Hello all...
I confess, I didn't make much googling about this, so if this question is
already answered :) just show me the link to answer...
In his famous video lectures about quantum electro dynamics,
Richard Feynman is talking about electron and photon functions
E and P. And whole...
Hi,
I have been looking at the renormalisation of QED and been using Peskin & Schroeder. I understand (I think) what is going on, but I am slightly confused over 2 issues:
1. In the new feynman rules from the counterterms, the feynman diagrams all have a small circle with a cross in...
Hello,
I don't understand two steps in solution to the problem:
I. Homework Statement
Show that QED action is invariant under gauge transformation.
II. Relevant equations
QED action:
S= \int{d^{4} x \left[\overline{\Psi}\left(i\gamma^{\mu} D_{\mu} -m \right)\Psi...
hi
i heard some things about quantum electrodynamics and one thing was that they gave up the concept of actual fields and said that the electromagnetic information from one particle to the other is transported by photons.
Now my question is: Can one observe these photons or is it just a...
SR and QED: how?
how the particle moving at a speed near to that of light interact to it's surrounding,considering the very fact of it's time dilation?
what i mean to ask probably is that will it b possible for this particle to create another one from it's energy and still manage to throw...
I have a question concerning renormalization of QED. I don't know if
Feynman diagrams with counterterms on ecternal legs are allowed.
Normally to find S matrix amputated green function is necesary and to find
it one don't take into account all propagators on external legs - they
are canceled...
does anybody know a book, where the compton-scattering with respect to the initial photon-polarisation is calculated? (beside landau-lifschitz-berestetzki)
Supposed external energy is added to the system such that the electron is rise to the next orbital releasing photon. Can QM still be used to model it or does one need Quantum Field Theory? How about additional external energy that increase say the molecular rotational or translational speed, is...
QED: the strange theory of light and matter. " Light is made of particles " ?
Over Christmas I ordered the book:
QED: The strange theory of light and matter by Richard P feynamn
2006 edition. Note: This book was written in 1985.
"We know that light is made of particles because we can't...
HI everybody.
I'm here with a question that I would like to discuss with you.
As you all probably know better than I do, in classical electromagnetism there exists the so called "Runaway solution", i.e. the auto-acceleration of a charged particle.
It is not clear to me how this problem can...
In QED calculations are made with variable c.
But Duff says that c does not exists, because it is only a transformation factor. So if we put c=1 how QED is changed at small distances?
Hi guys,
I have a question regarding a point in the QFT book of peskin and schroeder. Iv been working through renormalisation in QED, The 2-point corrections are simple enough, however in this book the 3-point function is a little more involved and I have some issues. Essentially id to...
hi
how to calculate the traces of product of Dirac matrices in QED.
i want caculate crossection of process scattering in QED. a program to calculate it
I have in front of me Quantum Field Theory, Mandl & Shaw. Chapter 7 deals with the theoretical basis of Feynman Diagrams using the Dyson-Wick formalism.
The chapter begins with applying Wick's Theorem to produce six S-Matrix components with a variety of no-equal-time contractions. It then...
I'm probably making a mistake, but looking at the free field lagrangian for QED
\mathcal{L} \propto (-F^{\mu\nu}F_{\mu\nu}) \propto (\mathbf{E}^2 - \mathbf{B}^2)
it appears to me that the action is not bounded from above, nor from below.
Does that mean the equations of motion we obtain by...
Radius of proton due to QED??
In one account of the new findings of smaller proton radius, the claim was repeated several times that the radius of a proton was predicted by QED, in conflict with the new measurement. Why QED? I would think, within a proton, QCD is orders of magnitude more...
Attraction between nuclei and electron in QED is the most simply described with Feynman's diagram and calculation, when an electron fastly flow close to a nuclei. (?? scattering)
1. But how, in QED, to describe attraction between almost standstill electron and nuclei.
In classical physics...
Homework Statement
You have spinors that you designed in a computer algebra system. You’re trying to verify Casimir’s trace-trick for a single anti-spinor fermion-line...which you don’t understand all that well. You successfully verify the trace to be equal to:
{\mathop{\rm Tr}\nolimits}...
In the Eric Weissteins's World of Physics entry on "Quantum Electrodynamics" he gives one of the governing equations as
[ c \mathbf{a} ( -i \hbar \nabla - \frac {e}{c} \bf {A} ) + bmc^2 ] \psi = ( i \hbar \frac {\partial}{\partial t} - e \phi ) \psi
but doesn't define a or b...
http://www.nature.com/news/2010/100707/full/news.2010.337.html
Apparently the proton is about 4% smaller than thought, which is somewhat challenging for QED. It could be new effects or experimental error of some sort. Any such guessing is speculative at this time, but what would you think?
Despite the fact that QED is so popular, i have a hard time finding a good introductory book about it [ except feynman's of course;-) ]. Do you have any good recomendations?
In QED, Feynman talks about P(A to B), the probability that a photon starting at a particular point in space will travel to a different point in space (I've since learned that P(A to B) is actually the Feynman propagator, unless I was midled).
What I'm wondering is - what happens if there are...
QED in 3D --> QED in 1D, what changes?
Can we have massive charged and massless fields which interact in one space dimension? What might the interaction term look like?
Thanks for any help!
Hi folks: I have a question about effective field theories.
The magnetic moment of the electron calculated in renormalized QED gets it right to 12 decimal places. That suggests that QED gets things right all the way down to the order of 10^-12eV - that is, all the way to the TeV scale...
Please provide me the one loop renormalization group equation for massive QED. I would like to see how the beta functions for the coupling and the mass look like for QED.
