Before the invention of the telescope, several astronomical phenomena were already known to astronomers. Most of these were from observations of early civilizations such as Egyptians and Babylonians.
Examples of astronomical phenomena known before the telescope
Different phases of the moon
Lunar and solar eclipses
Diurnal and annual motion of stars
Location of the planets Mercury, Venus, Mars, Jupiter, and Saturn
Sun rises in the east and sets in the west
Location of sunrise and sunset changes in a year
Copernican Model
Heliocentric model proposed by NicolausCopernicus, showing the Sun as the center of the universe and the planets, including the Earth, orbiting around it. Explains retrograde motion of planets.
Ptolemaic Model
Geocentric model proposed by ClaudiusPtolemy, showing the Earth as the center of the universe and other heavenly bodies revolving around it. Describes the path of planets as circular with epicycles.
Tychonic Model
Combination of the Copernican and Ptolemaic models, retaining the geocentric model with the Earth at the center, but also showing the planets revolving around the Sun.
Tycho Brahe
Provided some of the most accurate observations of astronomical phenomena without the aid of a telescope
Discovered a new star in the constellation of Cassiopeia, disproving the idea of an unchanging universe
Observed comets, showing the discrepancy in Aristotle's transparent spheres
Proposed a model of the solar system that is a mixture of the Ptolemaic and Copernican models
His observations of Mars' movements paved the way for the development of Kepler's planetary motion
Kepler's Laws of Planetary Motion
1. First Law: The shape of the planet's orbit is elliptical, with the Sun as one of its foci
2. SecondLaw: A line joining a planet and the Sun sweeps out equal areas during equalintervals of time
3. ThirdLaw: The square of the orbital period of a planet is directly proportional to the cube of the semi-major axis of its orbit
Wavemotion
Transfer of energy, not matter, by waves
Wave propagation
Waves in water
Waves in solids (earthquakes)
Waves in gases (sound)
Wave characteristics
Wavevelocity (speed and direction)
Wavelength (λ, distance of one complete wave)
Waveamplitude (A, maximum displacement from equilibrium)
Wave frequency (f)
Number of oscillations or cycles per second, measured in hertz (Hz)
Waveperiod (T)
Time it takes the wave to travel one wavelength
Frequency (f) and period (T)
Inversely proportional
Wave speed (ν), wavelength (λ), and frequency (f)
ν = λ × f
Calculating wavelength
1. Given: wave speed (ν) and frequency (f)
2. Rearrange equation ν = λ×f to solve for λ
Speedoflight (c) = 3.00 x 10^8m/s
Dispersion
Different wavelengths of light bent at slightly different angles when refracted
Causes white light to be dispersed into a spectrum of colors when passing through a prism
Diffraction
Bending of waves as they pass through small openings or around corners
Degree of diffraction
Depends on wavelength and size of opening/object
Interference
Combination of two or more waves resulting in a new waveform