unit 3 - waves Flashcards
Waves
disturbances created in a medium which transfers energy and momentum from one point to another, cant tranfer matter
In waves, what do particles do>
They dont move, they just oscillate and vibrate , tranansferring the wave from one particle to another, and sometimes get reflected
what happens to medium in waves
remains static
Types of waves based on requirement of meidum to travel
Electromagnetic and Mechnical waves
Electromagnetic waves
Waves which do not require a medium to propoagte. Wave in which the electrical field and the magnetic field mutually oscillate perpendicular to the propagation of the wave\
Eg = Light waves
Mechanical waves
Waves which require medium to travel
eg = Sound waves, water ripples, seismic waves
Types of waves based on movement of particles
Transverse and Longitudinal
Transverse waves
Propogation of particle is perpendicular to the direction of propogation of energy, particles oscillate up and down
eg = em waves and light waves
Longitudanal Waves
- Vibration of particles in the medium is parallel to the direction of propagation of wave
It looks likes particles are moving left to right but they come back to their mean position
Eg - sound waves, waves produced in a slinky
Compression
Area in longitudnal waves where the particles are close to each other, the area where density and pressure are higher than normal
Rarefaction
Area in a longitudnal wave where the particle are far apart from each other, the area where density and pressure are less than normal
4 characterstic properties of waves
- wavelength
- amplitude
- frequency
- Wave velocity
Wavelength (transverse)
Distance between two consecutive troughs or crests
Si unit = mtr
Symbol = Lambda
wavelength (longitudanal)
measure distance between 2 consecutie compressions or rarefaction
Amplitude
Maximum displacement of a particle from its mean position in the positive or negative direction
si unit = mtr
symbol = A
Frequency and how to calculate it from diagram
- No. of disturbances/waves per unit time
- No. of oscillations per unit time
- Si unit = Hertz (Hz)
- 1 Hz = 1 wave per second
- To calculate frequency, we can also count the number of waves (from crest to crest or trough to trough) in a one second diagram
Wave velocity with formula
- distance a wave travels per unit of time
- Also known as Phase velocity
- Symbol = V
- Si unit = ms^-1
formula = lambda times frequency
Time period, si unit and formula
Time taken to complete one full oscillation
Si unit = sec
formula = T = 1/f
Wave equation
Speed = Freuqney times wavelength
Frequency = speed/wavelength
Wavelength = speed/frequency
Ray
direction in which a wave propogates
reflection
A phenomenon in which a wave bounces back into the same medium after being incident on a reflection surface
laws of relfection
- The incident ray, the reflection ray and the normal to the reflecting surface must lie on the same plane
- The angle of incidence must be equal to the angle of reflection
Refraction
- For refraction, the wave must travel must rarer to denser medium
Change in speed of a wave when passing from one medium to another
- Change in direction of motion
- Frequency does not change!
- Angel of incidence increases = Angle of refraction also increase
- Refraction happens when angle of incidence is less than or equal to critical angle
bending of refracting ray - denser to rarer
Away from normal