1
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0answers
72 views

Can magnets induce magnetism stronger then their own magnetism?

This might sound foolish but bear with me for the explanation. I came across a weird magnetic behaviour playing with coins on a mac. There are magnets in mac, two on the top corners of the screen and ...
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0answers
95 views

Fresnel diffraction approximation (parabolic waves)

The Huygens-Fresnel principle (Introduction to Fourier Optics, Goodman), $$ U(x,y)=\frac{z}{i\lambda}\int_\Sigma U(\xi,\eta)\frac{e^{ikr}}{r}d\xi d\eta\,, $$ where $\cos \theta=\frac{z}{r}$, shows ...
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0answers
90 views

Ask for Frank Wilczek's notes on entropy and entanglement

I know that I am not asking a question on physics. My question is just about learning physics. I am studying entanglement entropy and find some lecture notes by Frank Wilczek But I can only find the ...
1
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0answers
57 views

renormalization - free energy density scaling

By introduction to the renormalization theory we have started with the following Hamiltonian: $$ H=\int d^d x [\delta m^2+k(\nabla m)^2+h m ] $$ We have assumed that $\delta$ and $h$ scale as: $$ ...
1
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0answers
28 views

How to produce sine wave heat generator?

I have taken a lab course this semester and in the experiment of finding thermal diffusivity of brass they are using square wave heat generator(by a simple circuit which gets on and off at regular ...
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0answers
40 views

Meaning of 'nuclear surface vibrations'?

Would like to know the meaning of nuclear surface vibrations as mentioned by Bohr in his paper titled 'The coupling of nuclear surface vibrations to the motion of individual nucleons'. The paper talks ...
1
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0answers
31 views

Mathieu equation and instabilities

Consider the Mathieu equation $$ \tag 1 y'' + (A -2q\cos(2t))y = 0, $$ How does it provide instabilities for small $q << 1, A > q$? I don't understand this because as the result of ...
1
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0answers
49 views

Discrete Fourier transform for periodic signal?

From the Signal and System textbook, by Oppenheim, I learned that the discrete-time Fourier transform can be written as $$ x[n]=\frac{1}{2\pi}\int_{2\pi}X(e^{j\omega})e^{j\omega n}d\omega $$ $$ ...
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0answers
217 views

Can you explain what's meant by “Effective Force” here?

A small cart is being pulled horizontally to the right with a $20$ lb force $\vec{F}$ making $45^\circ$ angle to the floor. What is the effective force moving the cart forward? Answer: since $\vec{F} ...
1
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0answers
57 views

Solving for position of a SO(3) rotating object, given the integrable functions for components of angular velocity along the principle axes

Assuming that you have approximated or solved the Euler's Equations for components of angular velocity along its principal axes of inertia $x$, $y$ and $z$ - i.e. in the coordinate system that is ...
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0answers
27 views

Partition Function And Macroscopic Properties

In renormalization group transformations, partition function is fixed. My question is which thermodynamic properties are fixed in a renormalization group transformation.
1
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0answers
14 views

Canonical treatment of thermalization of two gases at different temperatures

I'd like to understand the thermalization process when two gases of different species and different temperatures are allowed to mix in an insulated container, interacting only through an elastic ...
1
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0answers
32 views

fluid dynamics of two streams in single pipe

Background: The fetus needs to deliver both high and low oxygen tension blood within the same pipe (inferior vena cava) back to the right atrium. Blood entering the right atrium is able to cross an ...
1
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0answers
91 views

Why isn't the magnifying power in a compound microscope zero when image is formed at infinity?

I think, in a compound microscope, angular magnification and lateral(or linear) magnification is given by the same formula for both image at infinity and near point(D) And the formula is ...
1
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0answers
55 views

Optimization of transfer matrix method for quarter wave stack

Does anyone have any tips for Matlab optimization algorithms to use with a 2x2 Transfer Matrix Method Program? I have written a Matlab function that takes a series of refractive index values and ...
1
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0answers
30 views

N=4 d=3 susy algebra

Does anybody know how to derive the $\mathcal{N}=4$ d=3 susy algebra doing a dimensional reduction from the most famous $\mathcal{N}=4$ d=4? Equivalently, does it exist a reference in the literature ...
1
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0answers
18 views

Why spurious pulses are likely in partial discharges?

