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Questions tagged [polarization]

Polarization characterizes the oscillations in time the electromagnetic field is doing in the plane perpendicular to the propagation direction of a wave

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Given a circularly polarized light field. I am using complex notation to represent the field, $$\vec{E}(z=0, t) = \frac{1}{\sqrt2} [ \hat{x} (\cos(\omega t) - i \sin(\omega t)) + \hat{y} (i\cos(\omega ...
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I am trying to understand the essence of the BB84 protocol and by watching this video, https://www.youtube.com/watch?v=uiiaAJ3c6dM&t=171s I cannot manage to understand the following. Alice is ...
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Why is the polarization intensity $\mathbf{P}$ proportional to $\mathbf{E}$ (electronic filed), while the magnetization intensity $\mathbf{M}$ proportional to $\mathbf{H}$ (magnetic filed), when the ...
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I searched this site for about 10-20 minutes using both Google and its built-in search. Wasn't able to find any question similar to this one. I've taken Physics 1+2 and an introduction to modern ...
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If I am in the computational basis (given by unit vector ${z}$) and have a ket $|0\rangle$, and I have $\sigma = (\sigma_x, \sigma_y, \sigma_z)$, the Pauli matrices, then my ket is an eigenfunction of ...
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I am reading Born and Wolf book Chapter 1 and specifically section 1.6 "Wave propagation in stratified medium" (wrt. 7th edition). I think that there is some error in the equation which is ...
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Consider a computer screen which emits horizontally polarized light and a polarized filter. If you rotate the filter 45° relative to the screen, then it will let through roughly 50% of the light from ...
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In this paper, authors prove experimentally that it is possible to create time-crystals. It is my understanding, reading the paper, that they have measured the polarization of the system, however, I ...
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In the comments on a video explaining some part of quantum mechanics, there was a comment about rejecting unphysical solutions to some equation, such as time-polarized photons. As far as I'm aware, ...
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Maxwell's equations in linear homogeneous matter: $$ \begin{eqnarray} \nabla\cdot\mathbf{E}&=&\frac{\rho}{\epsilon},\tag{1}\\ \nabla\times\mathbf{E}&=&-\frac{\partial\mathbf{B}}{\...
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I thought of an experiment in QM with a predicted result that seems kind of absurd to me, so I want to know what I am missing in my mental model. I tried to perform the experiment using a consumer-...
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Recently, I have been exploring methods for computationally calculating piezoelectric properties(tensors), such as Berry phase and phonon-based approaches. I would greatly appreciate any insights into ...
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In the decay process of spin-1/2 hypron to spin-1/2 baryon and spin-0 meson (such as $\Lambda \to p + \pi$), the polarization vector $\mathbf{P}_D$ of the daughter baryon is given in terms of the ...
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I’ve noticed that in the BB84 protocol the Beam Splitter (BS) is typically assumed to be ideal. I'm wondering whether this is a reasonable approximation, or if the imperfections of real BS devices ...
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This question is related to the Feynman rules of QED. A general photon state is characterized by its momentum and spin, and it can be written as $$|k,\varepsilon\rangle\equiv\varepsilon^\mu a_\mu^\...
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Electromagnetism and gravity are both inverse distance-squared laws, so why is gravity affected so much less by distance? Is it that electrical charges tend to pretty much completely balance out ...
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Reference to question is p. 9 in Eisberg, Resnick's Quantum Physics of Atoms (1985). Dealing with the "allowed values of the frequency in a 1-dimensional cavity of length $a$": I do not ...
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Question: Let $z>0$ be vacuum, and $z < 0$ be a dielectric with susceptibility $\chi$. If there's a charge $q$ at position $(0, 0, a)$, what is the bound surface charge density $\sigma_b$ due to ...
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M. Srednick in his book "quantum field theory" says on page 341 that "In order to satisfy the Coulomb gauge condition $‎(\nabla‎\cdot \textbf{A}=0)$, the polarization vectors must be ...
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I was working through a problem on BhaBha scattering (at tree level), and I am confused about the polarization of the virtual photon. As it is virtual it means that it cannot lie on its mass shell, I ...
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I am working on a homework problem that asks me to calculate the visibility in Young's double slit experiment. A monochromatic and linearly polarized light is used in a Young’s double slit experiment....
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Writing Maxwell equations in terms of the scalar and vector potentials I came across the definition of effective charge density and effective current density; respectively $\rho_{eff}=\rho-\nabla \...
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It was sunset, and we were looking at the sun through our polariser/analyser setup. When the angle between P and A was zero, the sunset looked normal (albeit with an expected reduction in brightness). ...
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I'm currently trying to understand electromechanical coupling effects in dielectric media, especially the link between the polarization density field $\mathbf{P}$, and the electric field $\mathbf{E}$, ...
