space Flashcards
what happens to a light source as you get further away?
Light source appear fainter at greater distances because the emitted light spreads over a larger area as it travels
What is the surface area of a sphere, and how does it relate to the distance of a star?
the surface area is 4xpixr^2, where r is the radius.
For a star, the radius is the distance between the star and earth
how is the radiation recieved at earth
the radiation is spread out equally through the area of 4 x pi x d^2
what is the equation for the inverse square law of flux?
F = L
————-
4xpixd^2
F= flux (intensity) (wm^-2)
L= Luminosity (w)
d= distance between the star and earth (m)
what are the assumptions does the inverse square law make?
- the power from a star radiates uniformly through space
- No radiation is absorbed between the star and the earth
what does this equation tell us
This equation tells us:
For a given star, the luminosity is constant
The radiant flux follows an inverse square law
The greater the radiant flux (larger F) measured, the closer the star is to the Earth (smaller d)
what is the principle of parrallax
it is based on how the position of an object appears to change as the position of observer changes
what is an example of parallex and what is it used for
stellar parallex
- can be used to measure the distance of nearby stars
what is the definition of stellar parallex
the apparent shifting in position of a nearby star against a background of distant stars when viewed from different positions of the earth during the earths orbit about the sun
what does stellar parallax involve
how the position of a nearby star changes over a period of time against a fixed background of distant stars
- from the observes position the distant stars dont appear to move
- this difference is creates the effect of stellar parralex
what is 1 AU and what is the value
it is the radius of the earths orbit around the sun it is 150,000,000 km
how do they use stellar parallax on earth to obseve distance to stars
The observations are made six months apart to maximise the distance the Earth has moved from its starting position
The Earth has completed half a full orbit and is at a different position in its orbit around the Sun
The nearby star will appear in different positions against a backdrop of distant stars which will appear to not have moved
This apparent movement of the nearby star is called the stellar parallax
what is the stellar parralax equation
tan p = AU
—–
d
For small angles, expressed in radians tan p = p
so
p= AU/d
definition of an arcsecond
it is 1/3600 degrees
definition of arc minute
1/60 degrees
how do arcsecond and parsecs relate
(parsec) d = 1/p (arcsec)
definition of a parsec
A parsec is the distance at which an object has a parallax angle of 1 arcsecond when observed from opposite sides of Earth’s orbit, separated by 1 astronomical unit (AU)