Components of the universe Flashcards
Astronomical unit
Distance from earth to sun, approx 150 million km
Light year (ly)
Distance light travels in a year. Also light hours, minutes etc. 1AU approx 8 light minutes. Light second approx 300 million metres (speed of light)
Speed of light
3.00 x 10^8 ms^-1 So 300 million metres per sec
Angular size and angular resolution
Size angle between 2 imaginary lines, drawn from observer to what they are observing. Angular resolution, smallest angular size that can be determined with an instrument. Eye angular res 0.01 degrees. If angle between 2 stars smaller than angular res then appears as one object
Angular size, actual size and distance
angular size (degrees) = 57 x (actual size/ distance observer to object)
Gravitational wave detection
Vibrating space, information encoded in vibrations
Semimajor axis
Largest distance from centre of ellipse to orbit
Eccentricity of an object’s orbit
Decree of elongation of orbit (in other words how elliptical). e=0 (circular obit) - close to 1
Kepler’s laws
1st:) relates to elliptical orbits. 2 focii on any orbit. Sum of distances from any points on elipse to the 2 focii is the same 2nd:) Speed - objects in circular orbits move at constant speed, in elliptical orbits objects move faster when closer to central body. 3rd:) Orbital period (p)^2 = (ka^3/M+m).M mass of central body, m mass of object orbiting, k constant, a length of semimajor axis. For our solar system, can user p^2=[1 year^2 au^-3] a^3 (au is astronomical unit)
Kepler’s third law
The square of the orbital period of a planet is proportional to the cube of the semimajor axis of its orbit
Gradients of the graphs with a^3 against p^2 for 2 different systems also gives ration of mass of central body.
Eg done with the sun and jupiter (with planets and jupiter’s galilean moons) grad of sun graph, grad of jupiter graph gives ration of masses of sun and jupiter
Extrasolar planet (exoplanet)
Planet orbiting stars other than the sun (eg proxima b orbiting proxima centauri, our nearest star outside our solar system)
Goldilocks zone (planets)
Far enough from star to be not too hot, close enough to be not too cold…so life more likely
Transit technique and Radial velocity technique
To detect and examine exoplanets. Transit technique involves measuring periodic decrease in brightness of star as planet moves in front of it relative to us. Transit depth radius^2 planet/radius^2 star. Large planet small star deepest transit, easiest to detect. Radial velocity using doppler shifts in spectrum.
Galaxy properties, sun and other stars
Sirius B, white dwarf, similar size to earth. Antares has diameter 2AU, massive! Stars from 10% size of sun to 100 solar masses. Luminosity from 1000thof solar luminosity to a million times brighter. Surface temps a few 000 degrees to tens of thousands