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I'm a physics student taking a first course on electromagnetism. I can't figure out how bound charges (or polarization charges) must be thought of. As I've thought to understood until now, in ...
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I am working through Zangwill's Modern Electrodynamics. In section 16.4, he presents two results that relate the polarization ellipse's orientation angle ($\alpha$) and ellipticity angle ($\gamma$) to ...
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I’m trying to understand what’s happening when using a variable ND filter in photography. A variable ND filter is placed in front of the lens to control the amount of light that reaches the sensor. It ...
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I'm trying to figure out the different analogies that can be made between electrostatics and magnetostatics. For instance, as I understand it, the magnetomotive force is the equivalent of both the ...
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Polarized light (or any EM wave) works by having an unidirectional orientation of the transverse EM waves. Fine, but that is a description of light (EM radiation) by EM fields. Deeper with a layer, we ...
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In Hecht's book, the Mueller matrix of the quarter wave plate with the fast axis in the horizontal direction is $$M=\begin{bmatrix} 1& 0& 0& 0\\ 0& 1& 0& 0\\ 0& ...
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This is a simple question. I am just wondering about the correct definition of left and right circularly-polarized light. I thought that if I point my thumb in the direction of propagation, then in a ...
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It is known that physically distinct Jones vectors$^\dagger$ live on the surface of the Poincaré sphere. The partially polarized states live on the interior of the Poincaré sphere. The degree of ...
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I just studied polarization which made me curious. What will be the difference observed when circular polarized light is incident on a polarizer compared to that of unpolarzised light? What will be ...
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In electromagnetism, there are two kinds of fields, the ones that includes the response of the material $(\mathbf{D},\mathbf{B})$ and the one that only include the contribution of the free charges $(\...
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I am confused about complex permittivity, permeability, and conductivity. My Question: Ultimately I am trying to figure out what is the minimum (and maximum) number of degrees of freedom needed to ...
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I am trying to calculate the phonon dispersion relation in some polar semiconductor materials, including SiC, MgO, and GaN. I found that the frequencies of LO modes in these materials are heavily ...
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I am currently trying to wrap my head around electron photon interaction processes in Atoms, as for example described here. In particular I am interested in the dependency of the angle between photon ...
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As far as I understand, in piezoelectric materials there is a non-zero polarization $P_0$ in the default state (without stress and strain). By deforming the material using mechanical force, the ...
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I recently learned of the Three Polarizer Paradox: If two polarizing films are aligned in the same direction light from the first polarizer passes through the second. If the polarizers are opposed at ...
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In an assembly of several similar atoms having asymmetric nuclei, how do you align the nuclei in a certain direction rather than random directions? Here, 'assembly' means 'set of more than one items'....
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Let's consider a 2-to-2 scattering $$(p_1+p_2) \rightarrow (p_3+p_4).$$ Usually, the squared transition amplitude $|\mathcal{M}|^2$ can be expressed fully in terms of the Mandelstam variables $$s=(p_1+...
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I need to measure the density matrix of polarisation entangled photons. They are generated by an EPS source. The two photons are split and sent to two SPADs via different optical paths. In front of ...
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Let's consider the polarised Drell-Yan process, in particular the process $$ q_1(p_1,s_1)+g(p_2)\to \gamma+'X' $$ where $(p_1,s_1)$ are the quark momenta and spin. $q_2$ is the gluon momenta. $X$ is ...
Tanmoy Pati's user avatar
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Let's assume that I have a laser beam with a frequency $\omega$ that is linearly polarized (say coming out of a laser diode). If I pass it through a half-wave plate (HWP), the light that is ...
QuantumExplorer's user avatar
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Are there any simple examples of non-scalar and non-vector waves, except for gravitational waves? I'm looking for an example in which the wave has more than three independent polarizations.
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I'm trying to convince myself about a derivation of the two polarizations of the photon, but I'm stuck in last step. Here is what I have done so far. I'm using as primary reference a post asked here ...
Caue Evangelista's user avatar
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I’m having some difficulty understanding the concept of polarization in UV LEDs. To summarize the literature, for UV LEDs emitting at longer wavelengths the light they emit is mostly TE polarized, ...
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I'm having some issues trying to understand some of the affirmations my professor made in the last class. After working on the Maxwell's equation of the non-static regime for a quite a while, we ...
Caue Evangelista's user avatar
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Are the Stokes parameters for polarization relativistic? i.e. Lorentz invariant? And if it is so, then how to show it?
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I am working on a problem involving a polarized cylinder with its axis aligned along the $z$-axis. The cylinder has a height $L$, radius $R$ and a constant, uniform polarization $P$ that is parallel ...
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