Physics Mod 8

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Last updated 5:39 AM on 9/15/26
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130 Terms

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Models of the atom

Dalton - Billiard Ball
J J Thomson - Plum Pudding
Rutherford - Nuclear model
Bohr - Planetary model
Chadwick - Neutrons in nucleus

<p>Dalton - Billiard Ball<br />
J J Thomson - Plum Pudding<br />
Rutherford - Nuclear model<br />
Bohr - Planetary model<br />
Chadwick - Neutrons in nucleus</p>
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cathode rays

beam of electrons

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cathode ray experiments

  1. gas discharge tubes

  2. maltese cross

  3. paddle wheel tube

  4. curved fluorescent screen

  5. addition of electric field between parallel plates


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Gold foil experiment (Geiger-Marsden)

Rutherford disproved the "plum pudding" model of the atom

<p>Rutherford disproved the "plum pudding" model of the atom</p>
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Milikan's oil drop experiment

find charge of e- by measuring stationary oil droplets and equating the magnetic field to the gravitational field to find the charge.

<p>find charge of e- by measuring stationary oil droplets and equating the magnetic field to the gravitational field to find the charge.</p>
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canal ray experiment (Goldstein)

mass of positively charged particles depends upon nature of gas.
q/m ratio of particles depend upon which gas the particles original

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alpha particle experiment (Chadwick)

found neutrons in the nucleus

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classical physics

physics before the Bohr model (before quantum physics and relativity)

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Quantum mechanics

fundamental theory of physics that provides a description of the physical properties of nature at the scale of atoms and subatomic particles

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Balmer series

A set of spectral lines that appear in the visible light region when a hydrogen atom undergoes a transition from energy levels n>2 to n=2.

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Maxwell’s Theory of Electromagnetism

An accelerating charged particle will produce electromagnetic radiation (EM waves)

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Limitations of the Rutherford Model of the Atom

  • Couldn’t explain spectral lines and why a continous spectra wasn’t produced when excited electrons return to their original energy level

  • Can’t explain why accelerating electrons don’t produce EM waves (Maxwell’s Theory of Electromagnetism) → atoms should be unstable based on this model but they are not


<ul><li><p>Couldn’t explain <strong>spectral lines</strong> and why a continous spectra wasn’t produced when excited electrons return to their original energy level</p></li><li><p>Can’t explain why accelerating electrons <strong>don’t produce EM waves</strong> (Maxwell’s Theory of Electromagnetism) → atoms should be unstable based on this model but they are not</p></li></ul><p></p>
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Spectral lines

dark or bright lines in a spectrum that correspond to specific wavelengths of light, created when atoms, molecules, or ions absorb or emit photons

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obseservable spectra

  • continuous spectrum

  • emission spectrum 

  • absorption spectrum


<ul><li><p>continuous spectrum</p></li><li><p>emission spectrum&nbsp;</p></li><li><p>absorption spectrum</p></li></ul><p></p>
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continuous spectrum

produced: when an incadescent light or sunlight is refracted through a prism

<p>produced: when an incadescent light or sunlight is refracted through a prism</p>
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emission spectra

produced: when gas molecules are excited by putting a large DC voltage across them, in a vaccum. Resultant light is refracted through a prism or diffraction grating

result: bright, coloured, distinct lines are produced with a black background

<p>produced: when gas molecules are excited by putting a large DC voltage across them, in a vaccum. Resultant light is refracted through a prism or diffraction grating</p><p>result:&nbsp;bright, coloured, distinct lines are produced with a black background</p>
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absorption spectra

produced: when white light is passed through a pure gas before passing through diffraction grating or prism

result: spectrum is complete except for the presence of black bands in the same positions (for each gas) as the emission spectrum

<p>produced: when white light is passed through a pure gas before passing through diffraction grating or prism</p><p>result: spectrum is complete except for the presence of black bands in the same positions (for each gas) as the <em>emission spectrum</em></p>
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Diffraction grating

we did pracs with this, an optical device with a periodic structure that separates light into its constituent wavelengths

