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Physics

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1,179 questions with no upvoted or accepted answers
11votes
1answer
508views

Pressure underneath wave

I enjoy water sports and activities in the water. I've swam around and dived down enough to need to equalize my ears and in general have felt water pressure. I've since taken up surfing and have ...
10votes
0answers
736views

Double slit - higher dimensions

The double slit experiment is a real-life manifestation of the Huygens principle. As is well-known, this principle depends on whether the number of dimensions is even or odd; as Evans1 puts it,...
8votes
0answers
499views

Euler-Lagrange equations for chain fountain

Most of us are familiar with chain fountains.I was wondering how this phenomenon is explained in the Lagrangian mechanics. I mean do we know how the Euler-Lagrange equations look like for this system?...
7votes
0answers
168views

Can a "depressive soliton" wave exist? That is, can we have a trough without any crest? Why or why not?

I know that "soliton" waves can consist of a crest without a trough. One would expect the reverse to be true as well.However, this Wikipedia excerpt says,So for this nonlinear gravity ...
6votes
0answers
120views

Relation between the electric and magnetic fields for an arbitrary electromagnetic wave

When solving the wave equation for electromagnetic waves,$$\nabla^{2} \mathbf{E}=\mu_{0} \varepsilon_{0} \frac{\partial^{2} \mathbf{E}}{\partial t^{2}}, \quad \nabla^{2} \mathbf{B}=\mu_{0} \...
6votes
1answer
2kviews

Why the fields of the quasi-TEM mode of microstrip line tend to concentrate in the dielectric as frequency goes higher?

A microstrip line is a waveguiding structure as shown below:Because of the inhomogeneity, the fundamental mode of propagation is a quasi-TEM mode, which means that the z components of the E and H ...
6votes
3answers
668views

Why is the speed of sound wave in a gas always lesser than the r.m.s. speed at the same temperature?

My book says that the speed of sound wave in a gas is always lesser than the r.m.s. speed of the gas at the same temperature. I understand that speed of sound is given by:$$v_s=\sqrt{\frac{\gamma RT}{...
6votes
0answers
318views

Can ray-tracing be used to design a stealth air craft? Or is it necessary to use wave theory?

This question is inspired/kicked-off by a question over in Aviation SE asking about the design of stealth air craft.Stealth technology is usually referred to when trying to make vehicles invisible ...
6votes
0answers
451views

Physical intuition for the solutions of the wave equation

I have been studying the wave equation in $\mathbb{R}^n$ for the cases $n=1,2$ and $3$. In the three cases, working all over $\mathbb{R}^n$. That is: $u_{tt}(x,t)=c^2 \Delta_{x} u(x,t)$ for $x \in \...
6votes
1answer
4kviews

Explaining phase shift from a half-silvered mirror

I am trying to understand why light undergoes a phase shift when reflecting off one side of a half-silvered mirror, but not the other side.This Wikipedia page and this answer both give the following ...
6votes
1answer
597views

Can the Taylor expansion of Energy/Intensity be explained more in-depth?

In reference to the question, "Why is energy in a wave proportional to amplitude?" Ben Crowell answered with the answer attached. The original post is linked here. I did not respond to the ...
5votes
0answers
148views

Does sound need an odd number of spatial dimensions?

In the book "when Einstein walked with Gödel" the author talks about Edwin A. Abotts "Flatland" stating that one problem which was unattended by Abott is the problem of acoustics ...
5votes
0answers
759views

Numerical Solution of the Propagation-Dispersion equation

I have asked this question on Computational Science and also on Mathoverflow, but no satisfactory answers so far. I thought maybe the physics community could shed some insight on the issue.I am ...
4votes
0answers
197views

Why do water surfaces have persistent "average wavelength" patches?

Have you ever stood above a river or lake and noticed that the surface has visible "patches"? It looks like the surface has different average wavelengths in some areas, leading to the light ...
4votes
0answers
166views

On sum of amplitudes in Wave Mechanics

Consider Schroedinger equation, which I write in the form $$ (\mathscr{L}+V)\psi=0$$where $\mathscr{L}$ is the kinetic and time-derivative operator. Now, imagine I have two point sources 1,2 with ...

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Unanswered Tags

acoustics × 158
electromagnetism × 156
electromagnetic-radiation × 142
optics × 136
newtonian-mechanics × 99
homework-and-exercises × 91
interference × 86
fluid-dynamics × 57
diffraction × 55
classical-mechanics × 51
quantum-mechanics × 47
frequency × 46
forces × 44
fourier-transform × 39
vibrations × 39
visible-light × 37
energy × 36
reflection × 35
superposition × 35
free-body-diagram × 34
double-slit-experiment × 34
dispersion × 32
wavefunction × 28
wavelength × 27
huygens-principle × 25
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