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Aristotles Geocentric Universe 350 BC

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Motion of planets occasionally reversed direction, referred to as ... Semi-major axis cubed equals period squared for all planets orbiting the sun. a3 = P2 ... – PowerPoint PPT presentation

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Title: Aristotles Geocentric Universe 350 BC


1
Aristotles Geocentric Universe ( 350 BC)
2
Problems with Geocentric Universe
  • Motion of planets occasionally reversed
    direction, referred to as retrograde motion.
  • Brightness of planets changed throughout the year

3
Retrograde Motion of Mars
4
Ptolemys Geocentric Solution ( 140 AD)
Epicycles
5
Copernican Heliocentric Solar System
6
Copernican Retrograde Motion
7
Two Different Views of the Universe
  • Copernican Sun-Centered
  • (Heliocentric)
  • Ptolemys Earth-Centered
  • (Geocentric)

8
Galileos Observations
  • Satellites orbiting Jupiter
  • Phases of Venus
  • Saturns Ring (handles)
  • Craters on the Moon
  • Sunspots

9
Keplers Laws of Planetary Motion
  • Orbits are Ellipses not Circles
  • Each planet moves in an elliptical orbit with the
    sun at one focus.
  • Equal Areas in Equal Time
  • Imaginary line joining sun and planet sweeps out
    equal areas of ellipse over equal intervals of
    time.
  • Semi-major axis cubed equals period squared for
    all planets orbiting the sun
  • a3 P2

10
1. Orbits are Ellipses
Each planet moves in an elliptical orbit with the
sun at one focus. Same is true for any object in
orbit about another (comets, asteroids,
extra-solar planets, binary stars, satellites,
Hubble Space Telescope, etc.). Ellipses are
conic sections, as are circles, parabolas, and
hyperbolas.
Sun
11
Conic Sections
12
2. Equal Areas in Equal Time
An imaginary line joining the sun and a planet
sweeps out equal areas of an ellipse over equal
intervals of time. Means A planet moves faster
when nearer to the sun, slower when farther from
the sun.
13
3. Semi-major axis cubed equals period
squared
Major Axis
a3 P2
Semi-Major Axis
14
Keplers Third Law
a3 P2
15
Newtons Gravity Explains Keplers Laws
G universal gravitational constant
16
Newtons Gravity
r 1AU, average Sun-Earth distance If r
2 AU then Fgrav would be 1/4 as strong If r
10 AU then Fgrav would be 1/100 as strong If r
40 AU then Fgrav would be 1/1600 as strong
17
Chronology of Mars Exploration
  • 1960 - Marsnik 1, 2
  • 1962 - Sputnik 22, 24 Mars1
  • 1964 - Mariner 3, 4 Zond 2
  • 1969 - Mariner 6 ,7, Mars 69A,B
  • 1971 - Mariner 8, 9, Cosmos 419, Mars 2, 3
  • 1973 - Mars 4, 5, 6, 7
  • 1975 - Viking 1, 2
  • 1988 - Phobos 1, 2
  • 1992 - Mars Observer
  • 1996 - Mars 96, Global Surveyor, Pathfinder
  • 1998 - Nozomi, Mars Climate Orbiter
  • 1999 - Mars Polar Lander with Deep Space 2
  • 2001 - Mars Odyssey
  • -----------------------------------------------
  • 2003 - Mars Express, Exploration Rovers A, B
  • -----------------------------------------------
  • 2005 - Mars Reconnaisance Orbiter
  • 2007 - Phoenix Scout Mission, Netlanders
  • 2009 - Mars 2009 (orbiter, lander, rover)

18
Sidereal and Synodic Period
Sidereal Period One orbit with respect to
stars Synodic Period One orbit with respect to
Earth
19
Superior and Inferior Planets
Superior Planets Mars Jupiter Saturn Uranus N
eptune Inferior Planets Mercury Venus
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