The model of the solar system today traces its history back to the ancient Greekastronomy
Celestialsphere
Coordinate system used to map the positions of celestial objects in the sky
Celestial sphere
Equivalent to the Earth'snorthpole
Equivalent to the Earth's south pole
Equivalent to the Earth's latitude (north-south location)
Equivalent to the Earth's longitude (east-west location)
Path which the sunappears to take
Point where the ecliptic intersects with the celestialequator
Even before Plato, the Greeks deduced that the Earth is spherical
The Greeks were able to measure the diameter of the Earth
The Greeks noted that the stars are viewed differently as they travel north and south
Eratosthenes' method to measure the Earth's circumference
1. No verticalshadowcast in Syene
2. Shadow cast at an angle of 7.2° in Alexandria
3. Distance between Syene and Alexandria was 5000 stadia
4. Calculated the Earth's circumference as 250,000 stadia
The sense of symmetry by Greeks demands a sphericalEarth located at the center of the sphere of heavens
Astronomical events known before telescopes
Lengthoftheyear known by Babylonians,Assyrians, Egyptians
Egyptians tracked the yearlycycle of the star Sirius
Early Chinesecivilizations tracked comets, meteors, and dark spots of the Sun
Mayans developed a calendar based on the movements of Venus
Polynesians used stars for navigation
Diurnal motion
Apparent daily motion of stars and celestial bodies across the sky due to Earth's rotation
Fixed stars
Stars whose movements seem fixed in the sky
Wandering stars
Stars whose movements deviate from the fixed stars (Sun, Moon, Mercury, Venus, Mars, Jupiter, Saturn)
Annual motion
Apparent yearlymotionofstars and celestial bodies across the sky due to Earth's revolution
Ecliptic
Path the Sun appears to take in the celestial sphere
Zodiac
Band of 13 constellations visible in the ecliptic
Equinoxes
Twodays in a year when the Sun crosses the celestial equator
Solstices
Two days in a year when the Sun is at the farthest declination (north or south) from the celestial equator
Precession
Slow 'wobbling' of Earth's axis of rotation due to the gravitational pull of the Moon and Sun
Solar eclipse
Occurs when the Moon passes between the Earth and Sun, with the Moon casting a shadow on the Earth's surface
Lunar eclipse
Occurs when the Earth is directly aligned between the Sun and Moon, with the Earth casting a shadow on the Moon
Models of the universe
Ptolemaic system
Copernican system
Tychonic system
Ptolemaic system
Earth is the center of the universe
All other celestial bodies revolve around the Earth
Stars are fixed in the outermost celestial sphere
Used epicycles and deferents to explain retrograde motion
Copernican system
Sun is the center of the universe
Allplanets including Earth revolve around the Sun
Only the Moon revolves around the Earth
Stars are fixed in the outermost celestial sphere
Differences in orbital speeds explain retrograde motion
Tychonic system
Earth is the center of the universe
Moon and Sun revolve around Earth
All other planets revolve around the Sun
Stars are fixed in the outermost celestial sphere
Same explanation for retrograde motion as Copernican system
Planets usually rise from east to west as seen in the celestial sphere
Retrograde motion of planets is due to the difference in the period of revolution of the planets around the Sun
Ptolemy used epicycles and deferents to explain retrograde motion
Tycho Brahe
Danish astronomer who precisely recorded the positions of the Sun, Moon, and planets for over 20 years
Johannes Kepler
Analyzed Tycho Brahe's data and formulated the three laws of planetary motion
Kepler's 1st Law (Law of Ellipse)
Orbits of all planets are elliptical with the Sun at one focus
Kepler's 2nd Law (Law of Equal Areas)
A line joining a planet and the Sun sweeps out equal areas in space in equal intervals of time
Kepler's 3rd Law (Law of Harmony)
The square of a planet's orbital period is proportional to the cube of the semi-major axis of its orbit
Areas
1. A line joining a planet and the Sun sweeps out equal areas in space in equal intervals of time
2. A planet moves fastest when it is nearest to the sun
Law of Harmony
The square of a planet's orbital period (years) is proportional to the cube of the semimajor axis of its orbit (in astronomical units or AU) or P^2 = a^3
The larger the orbit's size, the longer it takes to orbit the sun