<p>we did pracs with this,&nbsp;an optical device with a periodic structure that separates light into its constituent wavelengths</p>
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Prism

used to refract light, separates into its constituent wavelengths

<p>used to refract light, separates into its constituent wavelengths</p>
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Bohr’s postulates

Postulate 1: Electrons in an atom exist in stable, circular orbits and these electrons in stable orbits do NOT emit radiation

Postulate 2: Electrons absorb or emit specific quanta of energy when they move from one stable energy level to another. E=hf (for EM waves)

Postulate 3: The electron’s angular momentum is quantised (don’t need to know more than this)

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Plank’s quanta

energy of EM waves can be quantised and calculated using E=hf

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Rydberg’s mathematical model for hydrogen’s spectral lines

1/𝜆 = R(1/nf2 - 1/ni2)

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Spectral lines → Law of Conservation of Energy

transition of electrons between orbits follows this Law: if an electron drops from a higher energy level to a lower energy level, the energy must be transformed.

<p>transition of electrons between orbits follows this Law: if an electron drops from a <strong>higher </strong>energy level to a <strong>lower</strong> energy level, the energy must be transformed.</p>
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Limitations of Bohr’s Model of the Atom

  • only predicts hydrogen’s spectrum

  • doesn’t explain why the lines in the spectrum vary in intensity/thickness and why some are sharp, dull thin and diffuse

  • Can’t explain the ‘zeeman effect’ or the ‘anomalous zeeman effect’

  • couldn’t explain why electrons didn’t emit radiation (same as Rutherford) and why they didn’t spiral towards the positive nucleus


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The Zeeman Effect

Observed that when the spectrum of a sodium flame burning in a magnetic field was visualised → some lines split into 3 COULDNT BE EXPLAINED BY BOHRS MODEL

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The Anomalous Zeeman Effect

Spectral lines could also split into 15 hyperfine lines when observed in a magnetic field. COULDNT BE EXPLAINED BY BOHRS MODEL

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Diffraction

the spreading of wavefronts as they pass through a small aperture (small opening) or past an obstacle

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Braggs Law

Used for when two reflected x-rays constructively intefere

n𝜆 = 2dsin𝜃

<p>Used for when two reflected x-rays constructively intefere</p><p>n<span>𝜆 = 2dsin𝜃</span></p>
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Constructive interference

a phenomenon where two or more waves combine to form a resultant wave with a larger amplitude

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Destructive interference

a phenomenon where two waves combine to cancel each other out, resulting in a wave with a reduced or zero amplitude

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De Broglie Hypothesis/The Theory of electron waves

“all moving matter exhibits wave-like properties and that the wavelength of this matter wave is inversely proportional to its momentum according to the equation: 𝜆 = h/p = h/mv


includes evidence from wave-particle duality theory of matter, Plank’s work and Einstein’s work on light (mod 7)  → as quanta were now accepted and the dual theory of light

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standing waves

a wave pattern that oscillates in place without moving through space, appearing to "stand still” → De Broglie waves were this type

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nodes

the points of the wave that do not vibrate

<p>the points of the wave that do not vibrate</p>
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antinodes

the points that vibrate between maximum and minimum positions

<p>the points that vibrate between maximum and minimum positions</p>
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de Broglian wavelengths

standing waves that allowed electron quantum states (shells) circumferences would always contain a multiple of these wavelengths (integer)

-→ used incrememnts to explain why certain energy levels were stable, ie. the ones that has an integer multiple of de Broglian wavelengths


equation:  C = n𝜆

— The stable orbits of the hydrogen atom are those where the circumference  is exactly equal to a whole number of electron wavelengths

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Electron spin

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Pauli Exclusion principle

  • any atomic orbital (or other quantum state) can contain at most two electrons, and they must have opposite spin directions

  • This means that no two electrons can have all four quantum numbers the same


No two electrons in a single atom can have the same set of four quantum numbers (applies to electrons, and all fermions)

