Recent content by leoneri
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Graduate Relation between Quantum Mechanics and Temperature
xepma, thank you very much with your explanation. give me time to digest these valuable information.- leoneri
- Post #4
- Forum: Quantum Physics
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Graduate Relation between Quantum Mechanics and Temperature
Hi, I am quite confused with few concepts and relations between quantum mechanics and statistical physics. Here it goes: 1. In quantum mechanics, we can calculate the energy levels of a bound state (confining potential). So in short, we calculate all possible energy level that a system...- leoneri
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- Mechanics Quantum Quantum mechanics Relation Temperature
- Replies: 3
- Forum: Quantum Physics
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Graduate How to perceive probability value in QM?
Hi Omar, thanks for your reply. Your information from the Griffith's book is really helpful, and your explanation at least confirmed what I have in my mind, that \Delta x \Delta p_x \geq \frac{1}{2} \hbar is somehow related to ensemble concept. But I am still questioning about spread results...- leoneri
- Post #3
- Forum: Quantum Physics
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Graduate How to perceive probability value in QM?
Hi all, I have a confusion right now. To the truth is, I have been studying QM for some years, but somehow, some of its concepts are still not really clear for me. I understand that one of components of QM interpretation that generally accepted now is the Born postulate that...- leoneri
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- Probability Qm Value
- Replies: 3
- Forum: Quantum Physics
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Graduate Solving Boltzmann Equation: Guidance for Partial Differentiation
Hi I am trying to make the following equation to get Boltzmann equation which I write below. f(\mathbf{x}+\frac{\mathbf{p}}{m}dt,\mathbf{p} + \mathbf{F}dt,t+dt) \,d\mathbf{x}\,d\mathbf{p} - f(\mathbf{x},\mathbf{p},t)d\mathbf{x}\,d\mathbf{p} = \left. \frac{\partial...- leoneri
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- Boltzmann Boltzmann equation
- Replies: 1
- Forum: Differential Equations
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Is It Too Late to Pursue Physics for Graduate School?
I can understand how you feel. Because I also experience the same, I just started my MS in nanophysics. :smile: I am not 31 yet (I will be 29 this year), but I can't help that I feel old compare to my friends in class. So, you are not the only one to feel it. However, my friend (he is a...- leoneri
- Post #8
- Forum: STEM Academic Advising
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Graduate Is it possible for photons to dissappear in vacuum.
Hi, I am reading Introduction to Statistical Physics by Kerson Huang. On chapter 10 about Bose Gas, a statement intrigued me. He explains Photons. "Photons are the quanta of the Electromagnetic field. They are bosons whose number is not conserved, for they may be created and absorbed singly...- leoneri
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- Photons Vacuum
- Replies: 4
- Forum: Quantum Physics
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STRACT: Understanding the Complex Conjugate of a Function
Thanks. I was sure about that, but one of my friend said I was wrong. So, is there a way to proof it? Because I see it as a definition that whenever there is a complex function w\left(z\right)=w\left(x+iy}\right), then the conjugate is always w\left(z^{*}\right)=w\left(x-iy\right). I would be...- leoneri
- Post #3
- Forum: Calculus and Beyond Homework Help
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STRACT: Understanding the Complex Conjugate of a Function
Homework Statement I have a complex function w\left(z\right)=e^{sin\left(z\right)} What is the conjugate? 2. The attempt at a solution The conjugate is w\left(z^{*}\right)=e^{sin\left(z^{*}\right)} w\left(x-iy\right)=e^{sin\left(x-iy\right)} My question is, is my answer...- leoneri
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- Complex Complex function Conjugate Function
- Replies: 4
- Forum: Calculus and Beyond Homework Help
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Graduate Mapping of multivalued complex function.
I see it now. Thanks a lot. -
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Graduate Mapping of multivalued complex function.
A complex function f\left(z\right)=\sqrt{z} can be splitted into two branches: 1. Principal branch: f_{1}\left(z\right)=\sqrt{r} e^{i \left(\theta/2\right)} 2. Second branch: f_{2}\left(z\right)=\sqrt{r} e^{i \left[\left(\theta+2\pi\right) /2\right]} My question is, is there a way to... -
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Graduate Question on integration, in the Hartree-Fock theory for free electron gas.
Hi thanks a lot. I've done the integral, and I also found a mistake that I made. The procedure you told me is right, but my first inception of the definition is wrong, it should be like this: \frac{1}{\left|\textbf{k}-\textbf{k}'\right|}=\frac{1}{k... -
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High School What Does "Electron Carrier" Mean?
Thank you for your explanation. Now I understand what it means by 'carrier'. It is true that it depends on the context. The reason when I asked this is related to transistor. It was mention that 'electron is carrying current', some people say that electron is the carrier. So it all depends on...- leoneri
- Post #3
- Forum: Electromagnetism
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How many times in a week do you shower?
My record is one week without shower. And a friend of mine proudly said that he didn't had a shower for 20 days.. (and yes, he has soap, towel, and access to bathroom) LOL.- leoneri
- Post #3
- Forum: General Discussion
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Graduate Question on integration, in the Hartree-Fock theory for free electron gas.
Hi all, I am trying to learn Hartree-Fock theory on free electron gas. But I am stumbled on one integration that I cannot seem to figure out. Here is the integral: \int_{k'<k_{F}}\frac{d\textbf{k}'}{(2\pi)^3}\frac{4\pi e^2}{\left|\textbf{k}-\textbf{k}'\right|^2} I cannot figure out on...