Recent content by ppedro
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Dirac Lagrangian invariance under chiral transformation
How can I anti-commute with something that's in the exponent?- ppedro
- Post #5
- Forum: Advanced Physics Homework Help
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Dirac Lagrangian invariance under chiral transformation
I don't see it... Do you mean I should use that in (i) while also applying BCH's formula?- ppedro
- Post #3
- Forum: Advanced Physics Homework Help
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Dirac Lagrangian invariance under chiral transformation
Consider the Dirac Lagrangian, L =\overline{\psi}\left(i\gamma^{\mu}\partial_{\mu}-m\right)\psi, where \overline{\psi}=\psi^{\dagger}\gamma^{0} , and show that, for \alpha\in\mathbb{R} and in the limit m\rightarrow0 , it is invariant under the chiral transformation...- ppedro
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- Chiral Dirac Dirac equation Invariance Lagrangian Quantum field theory Transformation
- Replies: 5
- Forum: Advanced Physics Homework Help
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Graduate Achieving q-switching through cavity stability manipulation
What do you mean? Cavity dumping doesn't make use of the kind of mechanism that I was wondering about the possibility of existence. I was wondering if it is possible to control the resonant stability of the cavity to somehow reduce or event prevent lasing and then turn it on at some point to... -
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Graduate Achieving q-switching through cavity stability manipulation
Does anyone know if there's any q-switching technique that makes use of an unstable resonant cavity (or some kind of switching of the cavity between stable and unstable) to achieve the pulse output? -
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Fast Q-switching of flash pumped Nd:YLF laser
Thanks for the input. Yes, that definition gives the computed answer. However, the textbook does not strictly define the area of the spot nor gives a reason for that choice in this particular problem. There are several possible definitions and my answer is the one using ##I=e^{-2}I_{max}##.- ppedro
- Post #5
- Forum: Advanced Physics Homework Help
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Fast Q-switching of flash pumped Nd:YLF laser
Hi friends! I solved the problem 8.3 of ``Problems in Lasers Physics'' book (by Cerullo, Longhi, Nisoli, Stagira and Svelto) but I think there's a mistake on the solution presented in this book in page 196. This is a problem book with problems and solutions that follows closely the laser...- ppedro
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- Flash Laser Laser beam Lasers Resonator
- Replies: 2
- Forum: Advanced Physics Homework Help
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Graduate Suggestion of a topic for a Statistical Mechanics project
Thanks @jedishrfu ! -
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Graduate Suggestion of a topic for a Statistical Mechanics project
Hi friends, I have to do a semester project (analytic, computational, or both) for my second course in Statistical Physics - a graduate level course with great emphasis on phase transitions. It will be graded just 15% of the final grade (so, it is not necessary to elaborate exhaustively) and it... -
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How to Compute the Inertia Tensor of a Cross-Hanger?
I've done many exercises about inertia tensors of 3D bodies and sticks but now I have this exercise and I got stuck without any idea of how to do the integration to compute the inertia tensor. The statement is this: "Compute the inertia tensor of a cross-hanger consisting of 3 thin and linear...- ppedro
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- Inertia Inertia tensor Tensor
- Replies: 1
- Forum: Advanced Physics Homework Help
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Trivial question about electric potential
Thanks TSny! It makes sense. But that would mean the answer in the solution sheet I shared is wrong, right?- ppedro
- Post #4
- Forum: Introductory Physics Homework Help
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Trivial question about electric potential
Hi! I'm having an hard time with a trivial question that suddenly I can't figure out: Computing the potential between the plates of a spherical capacitor. The problem is taken from this url (first page and a half)...- ppedro
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- Electric Electric potential Potential
- Replies: 4
- Forum: Introductory Physics Homework Help
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Graduate How Is the Permutation Approximation Proven for Large N?
I saw I made a careless mistake on the last step of my approach. I was summing the terms where they should be multiplied. So I end up with =N^{N}\left(N-n\right)^{n-N}e^{-n}=e^{-n}\frac{N^{N}}{\left(N-n\right)^{N-n}}=e^{-n}N^{n}\left(\frac{N}{N-n}\right)^{N-n} and I see that...- ppedro
- Post #7
- Forum: Set Theory, Logic, Probability, Statistics
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Graduate How Is the Permutation Approximation Proven for Large N?
I'm afraid I don't know how to do it. Could you write it explicitly? Many thanks- ppedro
- Post #5
- Forum: Set Theory, Logic, Probability, Statistics
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Graduate How Is the Permutation Approximation Proven for Large N?
I understand what you wrote in the first line. I have n factors involving N minus something which is to be small compared with N. But I should be able to say it formally.- ppedro
- Post #3
- Forum: Set Theory, Logic, Probability, Statistics