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Light and Optics

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Light and Optics. Newton: experimented with prisms 'white ... Chandra X-ray Observatory, Newton-XMM. Gamma-ray: exploding stars, neutron stars, black holes ... – PowerPoint PPT presentation

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Title: Light and Optics


1
Light and Optics
  • Newton experimented with prisms
  • white light is composed of many colors a
    spectrum
  • The earliest telescopes used lenses spread
    light like prism --- Newton designed a telescope
    that used mirrors
  • What the lenses, or mirrors, do is collect and
    focus light

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  • What do we mean by light
  • Electromagnetic Radiation
  • Created by changing electric and magnetic fields
  • (James Maxwell)
  • Electromagnetic Radiation moves at the speed of
    light in a vacuum (300,000 km per second)
  • Light is a wavelike phenomenon that is,
    periodic
  • Characterized by wavelength (?) and frequency (f)
  • Such that ? c / f
  • Wavelength has units of length frequency has
    units of 1/time (i.e. per second)

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  • Light cannot be completely described as a wave
    Newton suggested that light was made up of
    particles photons
  • A photon carries energy inversely proportional to
    its wavelength
  • Energy h c / ? h f
  • (h is Plancks constant)

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  • Gamma rays have the highest energy
  • Radio waves have the lowest energy
  • What can we detect on Earth (that is, what
    penetrates our atmosphere)? Visible light, short
    ? Infrared, some radio waves for the rest, need
    to observe from space

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Telescopes
  • Refracting, uses lenses to collect, focus light
  • Problems 1) Chromatic Aberration, short ? light
    is bent more than long ? need an achromatic
    lens to bring any two colors to the same focus
  • 2) size, weight, expense
  • Reflecting, uses mirrors
  • Newtonian, Cassegrain, Schmidt-Cassegrain
  • Mountings Equatorial (siderial drive)
    Alt-Azimuth (computer controlled drive)

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  • Why use telescopes?
  • Light Gathering Power (detect fainter features,
    objects, etc.)
  • LGPa LGPb (Da Db)2
  • D is the diameter of the objective lens or mirror
  • Resolving Power diffraction fringes, due to
    wavelike nature of light
  • Bigger objective, smaller fringes
  • Such that a (seconds of arc) 11.6 / D (in cm)
  • Seeing due to atmosphere, limits resolution
    to 0.5 seconds of arc need Adaptive optics.

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  • Magnifying Power M Fob / Fep (not usually
    important for science
  • Light Pollution a major problem. Observatories
    must be located far away from cities (typically
    on mountain tops)
  • BIG MIRRORS why? Light gathering and resolving
    power maximized
  • Cost, weight limitations
  • Biggest? 6-meter in Crimea
  • Biggest single mirror? 5-meter on mtg. Palomar
  • An 8-meter diameter mirror would be too heavy.
  • Solution? Segmented Mirrors 10-meter Keck I and
    II
  • Thin mirrors sag need active optics (New
    Technology Telescope, Multi-Mirror Telescope,
    Very Large Telescope, Gemini Project

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How Data are Recorded
  • First images and spectra used photographic plates
    (in 19th Century until recently)
  • Photometers electronic measurement of intensity
  • Charge-Coupled Devices CCDs typically a chip
    with 106 light detectors
  • -- cheap ones used in digital cameras
  • -- used in the cameras on the Hubble
  • CCDs are much more sensitive than photographic
    plates after taking the image, the chip isread
    out

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Spectrographs
  • Optical apparatus to generate a spectrum
  • Can be a prism, or, more usually, a grating
  • Light is dispersed, producing a spectrum
  • A comparison spectrum, from a known element, is
    taken to calibrate the wavelengths

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Radio Telescopes
  • Can detect cold gas
  • Radio waves can penetrate cosmic dust
  • Some objects emit most of their energy as radio
    waves
  • Consist of a reflecting dish, antenna, amplifier,
    recorder
  • Limitations resolving power (depends on ?), low
    intensity (low photon energy), interference
  • To maximize resolution radio interferometry
  • To overcome low intensity Big dishes

