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Cards (99)
Waves
Transfer
energy
without transferring
matter
Types of waves
Transverse
Longitudinal
Transverse
waves
Particles oscillate
perpendicular
to the direction of energy transfer
Longitudinal
waves
Particles oscillate
parallel
to the direction of energy transfer, made up of compressions and rarefactions
Standard wave
Displacement from midpoint (equilibrium) on y-axis
Time or distance on x-axis
Wavelength
(Lambda)
Amplitude
Time period
Time taken for
one
complete wave to pass a point
Frequency
Number of complete waves passing a point every
second
Polarization
Transverse
waves can be polarized by a filter that only lets through waves
oscillating
in a particular direction
Interference
/Superposition
When displacements of individual waves
sum
at each point, leading to
constructive
or
destructive
interference
Harmonics
First
harmonic: Wavelength = 2 * Length of string
Second
harmonic: Wavelength = Length of string
Nodes
Points of
destructive
interference,
no
energy transferred
Anti-nodes
Points of both
constructive
and
destructive
interference, energy transferred
Coherence
Waves have a
constant
phase difference
Double slit pattern
Bright spots (maxima) where waves interfere
constructively
Dark spots (minima) where waves interfere
destructively
Path
difference
Difference in
distance
travelled
by two interfering waves
Phase
difference
Difference in the
timing
or
position
of two waves
Single slit diffraction
Central maximum
twice
as
large
as other fringes, fringes fall away quickly
Total internal reflection (TIR)
Angle of incidence
greater
than critical angle, refractive index of first medium
greater
than second medium
Average speed
Distance
/
Time
Displacement-time graph
Gradient =
Velocity
Velocity-time graph
Gradient =
Acceleration
Area under graph =
Displacement
Projectile motion
Horizontal motion uses
constant
speed, vertical motion uses SUVAT
Newton's first law
An object's
motion
is
constant
if no external force is acting on it
Newton's
third
law
For every action force, there is an
equal
and
opposite
reaction force
Equilibrium
No
resultant
force and no
resultant
moment
Frictional
forces
Increase
with
speed
Work done
E = F * d, where F and d are parallel
Stress
Force
/
Area
Strain
Extension / Original length
Stress-strain graph
Limit of
proportionality
Elastic
limit
Ultimate
tensile
stress
Balanced forces
Vector sum of all forces is
zero
Principle of moments
Sum of clockwise moments = Sum of anticlockwise moments for equilibrium
Scalars
Quantities with
magnitude
only
Vectors
Quantities with both magnitude and direction
Conservation of
momentum
Total momentum is
conserved
in the absence of
external
forces
Braking distance
Quadruples
when speed doubles (due to KE being proportional to
v^2
)
Elastic collisions
Total
kinetic
energy is
conserved
Fundamental particles
Leptons (e.g. electron, positron, neutrinos)
Hadrons (Baryons like proton, neutron, and Mesons like pions)
Fundamental forces
Electromagnetic
(photon)
Strong
nuclear
(pions)
Weak
(W+, W-, Z0)
Gravity
(graviton)
Strong nuclear force
Keeps
nucleus
together, has
short
range attraction and longer range repulsion
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