My notes The gas multiplication in the proportional counters is based on the secondary ionization created in collisions between electrons and neutral gas molecules, resulting in some visible ...
1
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0answers
31 views

The BPS mass formula for 3d N=4

Is the mass formula (or equivalently the central charge formula) known for BPS particles in 3d $\mathcal{N}=4$ susy gauge theories? In particular, what is its dependence on the Fayet-Iliopoulos ...
1
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0answers
84 views

Angular frequency integral to wavelength integral

I have this integral $$ \bar{\omega}^2 = \int\limits_{-\infty}^{\infty}\omega^2|\tilde{F}(j\omega)|^2\frac{d\omega}{2\pi} $$ and I want to convert it to wavelength domain $\lambda $. I know that the ...
1
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0answers
46 views

Bulk action - Can a brane velocity be defined?

a) If a brane action in a bulk is defined, in that case, that a brane is modelwise moving through a bulk, how is this ratio defined? Is this a regular "velocity" in that meaning, that space is being ...
1
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0answers
53 views

How to derive the effective action or Vertex generating functional of complex scalar field?

I am studying-self QFT. Recently, I am studying and trying to follow the calculation of the Ginzburg-Landau free energy functional of superconductor in this paper:http://arxiv.org/abs/hep-ph/0108256. ...
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0answers
31 views

Standard references in (holographic) entanglement entropy literature (Part 2)

This is a continuation of this previously unanswered question, Standard references in (holographic) entanglement entropy literature (Part 1) I am wondering as to what are the standard references that ...
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0answers
85 views

Peskin-Schroeder, Unitarity of the S matrix, eq 9.61

I have a question regarding a derivation in Peskin and Schroeder's QFT book. On page 298, he is discussing a method for defining a gauge invariant S matrix. He does this by defining projection ...
1
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0answers
77 views

Intuitions on perturbation theory?

I'm a QM newbie and I want to ask some questions on how to accept some peculiar points on this perturbation theory thing naturally. While they can be natural for most of the people, I find it somewhat ...
1
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0answers
30 views

Do the fourier components of a periodic function need to satisfy the boundary conditions imposed on it?

I cannot understand the opening statement of the second derivation of Bloch's theorem in the solid state physics book by Ashcroft and Mermin (Chapter 8, eqn 8.30). We start with the observation ...
1
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0answers
95 views

Wave equation - Cases where separation of variables doesn't work

Separation of variables combined with the Fourier's theorem is the most common technique of solving D'Alembert's wave equation: $$ \Delta\Phi-\frac{1}{c_0^2}\frac{\partial^2 \Phi}{\partial t^2}=0 $$ ...
1
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0answers
60 views

String operator in the string-net model

The string operator is a way to study the quasiparticle excitations in the string-net model http://arxiv.org/abs/cond-mat/0404617. It is claimed in the above reference (Eq.(19), p.9) that for string ...
1
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0answers
39 views

Help interpreting diagram of compressive forces in bone

I am trying to understand where I should draw my arrows for a free body of the following picture But I've never tried to draw free body diagram to explain these kinds of curvy lines. I think if I ...
1
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0answers
38 views

Induced emf inducing emf in the same body

A time varying magnetic field will produce an induced emf in a closed loop. This induced emf will in turn produce an electric current which itself will produce a magnetic field. My questions are: ...
1
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0answers
76 views

Bondi-Metzner-Sachs (BMS) related Question(s)

I started studying the BMS group in connection with the set of papers by A. Strominger et al., also related with the supposed solution of the "Black Hole Information Paradox" by S. W. Hawking ...
1
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0answers
144 views

Sources that explain strings between two branes, where one brane ends on the other

I can't seem to find a source that explains what happens when there are strings between one brane and another brane, where one brane ends on the other brane. For example, consider a D3-brane ending on ...
1
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0answers
38 views

An audiobook that explains some physics phenomena with the rigor of a textbook?

Physics books usually use a lot of equations and images, audiobooks can't use either. Is there any audiobooks that describe the mental imagery so clearly that these images and equations are not ...
1
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0answers
98 views

How to calculate maximum wind speed in a funnel (Venturi Effect)?