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Quantum numbers

Proposed in order to distinguish electrons in an atom from one another by considering 4 quantum numbers:

  1. The energy level

  2. Shape of the orbital

  3. Orientation of the sub-orbital

  4. Spin of the electron

NO TWO ELECTRONS COULD BE IDENTICAL


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Heisenberg’s uncertainty principle

The more exactly we know a particle’s position, the less certain we become of its velocity (and momentum) and vice versa

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“electron cloud” model of the atom (The Quantum mechanical model of the atom)

Schrodinger’s model of the atom → currently accepted model of atom

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nucleon

the collective name for the two main subatomic particles in the nucleus; protons and neutrons

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atomic number (Z)

number of protons in an atom

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standard atomic weight

average weight of an element (considers that many elements have isotopes

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mass number (A)

number of protons and neutrons

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charge on an atom

results from a loss or gain of electrons

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Strong nuclear force

the force that holds the nucleus together. it has properties of:

  • acts only over small distances

  • force is between nucleons (p→p, p→n etc.)

  • at very close distances, nucleons repel each other (not a linear relation)

  • at around 3×10-15 m the strong nuclear force drops to zero


<p>the force that holds the nucleus together. it has properties of:</p><ul><li><p>acts only over<strong> small</strong>&nbsp;distances</p></li><li><p>force is<strong> between</strong>&nbsp;nucleons (p→p, p→n etc.)</p></li><li><p>at very close distances, nucleons repel each other (not a linear relation)</p></li><li><p>at around 3×10<sup>-15</sup> m the strong nuclear force drops to zero</p></li></ul><p></p>
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radioactive

way to describe a nuclide that emits some kind of radiation (if it is unstable)

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radioactive decay

an unstable nuclide emits radioactive particles in process to become stable

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nuclide

a specific type of atom defined by the exact number of protons and neutrons in its nucleus, and its energy state

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3 ideas to predict nuclear stability

  1. Neutron to proton ratio

  2. The band of stability

  3. Magic numbers


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Transmutation

the change of one chemical element into another by nuclear decay or radioactive bombardment

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spontaneous radioactivity

decay/emission of radioactive particles which is NOT caused by human intervention or accelerators

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ionisation

removal of a bound electron from an atom to produce a free electron and a positive ion - THIS IS NOT RADIOACTIVE DECAY

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radioisotopes

unstable atoms that emit particles that undergo nuclear reactions (decay) to become more stable

  • daughter products have a greater binding energy per nucleon than the original parent nuclide


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Decay series

It is called a ______ _____ when one radioactive isotope decays into another, and the daughter is also unstable and further decays occur until a stable nucleus is created

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half life

the time it takes for half of a sample of a radioactive substance to undergo radioactive decay or the time required for the number of unstable atomic nuclei in a sample to decrease by half

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hadrons

heavy, composite (made up of multiple quarks) that are affected by the strong nuclear force

  • e.g. protons


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leptons

fundamental particles (not made up of other particles) which are NOT affected by the strong nuclear force

  • e.g. the electron, the muon


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fundamental particles

particles which are not made up of other particles

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elementary particles

fundamental particle that is not made up of any other particles

  • e.g. quarks, electrons


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composite particles

a particle that is composed of two or more elementary particles

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quarks

an elementary particle that are the building blocks of hadrons and have a fractional charge , interact with the strong force and obey the Pauli Exclusion Principle

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magnetic moment

the magnetic strength and orientation of a magnet -→ mangetic moment is parallel to the spin axis

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positron

antimatter to the electron

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cloud chamber

a simple device that contains air or gas supersaturated with water or alcohol vapour that can be used to detect charged particles by the condensation trails which they produce

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composition of a proton

two up quarks and one down quark = +1 charge

(2/3 + 2/3 - 1/3 = +1)

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composition of a neutron

one up quark and two down quarks = 0 (neutral) charge

(2/3 - 1/3 -1/3 = 0)

