5. Waves Flashcards
What is a wave
Transferring energy via oscillations whilst energy moves from one place to another
Mechanical wave
Needs some sort of material medium -a substance that oscillates to allow transfer of energy
Electromagnetic waves
Transfer energy through repeated oscillations of electric or magnetic fields
Amplitude
Magnitude of the maximum displacement reached by an oscillation in the wave
Frequency
Number of of complete wave cycles per second this may sometimes be measured as the number of complete waves passing a point per second
Wavelength
Distance between a point on a wave and the same point on the next cycle of the wave for example the distance between adjacent wave peaks
. Period.
Time taken for one complete oscillation at one point on the wave this may also be the time taken for the wave to travel one wavelength
Phase
Stage a given point on a wave is for a complete cycle phase is measured in angle units as a complete wave cycle is considered to be the same was travelling around the complete circle that is 360°
Wave speed
Rate of movement of the wave
Wave speed equation
V = f X wavelength
Transverse waves
Oscillations occur perpendicular to direction of movement of the wave energy
Longitudinal waves
Oscillations occur parallel to the direction of movement of the wave energy
Compression
Area and the long that you wave in which the particle oscillations put them closer to each other than the equilibrium state
Rarefaction
Area in the long tunnel wave in which the parts cost solutions put them further apart from each other than the equilibrium state
Examples of longitudinal waves
Soundwaves
Earthquakes
Wave superposition
When waves meet each wave will be trying to cause he waved displacement at the point of intersection the net effect is that displacement will be the vector. Some of the displacement caused by the individual waves after the encounter each way will continue past each other as the energy progresses in the same direction, it originally travel.
Nodes
Regions on a stationary wave where the amplitude of oscillation is zero
Destructive interference
Antinodes
Regions of a stationary wave where the amplitude of oscillation is that its maximum
Constructive interference
Constructive interference
Superposition effect of two ways that are in phase producing larger amplitude resultant wave
Destructive interference
Superposition effect of two waves that are out of phase producing a smaller amplitude resultant wave
Wavefronts
Lines connecting points on the wave dotat exactly the same phase position
Sonometer
Apparatus for experimenting with the frequency relationships of the string and attention usually consisting of horizontal wooden sanding box and Y stretch along the top of the box
Stationary/standing wave
A wave is reflected from a boundary and meets with another wave where they both pose which creates a stationary wave
Waves need to be coherent
Coherent waves
If they have the same frequency and how it constant phase relationship coherent ways I needed to form a stable standing wave