Amateur and Professional

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    TelescopesAmateur and Professional

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    Galileo 1609

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    The Moon as a World

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    Jupiter has Moons

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    Refracting telescopes

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    Long focus refractors were awkward but suffered less from

    chromatic aberration

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    Isaac Newtons reflecting telescope

    Mirrors do not have

    chromatic aberration

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    Reflecting telescope

    Objective mirrors instead of lenses

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    Three Powers

    Magnifying

    Resolving

    Light Gathering

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    Magnifying Power

    Ability to make objects appear larger in

    angular size

    One can change the magnifying power of

    a telescope by changing the eyepiece

    used with it

    Mag Power = focal length of objective

    divided by the focal length of the eyepiece

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    Resolving Power

    Ability to see fine detail

    Depends on the diameter of the objective

    lens or mirror

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    Light Gathering Power

    The ability to make faint objects look

    brighter

    Depends on the area of the objective lens

    or mirror

    Thus a telescope with an objective lens 2

    inches in diameter has 4 times the light

    gathering power of a telescope with a lens

    1 inch in diameter

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    Herschel & Lord Rosse

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    19th century: epoch of the large

    refractors

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    Refracting telescopes

    Vienna

    Lick

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    Yerkes

    Observatory

    Largest refracting

    telescope with a

    one meter objective

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    Palomar 5-m

    (entered operation in 1948)

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    4 meter

    Reflecting

    telescope

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    Objective Mirror

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    Dome of 4 meter

    Kitt Peak

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    Keck Telescopes

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    SOAR Telescope

    4.1 meter

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    SOAR Telescope -- Cerro Pachon

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    MSU Campus Observatory

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    A more general expression for the

    theoretical resolving power

    Imagine that star

    images look like Airy

    disks

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    Minimum Angle that can be

    resolved

    R = 1.22 x 206,265 / d

    R = resolution in seconds of arc

    = wavelength of light

    d = diameter of the objective lens or mirror

    Note that the wavelength of light and the

    diameter of the objective should be in thesame units

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    Examples

    For Visible light around 500nm

    Our 24-inch telescope

    R = 0.20 seconds

    This may be compared with the Dawes limit of 0.19

    seconds

    But with large ground-based telescopes it is difficult

    to achieve this

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    Astronomical seeing

    Blurring effect of lookingthrough air

    Causes stars to twinkleand planetary detail toblur

    At the SOAR site: goodseeing means stellarimages better than about0.7 seconds of arc

    In Michigan, good seeingmeans better than about 3seconds of arc

    Not to be confused withgood transparency

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    Bad seeing on

    this sideGood seeing

    on this side

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    Radio Telescopes

    Arecibo

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    Radio telescope resolution

    = 1m d = 100m

    R = 2500 seconds = 42 minutes!

    Even though radio telescopes are much

    bigger, their resolving power is much

    worse than for optical telescopes

    Interferometric arrays get around this

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    Very Large Array

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    Interferometry

    Size of array = 10 km for a VLA

    This becomes the effective d

    Now R becomes 25 secsec for a1-m wavelength

    For VLBI (very long baseline interfeormetry)

    the d = 10,000km and R = 0.025 seconds

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    Observing from space

    No clouds

    Perfect seeing

    Can see wavelengths of light blocked bythe earths atmosphere

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    Rooftop telescopes