PHYSICS UNIT 2 Flashcards
(34 cards)
Electric current, I
This is the rate of flow of electric charge. I = ∆Q/∆t
Unit: A
Efficiency of a system
% Efficiency = 100× useful work (or energy) out/
work (or energy) put in
Potential difference (pd), V
The pd between two points is the energy converted from electrical potential energy to some other form per coulomb of charge flowing from one point to the other.
Unit: V [=JC-1]
Ohm’s law
The current across a component at constant temperature is directly proportional to the pd across it.
Electrical resistance, R
The resistance of a conductor is the pd (V) placed across it divided by the resulting current (I) through it.
R = V/I
Unit: Ω [= VA-1]
Resistivity, ρ
The resistance, R, of a metal wire of length L and cross sectional area A is given by R = ρL/A , in which ρ the resistivity, is a constant (at constant temperature) for the material of the wire.
Unit: Ω m
Superconducting transition temperature, Tc
The temperature at which a material, when cooled, loses all its electrical resistance, and becomes superconducting.
The law of conservation of charge
Electric charge cannot be created or destroyed, (though
positive and negative charges can neutralise each other).
Charge cannot pile up at a point in a circuit.
Emf, E
The emf of a source is the energy converted from some other form (e.g. chemical) to electrical potential energy per coulomb of charge flowing through the source.
Unit: V
Progressive wave
A pattern of disturbances travelling through a medium and
carrying energy with it, involving the particles of the medium oscillating about their equilibrium positions.
Transverse wave
A transverse wave is one where the particle oscillations are at right angles to the direction of travel (or propagation) of the wave.
Longitudinal wave
A longitudinal wave is one where the particle oscillations are parallel to the direction of travel (or propagation) of the wave
Polarised wave
A polarised wave is a transverse wave in which particle
oscillations occur in only one of the directions at right angles to the direction of wave propagation.
Waves in phase
Waves arriving at a point are said to be in phase if they have the same frequency and are at the same point in their cycles at the same time
Wave sources in phase
Wave sources are in phase if the waves have the same
frequency and are at the same point in their cycles at the
same time, as they leave the sources.
Wavelength of a progressive wave
The wavelength of a progressive wave is the minimum
distance (measured along the direction of propagation)
between two points on the wave oscillating in phase.
Frequency of a wave
The frequency of a wave is the number of cycles of a wave
that pass a given point in one second. [or equivalently the
number of cycles of oscillation per second performed by any particle in the medium through which the wave is passing.]
Speed of a wave
The speed of a wave is the distance that the wave profile
moves per unit time.
Diffraction
Diffraction is the spreading out of waves when they meet
obstacles, such as the edges of a slit. Some of the wave’s
energy travels into the geometrical shadows of the obstacles.
The principle of superposition
The principle of superposition states that if waves from two sources occupy the same region then the total displacement at any one point is the vector sum of their individual displacements at that point.
Phase difference
Phase difference is the difference in position of 2 points within a cycle of oscillation. It is given as a fraction of the cycle or as an angle, where one whole cycle is 2π or 360°, together with a statement of which point is ahead in the cycle.
Coherence
Waves or wave sources, which have a constant phase
difference between them (and therefore must have the same frequency) are said to be coherent.
Stationary (or standing) wave
A stationary wave is a pattern of disturbances in a medium, in which energy is not propagated. The amplitude of particle oscillations is zero at equally-spaced nodes, rising to maxima at antinodes, midway between the nodes.
Refractive index, n
For light, Snell’s law may be written: n1 sin θ1 = n2 sin θ2
in which θ1 and θ2 are angles to the normal for light passing between medium 1 and medium 2; n1 and n2 are called the refractive indices of medium 1 and medium 2 respectively.