It must be in an open area, so nothing forces the wind, just himself. Lets assume that the wind is blowing only one direction. I assume that at some point the speed will stop increasing and it will ...
1
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0answers
57 views

Friction of an object falling between two walls

I'm simplifying this problem into 2D for easier understanding. Lets say we have 2 vertical walls separated by distance x. Inside these walls I place an object that is only slightly smaller than x in ...
1
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0answers
59 views

Sine integral as a soliton profile?

Among the most commonly known 1+1 soliton/solitary-wave profiles are: $\tan^{-1}(\exp(x-vt))$ for Sine-Gordon, $\tanh(x-vt)$ for $\phi^4$, $\operatorname{sech}^2(x-vt)$ for KdV. My question is: ...
1
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0answers
67 views

Hamiltonian in Majorana basis

I read (for example here: cond-mat/0010440) very often that if we transform the Hamiltonian from a fermionic basis to the basis of Majorana operators by expanding the fermionic operators in real and ...
1
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0answers
52 views

Underdoped Cuprates

What does underdoped cuprates mean? I guess cuprate is underdoped when hole concentration is less then optimal doping. Am I Right?. or it is something difference?
1
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0answers
34 views

What are the global symmetries of $\mathcal{N}=2$ SYM before twisting and after twisting?

I am confused with the global symmetries of $\mathcal{N}=2$ SYM. On one hand I know that the theory has a $U(2)_R = SU(2)_R \times U(1)_R$ symmetry. Now, there exists also a $U(1)_B$ global symmetry. ...
1
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0answers
30 views

Problem in deriving the inner energy of a photon gas

We know that photons, as bosonic particles, obey Bose-Einstein statistics with $$ \langle n_{\mathbf{k} \sigma} \rangle = \frac{1}{\exp(\hbar \omega_k/k_B T) - 1} $$ the average number of photons in a ...
1
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0answers
53 views

Coincidence summing in gamma spectrum

Question on coincidence summing here. I've been reading about the coincidence summing effect when a radionuclide has two energy levels that decay to another state in rapid succession. There is also ...
1
vote
0answers
90 views

Relationship between time, separation and neutron transfer probability?

As an ansatz, suppose we know that when a smaller nucleus is incident upon a larger one with 1 MeV of kinetic energy, there is a nontrivial probability that a neutron will tunnel from the smaller to ...
1
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0answers
68 views

Difference between steady state intensity and saturation intesity in laser

Can some one explain the diffrence between steady state intensity and saturation intensity in lasers. And diffrence between gain at threshold and gain at steady state,why are these two gain equal? ...
1
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0answers
30 views

classical extrema to Lagrangian field equation

Local extrema to the classical Lagrangian field equation are minima and are termed instantons. In classical field theory we do not distinguish between global and local extrema of the action. Can we ...
1
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0answers
101 views

How to do continuum approximation?

Assume you have $N$ matrix fields $T_{j}$ on a 1d lattice with lattice constant unity. Now consider a sum like the following (you can think of the traces as supertraces), and subject it to a continuum ...
1
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0answers
14 views

How dopant enhances the superconductivity of BSCCO

i really need your help, I want to know the effect of Dopant (for Example Manganese) in BSCCO (for example Bi-2212) in Resistivity? i read some articles saying it increases the critical temperature ...
1
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0answers
44 views

Helical killing vector

A killing vector X is defined as a vector field that satisfies the relation $$\mathcal{L}_X g_{\mu\nu}=0.$$ which basically means that if one were to transport the metric along this vector, there ...
1
vote
0answers
24 views

Geometric and radiometric distribution of light

I'm studying the behavior of the light in a scene, to know how much light arrives at a specific point of a surface and how much of it leaves from the point. From the documentation I'm reading, it says ...
1
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0answers
67 views

Average energy of a damped-forced harmonic oscillator during a period t

In my textbook, it's stated without proving the following identity for a classical damped-forced harmonic oscillator: $$ \bar{E}^t = \bar{T}^t + \bar{V}^t = 2 \bar{T}^t \, , $$ which states that ...
1
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0answers
53 views

Can you calculate the charge after rubbing two objects

If there are two insulators and you rub them together for a long time, is there a way to calculate how much charge should have transferred between them. I'm sure there is some relation to the ...
1
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0answers
59 views

To what altitudes does cosmic radiation penetrate?

How far does high energy (Cosmic) radiation penetrate(km above sea level) into the planet earth? And at what rate(/m^2/s)? (limited set of rates here) (The Aurora is low energy protons that stop at 90 ...

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