Nebulae are formed over millions of years as the tiny gravitational attraction between particles of dust & gas pulls the particles towards each other, eventually forming the vast cloud
As dust & gas get closer together this gravitational collapse accelerates
Due to tiny variations in the nebula, denser regions begin to form
These regions pull in more dust & gas gaining mass & getting denser & also getting hotter as gravitational energy is eventually transferred to thermal energy
A protostar forms
For a protostar to become a star, nuclear fusion needs to start in its core
Extremely high pressures & temperatures inside the core are needed in order to overcome the electrostatic repulsion between hydrogen nuclei in order to fuse them together to form helium nuclei
Once a star is formed, it remains in a stable equilibrium with almost a constant size
Gravitational forces act to compress the star, but the radiation pressure from the photons emitted during fusion & the gas pressure from the nuclei in the core push outwards
The force from this radiation & gas pressure balances the force from the gravitational attraction & maintains equilibrium
Planets --> An object in orbit around a star
It has a mass large enough for its own gravity to give it a round shape
It has no fusion reactions
It has cleared its orbit of most other objects
Dwarf planet --> Dwarf planets have not cleared their orbit of other objects
Asteroids --> Asteroids are objects too small & uneven to be planets, usually in near - circular orbits round the Sun
Planetary satellites --> A planetary satellite is a body in orbit around a planet. This includes moons & man-made satellites
Comets --> Range from a few hundred metres to tens of kilometres across. They are small irregular bodies made up of ice, dust & small pieces of rock. All comets orbit the Sun, many in highly eccentric elliptical orbits
Galaxies --> A galaxy is a collection of stars, & interstellar dust & gas. On average a galaxy will contain 100 billion stars
When the core of a star begins to collapse under the force of gravity, the electrons are squeezed together, and this creates a pressure that prevents the core from further gravitational collapse
Chandrasekhar limit:
The electron degeneracy pressure is only sufficient to prevent gravitational collapse if the core has a mass less than 1.44 M
This limit is the maximum mass of a stable white dwarf star
Neutron star --> If the mass of the core is greater than Chandrasekhar limit the gravitational collapse continues, forming a neutron star
Black hole --> If the core has a mass greater than about 3M, the gravitational collapse continues to compress the core
The result is a gravitational field so strong that in order to escape it an object would need an escape velocity greater than the speed of light
Hertzsprung - Russell diagram:
A graph of stars in our galaxy showing the relationship between their luminosity on the y-axis & their average surface temperature on the x-axis
The temperature increases from right to left on the x-axis
Luminosity:
The luminosity of any star is the total radiant power output of the star
The luminosity of a star is related to its brightness
Energy levels in gas atoms:
An electron can't have a quantity of energy between 2 levels
The energy levels are negative because external energy is required to remove an electron from the atom. The negative values also indicate that the electrons are trapped within the atom or bound to the positive nuclei
An electron with zero energy is free from the atom
The energy level with the most negative value is known as the ground level or ground state
When an electron moves from a lower to a higher energy level within an atom in a gas, the atom is said to be excited
Raising an electron into higher energy levels requires external energy
When an electron moves from a higher energy level to a lower one, it loses energy
Energy is conserved, so as the electron makes a transition between the levels, a photon is emitted from the atom
This transition between energy levels is sometimes called de-excitation
The energy of any particular photon emitted in an electron transition from a higher to a lower energy level is given by
delta E = hf
delta E = hc / lambda
Emission line spectra --> each element produces a unique emission line spectrum because of its unique set of energy levels
Continuous spectra --> all visible frequencies or wavelengths are present. The atoms of a heated solid metal (e.g: lamp filament) will produce this type of spectrum
Absorption line spectra --> this type of spectrum has series of dark spectral lines against the background of a continuous spectrum. The dark lines have exactly the same wavelengths as the bright emission spectral lines for the same gas atoms
If the atoms in a gas are excited, then when the electrons drop back into lower energy levels they emit photons with a set of discrete frequencies specific to that element
This produces a characteristic emission line spectrum
Each spectral line corresponds to photons with a specific wavelength
An absorption line spectrum is formed when light from a source that produces a continuous spectrum passes through a cooler gas
As the photons pass through the gas, some are absorbed by the gas atoms, raising electrons up into higher energy levels & so exciting the atoms
Only photons with energy exactly equal to the difference between the different energy levels are absorbed
Diffraction grating --> an optical component with regularly spaced slits or lines that diffract & split light into beams of different colour travelling in different directions
Black body radiation:
At any given temperature above absolute zero, an object emits electromagnetic radiation of different wavelengths & different intensities
A black body is an idealised object that absorbs all the electromagnetic radiation that shines onto it
When in thermal equilibrium, emits a characteristic distribution of wavelengths at a specific temperature
Wien's displacement law:
Wien's displacement law relates the absolute temperature T of a black body to the peak wavelength lambda max at which the intensity is a maximum
Wien's displacement law states that lambda max is inversely proportional to T
For any black body emitter lambda max x T = constant
Wien's constant = 2.90 x 10^-3 mK
As the temperature of an object changes, so does the distribution of the emittedwavelengths
The peak wavelength reduces as the temperature increases, and the peak of the intensity - wavelengths graph becomes sharper
Stefan's law:
the total power radiated per unit surface area of a black body is directly proportional to the 4th power of the absolute temperature of the black body
The total power radiated by a star is called luminosity
L = 4pi x r^2 x Stefan's constant x T^4
Stefan's constant = 5.67 x 10^-8Wm^-2K^-4
Stefan's law shows that the luminosity of a star is directly proportional: