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Define a pulse
A single disturbance in a medium
Define a transverse pulse
A pulse in which the particles of the medium move at right angles to the direction of motion of the pulse.
Define amplitude
the maximum disturbance of a particle from its rest (equilibrium) position
Define the principle of superposition
the algebraic sum of the amplitudes of two pulses that occupy the same space at the same time.
Define constructive interference
the phenomenon where the crest of one pulse overlaps with the crest of another to produce a pulse of increased amplitude
Define destructive interference
the phenomenon where the crest of one pulse overlaps with the trough of another, resulting in a pulse of reduced amplitude.
Apply the principle of superposition to pulses to explain
Using diagrams, how two pulses that reach thee same point in the same medium superpose constructively and destructively and then continue in the original direction of motion.
Define a transverse wave
Wave in which the particles of the medium vibrate at right angles to the direction of motion of the wave.
Is a succession of transverse pulses.
Define the term “Wavelength”
The distance between two successive points in phase.
Define the term “frequency”
The number of wave pulses per second
Define the term “period”
The time taken for one complete wave pulse
Define the term “Amplitude”
The maximum displacement of a particle from its equilibrium position
Define the term “Crest”
Highest point (peak) on a wave
Define the term “Trough”
Lowest point on a wave
Explain the wave concepts in phase and out of phase
In phase - Two points in phase are separated by a whole number (1; 2; 3 ; …) multiple of complete wavelengths
Out of phase - Points that are not separated by a whole number multiple of complete wavelengths
Define Wave speed
the distance travelled by a point on a wave per unit time
Define a Longitudinal wave
A wave in which the particles of the medium vibrate parallel to the direction of motion of the wave
Define the wavelength
the distance between two successive points in phase
Define Amplitude
the maximum displacement of a particle from its equilibrium position
Define a compression
a region of high pressure in a longitudinal wave (crest)
Define a rarefaction
a region of low pressure in a longitudinal wave (trough)
Define frequency
the number of wave pulses per second
Define period
the time taken for one complete wave pulse
What type of wave is a sound wave
longitudinal wave
Define pitch
the effect produced in the ear due to the sound of a particular frequency
(the sound of frequency, directly proportional)
Define Loudness
the amplitude of a sound wave and the sensitivity of the human ear
(loudness directly proportional to them)
Define pure note
Regular wave pattern and single frequency
Define noise
Irregular wave pattern
Define Ultrasound
Sounds above 20 000 Hz but less than 100 000 Hz
Humans are not sensitive to it. They are sensitive to sounds between 20 Hz and 20 000 Hz
Uses of Ultrasound
Dolphins and bats track their prey using ultrasound
Ships, for finding shipwrecks and submarines
Sonars for pregnancy scans
Treatment for breaking up kidney stones
Diagnosis and location of blockages in arteries and veins
Explain how an image can be created through Ultrasound
It is based on the fact that when a wave encounters a boundary between two media, part of the wave is reflected, part of the wave is absorbed and part is transmitted
What determines the speed of a wave
Elasticity, Density and Tension of the medium
How are objects charged
Friction
Contact
Induction
Unit of Measurement for charge
Unit : Coulombs (C)
Symbol (Q)
State the principle of conservation of charge
The net charge of an isolated system remains constant during any physical process
State the principle of charge quantization
All charges in the Universe consist of an integer multiple of the charge of one electron
eg 1,6 × 10 to the -19 C
Polarisation
The partial or complete polar seperation of positive and negative electric charge in a system
Define potential difference (volts)(V)(Voltage)
The energy transferred across the ends of conductor per unit electric charge flowing through it. V = W/Q
Define emf
The work done per unit charge by the source (battery). It is equal to the potential difference measured across the terminals of a battery when no charges are flowing in the circuit
Define Terminal Potential Difference
The voltage measured across the terminals of a battery when charges are flowing in the circuit
Define current strength (I)(Current)(Amperes)(C/seconds)
The rate of flow of charge
define one coulomb
the charge transferred in a conductor in one second if the current is one ampere
how are voltmeters and ammeters connected in circuits
voltmeters - parallel
ammeters - series
define resistance
The ratio of the potential difference across a resistor to the current in the resistor
explain resistance
the opposition to the flow of electric charges
define the unit of resistance
one ohm is equal to one volt per ampere
define ohms law
The potential difference over a resistor is directly proportional to the current flowing through the resistor, provided the temperature of the resistor remains constant. Conductors that obey ohm’s law are called ohmic conductors (most metal conductors), while the ones that don’t are called non-ohmic conductors eg filament of a light bulb
Conductors
Materials that can conduct an electrical current
Metals, because their valence electrons are delocalised and are therefore free to move around
Substances that offer little resistance to a flow of charge
Insulators
Materials that cannot conduct an electric current
Materials that offer resistance to a flow of charge
Non-metals like plastic, Teflon, porcelain and rubber
List physical quantities of vectors and scalars
Time, Mass, Weight, force, charge, etc
Define a vector and a scalar quantity
A vector is a physical quantity with magnitude and direction.
A scalar is a physical quantity with magnitude only
Define a resultant
As the single vector having the same effect as two or more vectors together
Describe the concept of a frame of reference
A coordinate system used to represent and measure properties of objects, such as position
Define one-dimensional motion
Motion along a straight line. The object may move forward or backward along this line.
Define position relative to a reference point
Understand that position can be positive or negative
Define distance
The total path length travelled
Know that distance is a scalar quantity
Define displacement
The difference in position in space
Know that displacement is a vector quantity that points from the initial to the final position
Define average speed
Total distance travelled per total time.
Know that average speed is a scalar quantity
Define average velocity
The rate of change of position
Define acceleration
The rate of change of velocity
What is Positive acceleration
An object moving in the positive direction is experiencing an increase in speed and an object moving in the negative direction is experiencing a decrease in speed
What is Negative acceleration
An object moving in the positive direction is experiencing a decrease in speed and an object moving in the negative direction is experiencing an increase in speed
What is Deceleration
An object is experiencing a decrease in speed
Define instantaneous velocity
Rate of change in position ie the displacement divided by a very small time interval or the velocity at a particular time. Instantaneous Velocity is a vector quantity
Define Instantaneous speed
The magnitude of the instantaneous velocity. Instantaneous speed is a scalar quantity
What is Uniform velocity
Motion at constant velocity ie No acceleration
What is Uniform accelerated motion
The velocity of an object changes with the same amount during each time interval
Define gravitational potential energy of an object
the energy it has because of its position in the gravitational field relative to some reference point
Define kinetic energy
the energy an object possesses as a result of its motion
Define Mechanical energy
the sum of the gravitational potential energy and kinetic energy
State the law of the conservation of energy
The total energy of an isolated system remains constant
What is an isolated system
A system that does not interact with its surroundings
ie there is no transfer of energy or mass between the system and the surroundings
State the principle of conservation of mechanical energy
The total mechanical energy in an isolated system / in the absence of dissipative forces
eg friction, remains constant