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bosons

fundamental force carriers which have an integer spin

  • e.g. photons, gluons


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baryons

type of hadron that is specifically made up of 3 quarks

  • e.g. protons and neutrons


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fermions

subatomic particles with a half-integer spin

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Four fundemental forces of interaction

(listed in order of magnitude; strong → weaker)

  1. Strong nuclear force

  2. Electromagnetic

  3. Weak nuclear force

  4. Gravitational


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Nuclear fission

A heavy nucleus splits to form to or more lighter nuclei, each of which is more stable than the original nucleus (release of 1-3 neutrons)

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critical mass

smallest amount of fissible material needed for a sustained nuclear chain reaction

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Fuel (nuclear reactor)

enriched uranium fuel (5-20% U-235)

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Moderator (nuclear reactor)

slows down neutrons

  • e.g. water, heavy water (deuterium oxide), graphite rods (more economical option)


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Control Rods (nuclear reactor)

used to absorb neutrons, controls/adjusts the rate of the nuclear reaction

  • made of steel with boron or cadmium


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Coolant (nuclear reactor)

extracts the heat energy from generator system

  • e.g. water, heavy, air, helium or liquid sodium


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Protection (nuclear reactor)

sheilding from gamma radiation and keeps neutrons inside

  • graphite and lead reflect neutrons back into the core

  • thick wall of concrete to absorb the gamma radiation


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Mass-Energy Equivalence

E=mc2

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relativistic mass

mass of object + kinetic energy

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invariant mass

rest mass

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Special Theory of Relativity

certain types of matter may be created or destroyed (due to mass-energy equivalence). Total mass and energy associated with such matter remains unchanged in quantity.

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Binding energy

the energy required to separate an atomic nucleus completely into its constituent protons and neutrons

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Fusion

nuclei with small mass numbers need to combine to become heavier, more stable nuclei

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mass defect

the difference between the actual mass of a nucleus and the total combined mass of its individual constituent nucleons (protons and neutrons). 

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Linear accelerators

electric field created between cylindrical electrodes (force applied to charged particle)

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Cyclotrons

D-shaped hollow metal accelerator

  • perpendicular magnetic field

  • Uses FC = mv2 / r (centripital motion)

  • Faster than linear accelerators


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Synchrotrons

contains a linear accelerator and then a ‘booster ring’ of electromangets and high voltage and accelerating cavities

  • Faster than cyclotrons and linear accelerators


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Large Hadron Collider (LHC) → special synchrotron

most powerful particle accelerator

  • two high energy particle beams travel close to the speed of light before they are made to collide


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Hadrons

any particle made of quarks

consists of subcategories: Baryons and Mesons

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Baryons

made up of three quarks (e.g. protons and neutrons)

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Mesons

are made up of one quark and one antiquark (with zero or 1 spin)

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Leptons

  • can exist on their own

  • are fundamental particles

  • have half-integer spins (follow Pauli’s Exlusion Principle)


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theory

a set of concepts, claims and/or laws that can be used to explain and predict a wide range of related observed phenomena. ___ are typically founded on clearly identified assumptions, are testable, produce reproducible results and have explanatory power

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Big Bang Theory

proposes that the Universe began with an ‘event’ that produced an enormous amount of energy in a single position (singularity) and that all matter has condensed from this energy (E=mc²) as it expanded outward and cooled

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Processes leading to transformation of radiation into matter

  1. Inflation

  2. Pair Production

  3. Annihilation

  4. Big Bang Nucleosynthesis

  5. Recombination

  6. Decoupling


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Inflation

caused the vast expansion of space filled with energy (just after Big Bang)

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Pair Production

occurred when extremely high energy photons would collide, producing a range of particles and their antiparticles (E=mc²)

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Annihilation

all mass is converted back into energy as the particles and antiparticles collide, producing gamma rays

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Big Bang Nucleosynthesis

first atomic nuclei started forming (after the Big Bang)