINED BY
TEMPERATURE. - O-B-A-F-G-K-M
54IONIZATION TEMPERATURE
- THE AMOUNT OF IONIZATION OF GASES IS DETERMINED
BY TEMPERATURE. - STELLAR CORONAS HAVE HIGHLY IONIZED GASES,
THEREFORE VERY HIGH TEMPERATURES.
55STELLARCHEMICAL COMPOSITION
- The chemical composition of a star can be
determined from spectral line analysis, because
every atom has it own unique set of spectral
lines. - In order to accurately determine chemical
composition a star's temperature must also be
known, because temperature also affects the kinds
and strengths of spectral lines seen.
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57STELLAR MOTION
- Motion either toward or away from an observer
will cause a shift in wavelength of an emitting
object (water, sound, light). - The Doppler Effect.
- The motion measured in this manner is only that
part of the star's motion that is directly toward
or away from the observer (radial velocity).
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59RED SHIFT
- Spectral absorption (or emission) lines are seen
to be shifted toward the red end of the spectrum
(red shift) if the motion is away from the
observer.
60BLUE SHIFT
- Spectral absorption (or emission) lines are seen
to be shifted toward the blue end of the spectrum
(blue shift) if the motion is toward the
observer.
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