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Infrared Astronomy
  • window 1,200 40,000 nanometers
  • Parts of this range blocked by O2, CO2, H2O
  • Far IR comets, planets, star formation
  • Need to get above the Earths atmosphere
  • (balloons, airplanes)
  • Space Based IRAS, ISO, SIRTF

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Higher Energies
  • Ultra Violet 320 115 nanometers
  • IUE (1978), EUVE, FUSE
  • Hot stars, hot gas
  • X-ray, 10 0.1 nanometers
  • Very hot gas, violent events
  • Chandra X-ray Observatory, Newton-XMM
  • Gamma-ray exploding stars, neutron stars, black
    holes
  • Compton Gamma Ray Observatory

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  • Hubble Space Telescope (launched 1990)
  • 2.4 meter mirror (not big by standards of
    ground-based telescopes
  • But, can detect 50 times fainter objects, 10
    times smaller details. Why?
  • Observes in range from UV to IR
  • Several cameras and spectrographs

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  • Other than E-M radiation?
  • Cosmic Rays, neutrinos
  • Meteorites, other rocks/dust

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Light and Atoms
  • Nearly all our information from space comes in
    the form of E-M radiation
  • Fraunhofer discovered 600 dark lines in the
    spectrum of the Sun
  • These are due to different elements in the Suns
    atmosphere
  • Stars are different colors the Sun appears
    yellow Why?

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What is Temperature?
  • Measure of the average motion of particles in an
    object
  • Higher temperature means faster motion
  • Thermal Energy measure of the total energy
    stored in the motion of particles in a body
  • in a hot gas, atoms move faster than in a colder
    gas

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  • Photons produced by changing electric fields.
    When electrons (subatomic, charged particles) are
    accelerated, E-M radiation is emitted
  • When atoms collide with electrons in a hot gas,
    energy is carried away by photons
  • Black Body Radiation
  • The hotter an object, more radiation emitted
  • There is a wavelength, ?max, at which the peak
    amount of radiation is emitted
  • Stefan Boltzmann Law E s T4
  • Wiens Law ?max (nanometers) 3 x 106 /
    T(kelvin)
  • So, blue stars are hotter than red stars, and
    give off more energy

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The Model Atom
  • Bohr model there is a nucleus, in which there
    are protons (positively charged) and neutrons
    (neutral charge).
  • Orbiting the nucleus are negatively charged
    particles electrons
  • The electron is bound to the atom by the Coulomb
    Force
  • Mass of a proton 1.67 x 10-27 kg
  • Diameter of a proton 1.6 x 10-15 meters
  • Size of the electron cloud 4 x 10-10 meters
  • Different chemical elements different numbers
    of protons in the nuclei (H 1 proton, He 2
    protons, C 6, etc.)
  • Numbers of neutrons can vary different isotopes

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  • Ionization to remove an electron from an atom
    results in an ion and a free electron
  • Recombination ion electron ? neutral atom (or,
    more neutral, anyway)
  • Since electrons bound to atom by Coulomb force,
    need to add energy to ionize (Binding Energy)
  • The further away the electron is from the
    nucleus, the less the binding energy.
  • In the Model Atom, only certain orbits are
    permitted (quantum mechanics) these permitted
    orbits are different for each atom or ion.
  • The lowest orbit (or level) is the most tightly
    bound also called the ground state
  • Higher levels are called excited states energy
    is required to get the electron into an excited
    state. The energy can come via
  • Collisions
  • Photons
  • Need an exact amount of energy in the photon
  • After excitation, the electron will fall back to
    the ground state, and emit photons in the process

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Three Types of Specta
  • Continuous Black Body spectrum is one example
  • Emission Line (or bright line)
  • Absorption Line (or dark line)
  • Kirchoffs Laws
  • I Continuous spectra a solid, liquid, or
    dense gas, excited to emit light, will radiate at
    all wavelengths, producing a continuous spectrum
  • II Emission Line a low-density gas, excited
    to emit light, will do so at specific
    wavelengths, producing an emission line spectrum
  • III Absorption Line If light comprising a
    continuous spectrum passes through a cool,
    low-density gas, the resulting spectrum will have
    dark lines at certain wavelengths, hence an
    absorption line spectrum.
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