Revise notes
Class 11 Physics
Waves
The speed of a travelling wave
- To determine the speed of a travelling wave.
- The propagation of the wave always takes place along the +(ive) x-axis.
- It is denoted by v.
- Consider transverse wave moving along (+) ive x axis.
- Displacement equation y (x, t) = a sin (kx – ωt) assuming φ=0.
- In case of transverse wave the y denotes the movement of particles along y-axis.x denotes the direction of wave propagation in terms of x axis.
- y-axis denotes the displacement of the particles of the medium in case of transverse wave and in case of longitudinal wavex denotes the movement of the particles along x-axis.
- In case of longitudinal wave the motion of particles takes place along x-axis and not along y-axis.
- The form of equation remains the same for both transverse and longitudinal wave.
- Only the direction of propagation i.e. the direction of the movement of the particles differs in case of transverse and longitudinal waves.
- We have considered only the motion along the horizontal direction i.e. x-axis. i.e. motion of all the peaks and which is a motion of a straight line.
- Displacement takes place along the straight line along x-axis.
- y component does not play much role as it talks about the movement of particles of the medium.
- When we are considering the peaks as a result phase does not have any role. That is phase is constant.
- y/a=sin(kx – ωt) => sin-1 (y/a) = (kx- ωt )
- => x=(1/k)sin-1 (y/a) +ωt/k (where (1/k)sin-1 (y/a) is constant)
- => Speed V=dx/dt =ω/k
(By differentiating with time,(1/k)sin-1 (y/a) = 0 as differentiating a constant term is 0.)
- Therefore Wave Speed V= ω/kwhereω=angular frequency and k=wave number.
Different Expressions for Wave Speed
- Wave speed V= ω/k. By definition of ω= (2 π)/T where T is period of the wave.
- Also k=(2 π)/λ .Therefore v=(2 π)/(T)/(2 π)/(λ) =λ/T
- v= λv
- As wavelength of a wave increases as a result frequency of the wave decreases as a result speed of wave is constant.
- Wave speed is determined by the properties of the medium.
The plots of y (x, t) = a sin (kx – ωt + φ) at two instants oftime differing by an interval Δt, at t = 0 and then at t = Δt. As the wave moves tothe right at velocity v, the entire curve shifts a distance Δx during Δt. The point A ridesthe waveform but the string element moves only up and down.
Class 11 Physics Waves NCERT Chapter 14 Free Notes for Best Revision
Revision of Class 11 Physics Waves is a crucial aspect of effective learning. Revision plays a vital role in the learning process and is especially important before exams. Here are some key points you can consider emphasizing in your content:
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- Spacing Effect: Spacing out revision sessions over time, rather than cramming all at once, has been shown to improve long-term retention. Create a revision schedule leading up to the exams to allow for spaced practice.
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By highlighting the benefits and strategies of effective revision, you can approach your studies more mindfully and achieve better results in your exams. Best of luck bachhon!
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