Thanks.
Maybe not.
I'm just thinking, idly...
If, under controlled conditions, you blow a steady gentle breeze across the surface of an otherwise perfectly calm body of water, I figure you'd make a ripple of (regular) waves. A steady-state analog input, yet quantized rhythmic output. Do you...
Hello,
I'm reading through Richard Feynman's QED (for the first time) and I'm at Chapter 3. At the bottom of page 102 (2006 edition), he says, "So the timer we used for the 'imaginary stopwatch' was the monochromatic source:--in reality, the angle of the amplitude for a given path depends on...
I'm not making any statements here, only asking questions.
When I take two permanent magnets and I feel the repulsive force between them, Feynman QED says it is the momentum of the virtual photons "pushing" the magnets apart?
Experiments have been done, forcing some of these virtual...
Hi,
I've been doing Quantum Electrodynamics,and I've just finished the third chapter of QED-the strange theory of light and matter,by Richard Feynman.
I have just three questions in regard to this...
1. what does Feynman mean when he says that any electron or photon can be polarized...
Hi all
I am looking for a phd in the field of cavity qed - quantum information (experimental). I have read some recent publications in the field from groups working with superconducting qubits and the superconductive approach seems to be more efficient/promising than the optical one. The...
Homework Statement
Hello all, thanks for reading...
I was assigned to calculate feynman rules for the scalar QED theory via functional methods.
The fields are a scalar complex field \phi, \phi^* and gauge field A_\mu, and the lagrangean is
\mathfrak{L} = (D_\mu \phi)^* (D^\mu \phi) - m^2...
Quasi-classically, a photon is often considered as a particle with some momentum traveling across the space - for example, when describing experimental setups like Mach-Zender interferometer we often talk as if the photon was actually a particle moving along some possible paths, i.e. we treat it...
I was just looking through Feynman's QED book (i'm surprised I'd never read it before) and I was wondering if anyone knew of any videos out there that actually experimentally demonstrate how light can be reflected by a diffraction grating even when the incident laser isn't actually POINTING at...
Just out of curiosity, the last course I took (and the last one I'm probably ever going to take along that path) in QM ended with dirac equation, second quantization and the quantizing of the electric field. How far do I have to go (if I wanted to self study) to get to QED?
When calculating a path integral, if the Lagrangian is quadratic in the field, then you can perform the path integral by just substituting in the classical solution for the field.
So if you have free-field Lagrangians for electrons and photons, and add the standard QED interaction term - which...
The beta function for QED is given by:
\beta=\frac{e^3}{16 \pi^2}*\frac{4}{3}*(Q_i)^2
where (Q_i)^2 represents the sum of the squares of the charges of all Dirac fields.
For one generation, for the charge squared you have (2/3)^2 for the up quark, (-1/3)^2 for the down quark, but this is all...
I have some confusion as to how to get from the QED Lagrangian to ordinary electrodynamics. Beginning with the QED Lagrangian (density):
\mathcal L = \bar{\psi} (i\gamma^{\mu} D_{\mu} - m) \psi - \frac14 F_{\mu\nu} F^{\mu\nu}
I expand the covariant derivative D = \partial - iqA[/tex] to...
This may be a simple question, but I feel as though I don't clearly understand this fully. How come we can take the photon field to be represented by the four potential instead of the E and B fields? Is it equivalent and more convient to do? Also by using the 4 potential do you atomatically have...
Penning trap upper limit for the electron particle radius:
r_e \leq 10^{-22} \; \text{m}
QED Compton wavelength electron radius:
\boxed{r_e = \alpha_e \overline{\lambda}_c}
QED Compton electron radius:
\boxed{r_e = \frac{\hbar \alpha_e}{m_e c}}
QED electron fine structure constant:
\alpha_e =...
I don't have the time now to study QFT in depth but I need some basic knowledge about QED and quantum forces (like casimir). I want to study the role of casimir force to solid state devices (photonic and plasmonic devices).
Which part of QFT is needed to study for now and which books are...
The QED vertex has two electrons lines joining with a photon line. However, 4-momentum conservation does not allow this process to occur. So why is this process studied?
Does it really mean anything to calculate the g-factor of an electron for a process that cannot happen? Only the vertex...
I've been spending some time to think about a really conceptually and mathematically clean way of showing how QED reduces to ordinary QM in low energy limit.
More specifically, I would like to consider a restatement of multi-particle QM (of electrons) based on creation and annihilation...
Hello,
This is my first post to physicsforums. I hope I've picked the right forum for this question, please correct me if not :blushing:
To answer my question you'll have to have the book "QED, the strange theory of light and matter" in front of your eyes.
I'm now reading Feynman's QED...
Hi, I was reading earlier today in Peskin about QED field strenght tensor:
equation 15.15 and 15.16
[D_\mu, D_\nu ] \psi= [\partial _\mu , \partial _\nu ] \psi + ([\partial _\mu, A_\nu] - [\partial _\nu, A_\mu]) \psi + [A_\mu,A_\nu] \psi
Where A is the gauge field...
That part, I...
Hi,
I'm currently doing some one-loop calculations for some bad-*** decays with vector final states, which yield me some tri-tensor threepoint functions. I know the Passarino-Veltmann reduction scheme, and also got the general reduction formulas from Denner-Dietmeier to simplify expressions...
say I have a QED vertex with an anti-fermion (p) going in and a fermion (q) and photon(k) coming out. Since the momentum flow is supposed to be along the direction of particle number flow, wouldn't this mean that the delta function at that vertex would be \delta(-p-q-k) ? that doesn't seem to...