Unit 1.6: Using radiation to investigate the stars Flashcards
Do stars have a definite surface?
No. The light we see comes from a layer of gas several hundreds of km thick
What is the ‘surface’ of a star called?
Photo-sphere
Define ‘a black body’
A black body is a body which absorbs all the electromagnetic radiation that falls upon it.
Is there a better emitter of radiation than a black body?
Nothing is a better emitter of radiation at any wavelength than a black body at the same temperature.
How do stars emit light?
Stars emit light as a continuous spectrum of radiation from the gases at the stars surface.
How is an absorption spectrum formed?
The continuous spectrum of light that’s emitted by a star must pass through gases in the starts atmosphere. The atoms in the gas absorb some wavelengths of light leaving absorption lines to be superimposed on the spectrum.
When the intensity of each small section of the absorption spectrum is studied, it is found to follow what law?
Wien’s law λ=W/T
λ=peak wavelength (m)
W=Wien’s constant (mK)
T=Surface temperature (K)
On a black body spectrum graph, what is on the x axis?
Spectral intensity
On a black body spectrum graph, what is on the y axis?
Wavelength
What are the key aspects of a black body spectrum?
- The shape of the curve is always
similar but the peak can be shifted and higher due to different temperatures. - The peak intensity wavelength
is inversely proportional to the temperature of the star. - The higher the temperature, the
higher the peak intensity. - The gradient of the curve is 0 at a
wavelength of 0.
What is spectral intensity?
The amount of light energy striking each meter square per second.
Why does the spectral intensity decrease the further you go from a source of light?
The light initially emitted is spread out over a larger and larger surface area as it travels away from the source
State the equation for spectral intensity
I=P/4πx²
I=Spectral intensity
P=Power or luminosity
4πx²=surface area of sphere
x²=distance from source
State the relationship between the intensity of light at the surface of a star and the fourth power of the surface temperature
Intensity∝T^4
What is the relationship: Intensity∝T^4 known as?
Stefan’s law