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Revolutions in Modern Physics


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Revolutions in Modern Physics


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Rahil Mehta


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[Front]


What is Young's Double Slit Experiment?
[Back]


Young split a beam of sunlight to produce two coherent beams (waves with the same frequency, amplitude and in-phase with each other) by creating a double slit. The light passes through onto a screen. Monochromatic light diffracted into coherent circular waves and interacted to form constructive interference (antinodal - bright fringes of light) and destructive interference (nodal - dark fringes)

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Revolutions in Modern Physics - Detalles

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What are the neutrally charged leptons called?
Electron neutrino, muon neutrino and tau neutrino
What are the gauge bosons called and what are their charges?
W Boson (±), Z Boson (neutral), Photon (neutron), Gluon (neutron).
What are quarks?
An elementary particle and a fundamental part of matter.
What are hadrons?
Quarks held together by the strong nuclear force. Mesons are hadrons with 2 quarks. Baryons are hadrons with 3+ quarks
What are leptons?
Elementary particles that respond only to the electromagnetic force, weak force, and gravitational force
Which force do gluons mediate?
Strong Nuclear Force
What are elementary particles?
Things which are not composed of any other particles and cannot be subdivided.
What are the fundamental forces in order from strongest to weakest?
Strong Nuclear Force, Electromagnetic Force, Weak Nuclear Force, Gravity
What is Young's Double Slit Experiment?
Young split a beam of sunlight to produce two coherent beams (waves with the same frequency, amplitude and in-phase with each other) by creating a double slit. The light passes through onto a screen. Monochromatic light diffracted into coherent circular waves and interacted to form constructive interference (antinodal - bright fringes of light) and destructive interference (nodal - dark fringes)
What is Newton's particle theory?
Light should have passed through the slits to produce two bright lines or bands on the screen
What is black body radiation?
An object which absorbs the entire electromagnetic spectrum releases radiation but does not reflect any.
What is Wien's displacement law?
Λ max = b/T λ max is the peak wavelength b is the constant of proportionality T is the temperature Making an object hotter produces more radiation across the spectrum
What is wave-particle duality?
Wave-particle duality states that every particle or quantum entity may be partly described in terms not only of particles, but also of waves
What is the photoelectric effect?
When light shines on a metal, electrons can be ejected from the surface of the metal in a phenomenon known as the photoelectric effect.
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What are the fundamental forces in order from strongest to weakest?
Strong Nuclear Force, Electromagnetic Force, Weak Nuclear Force, Gravity
What are elementary particles?
Things which are not composed of any other particles and cannot be subdivided.
What are the neutrally charged leptons called?
Electron neutrino, muon neutrino and tau neutrino
What are the gauge bosons called and what are their charges?
W Boson (±), Z Boson (neutral), Photon (neutral), Gluon (neutral)
What are quarks?
An elementary particle and a fundamental part of matter.
What are hadrons?
Quarks held together by the strong nuclear force. Mesons are hadrons with 2 quarks. Baryons are hadrons with 3+ quarks
What are leptons?
Elementary particles that respond only to the electromagnetic force, weak force, and gravitational force
Which force do gluons mediate?
Strong Nuclear Force
What are the problems with Newtonian physics?
- Light appeared to be a wave, but the medium for its propagation was undetectable - The equations describing electricity and magnetism were inconsistent with Newton's descriptions of space and time
What are the 2 postulates of special relativity?
1. The relativity principle: the laws of physics have the same form in all inertial reference frames 2. Constancy of 'c': light propogates through empty space at c no matter the observer or speed of the source.
Define frame of reference
- Frame of reference is an arbitrary set of axes with reference to which the position or motion of something is described, or physical laws are formulated
How can we ascertain relative motion?
Velocity A relative to B = velocity A relative to stationary observer - velocity B relative to stationary observer
Recall 2 frames of reference
- Inertial frame of reference: non-accelerating frame of reference in which Newton's laws of motion hold (Are stationary or moving at a constant velocity) e.g. at rest on Earth, in a car at constant velocity - Non-inertial frame of reference are accelerating e.g. Accelerating upwards in an elevator, going around a corner
Explain simultaneity
- Simultaneity is the relation between two events assumed to be happening at the same time in a frame of reference - Relativity of simultaneity states that events that are simultaneous in one frame of reference are not necessarily simultaneous in another frame of reference, even if both frames are inertial
Why can't objects travel at the speed of light?
It's impossible to accelerate any material object up to the speed of light because it would take an infinite amount of energy to do so.
What is a Lepton number?
A conserved quantum number representing the difference between the number of leptons and antileptons in an elementary particle reaction. L = number of leptons - number of antileptons
What is a Baryon number?
A strictly conserved additive quantum number of a system. Stays the same before and after the reaction.
Describe an Electron-Electron particle interaction.
As an electron approaches another electron, they move closer. The electrostatic repulsion between them gets stronger and stronger until they exchange a photon (electromagnetic force carrier), which pushes each electron away from each other.
Describe an Electron-Positron particle interaction in Bhahba Scattering.
"Time reversed" arrow for positron, however it is approaching electron as the lines get closer. At the moment of interaction, they exchange a virtual photon and scatter off each other with velocities changed.
Describe an Electron-Positron particle annihilation.
Electron and positron approach each other and annihilate each other, forming a photon. The photon's energy creates a new electron-positron pair.
Describe beta minus (β−) decay.
A nucleus emits a high-energy electron (beta particle) and an antineutrino. This decay occurs when there are too many neutrons in the nucleus, and one of the neutrons decays into a proton, releasing an electron and an antineutrino.
Which particle interaction is this?
Bhabha Scattering - Electron-Positron
Which particle interaction is this?
Annihilation - Electron-Positron
Which particle interaction is this?
Beta minus (β−) decay
Describe Rutherford's model of the atom
Rutherford expected alpha particles to pass right through the (plum pudding) atom, but huge deflections were found. From this, he concluded that: - The atom is mostly empty space with a tiny, very dense postively charged nucleus surrounded by negatively charged electrons - Nearly 100% of the atom's mass is contained in the nucleus - The number of electrons = number of positive charges - The nucleus is 100 000 times smaller than the atom
What were the limitations of Rutherford's model of the atom
- Rutherford's model did not account for the electromagnetic radiation that would be emitted by electrons revolving in circular paths, leading to the instability of atoms. - The model failed to explain the observed emission spectra, which displayed specific wavelengths of light instead of a continuous spectrum.
Describe the Bohr model of the atom and how it addresses the limitation of Rutherford's model
Electrons in an atom exist in stationary states - They do not emit energy while orbiting the nucleus Transitions between stationary states absorbs or emits electromagnetic radiation (photons) - Energy of the photon is given by Δ E = hf - If the atom absorbs too much energy, the outermost electron will be removed. This is the ionisation energy Angular momentum of a stationary electron is quantised - Angular momentum states that for circular motion, the momentum of a particle in which the velocity vector points along the radius of the circular path and is equal to mvr - Electrons must orbit at a fixed radii