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**Everything in the universe is made of matter**
Mass (kg)
how much matter an object contains
Volume (m³)
how much space an object occupies
Density (kg/m³)
how tightly matter is packed
help infer planet’s composition
high = rock and metal
low = gas/ice
Relationship between mass, volume, and density:
p = m/V
Mass vs weight
mass: amount of matter you have
weight: the gravitational force acting on that matter
W = mg
Organic molecules
contain carbon and usually hydrogen
carbon can form many different stable chemical structures (including complex molecules essential for living organisms)
Phases of matter
solid
liquid
gas
plasma
How is temperature related to kinetic energy?
temperature reflects the average random KE of particles
Why do some substances require higher temp to melt?
temp influences particle motion
strength of chemical bonds affect how much energy is needed to disrupt a structure
Temperature alone doesn’t determine how matter behaves, bonding and molecular structure also matter
Celcius to kelvin conversion
K = C +273.15
Pressure
F/A
What does phase of water depend on?
temperature and pressure
How do we know the composition of the sun and the planets? why do objects look the way they do?
light
provides info on distant objects that are too far away to routinely visit (or visit at all)
What does light reveal about a star’s properties
chemical composition
temperature
motion
physical conditions
Speed of light ( c)
3×10^8 m/s (300,000 km/s)
wavelength (λ)
distance between successive wave peaks
frequency (v)
number of wave peaks passing a point each second
speed in relation to wavelength and frequency
c = λv
short wavelength = high frequency
long wavelength = low frequency
Each photon carries an amount of energy determined by its frequency
E = hv = hc/λ
h = planck’s constant: 6.63×10^-34 J*s
shorter wavelength = higher frequency = higher proton energy
How can light behave as both a wave and particle?
→ double-slit experiment:
imagine shining a light through 2 narrow slits
observe pattern of alternating bright and dark regions
= wave-particle duality
Niels Bohr electron model
electrons could occupy only certain allowed energy levels: n = 1, n = 2, n = 3
absorption: an e- absorbs energy and moves to a higher energy level
emission: an e- drops to a lower energy and releases energy as a photon (∆E = hv)
Bohr Model
Ground state = e- is in its lowest available energy state
Excited state = e- has absorbed energy and moved to a higher state
Ionized state = enough energy has been supplied to remove an e-
Electromagnetic spectrum
gamma
x-ray
uv
visible
infrared
microwave
radio
(increasing wavelength, decreasing photon energy and frequency)
How do objects produce light in the first place?
fluorescence: matter absorbs energy and then emits light as it relaxes
thermal emission: matter emits electromagnetic radiation because of its temp
stimulated emission
f
fluorescence
matter absorbs energy and then emits light as it relaxes
thermal emission
matter emits electromagnetic radiation because of its temp
stimulated emission
an incoming photon triggers an excited system to emit another photon
more about thermal radiation
all objects with temperatures above absolute zero emit electromagnetic radiation, BUT don’t emit the same amount/wavelength distributino
Stefan-Boltzmann Law
F = σT^4
Stefan-Boltzmann constant = 5.67×10^-8 W/(m²*K^4)
Wien’s Law
λmax = 3000 / T
How the Stefan-Boltzmann and Wien’s Laws work together
Wien’s law: hotter = shorter peak wavelength
Stefan-Boltzmann law: hotter = greater total energy emitted
What happened after the Big Bang
in early universe, temps were extremely high BUT cooled down as it expanded
matter existed as hot mixture of particles
light could not travel freely
what happened after the universe cooled down
after 380,000 years, the temp decreased to around 3000K
e- could combine with nuclei → nuclei atoms
universe became transparent
light could travel through space
Cosmic microwave background (CMB) radiation
= ancient radiation
as space expands, the wavelength of freely traveling photons are stretched = cosmological redshift: T(CMB) = 2.7 K
What did the evidence from Penzias and Wilson (1965) show?
persistent microwave signal = cosmic microwave background (powerful evidence that shows that the early universe was extremely hot and dense)
What does the CMB map show?
colors indicate very small differences in temp'
red/orange: slightly warmer areas
blue: slightly cooler areas
reflect differences in conditions of teh early universe (including density fluctuations)
CMB connection
early temp and density fluctuation → gravitational growth → galaxies → stars → planets → environments where life might emerge
Composition of the universe
ordinary matter = 5%
dark matter = 27%
dark energy = 68%
Evidence for dark matter
galaxy rotation curves: materials in outer parts of galaxies often move much faster than expected from visible matter alone
gravitational lensing: gravity bends path of light and when light from distant galaxy passes near massive object, its path can be deflected → distort or magnify the galaxy’s apparent image → estimate how much mass is present (including matter that cannot be seen)
Dark matter vs Dark energy — dark matter
has gravitational effects that help explain galaxy dynamics and structure
helps matter clump togehter
about 27% of cosmic mass-energy
Dark matter vs dark energy — dark energy
associated with accelerated cosmic expansion
drives the observed acceleration of expansion
about 68% of cosmic mass energy
The history of the universe
big bang and early expansino
first particles
first nuclei: light nuclei (such as hydrogen and helium) form
first atoms and freely traveling light: around 380,000 years later
first stars
galaxies and large-scale structure
accelerated expansion
present universe: approx 13.8 billion years after
what happens when light interacts with matter?
reflection: light changes direction when it encounters a surface
absorption: matter takes in light energy
transmission: light passes through a material
→ light traveling through a planetary atmosphere can be absorbed at specific wavelengths, potentially revealing the gases present