I did research on theoretical formulations in general relativity during my MSc studies. I look forward to pursuing PhD and have searched many universities and some research institutes for suitable research themes, but haven't found many research groups undertaking research consistent with my...
Homework Statement
Consider the crystal in the attached image (https://ibb.co/ftMrBH) (a triangular lattice of white atoms with a triangular basis of grey atoms attached to them at angles of 0, 60 and 120. From a previous problem the fractional coordinates of the atoms in the basis are (0,0)...
The Hamiltonian of the Qi, Wu, Zhang model is given by(in momentum space):
## H(\vec{k})=(sink_x) \sigma_{x}+(sink_y) \sigma_{y}+(m+cosk_x+cosk_y)\sigma_{z} ## .
What is the physical meaning of each component of this Hamiltonian?
Note: for the real space Hamiltonian(where maybe the analysis of...
Hi everyone; I have a question, and I hope you could answer it. Well, I have a bachelor degree in physics/computer science and I plan to go to a graduate physics program; however, I don’t know which subfield is good for me. I was looking for computational astrophysics, computational condensed...
What is the value of optical effective electron mass for tin metal (white tin)? What is the value of mean free path for electron of tin metal? At least give me some websites or papers where I can find it?
Hi,
does anybody know of any good sources to learn about the Integer Quantum Hall effect from the perspective of theoretical physics?
Any suggestion will be appreciated, thanks.
Hello!
What are some good sources(preferably textbooks) to learn about Weyl semimetals?
I also want some sources to learn about topological insulators and anything containing the Integer Quantum Hall effect would be great.
As an aside, if you have any good book on theoretical condensed matter...
Greetings all,
I am an undergrad working on my first first-author paper in theoretical / computational condensed matter physics (near the computational materials science end of the spectrum) and I am looking to getting it published. My advisor has published in many journals, from mid to high...
I'm trying to recreate some results from a paper:
https://arxiv.org/pdf/1406.1711.pdf
Basically they take the Hamiltonian of graphene near the Dirac point (upon irradiation by a time periodic external field) and use Floquet formalism to rewrite it in an extended Hilbert space incorporating...
Advanced Physics (Advanced Science) by Steve Adams & Jonathan Allday from OUP Oxford:
and
Physics (Collins Advanced Science) 3rd Edition by Kenneth Dobson from Collins Educational: http://www.amazon.com/dp/0007267495/?tag=pfamazon01-20
Does anyone know any of these books? I find them very...
I'm currently working in condensed matter theory. Looking at other fields of physics, it seems easy to relate them to a lay audience; for example, in explaining why you study physics, a high energy physicist could go on about the 4 fundamental forces and searches for a unifying theory of...
http://www.nature.com/news/not-quite-so-elementary-my-dear-electron-1.10471
So when the electron is in the material, it separates into 3 different quasiparticles. But then it says that they cannot exist independently outside of the material. So does that mean the 3 quasiparticles are always...
Hi everyone.
I'll start my master's degree in physics next year. My plan is to continue my studies in theoretical condensed matter physics. So I've decided to increase my knowledge in this area. In my undergrad I took some courses like Intro. to QFT and Many-Body physics. Also I have studied...
Hello!
I will be attending a course on condensed matter physics with emphasis on geometrical phases and I was wondering if the are any good books on gauge transformations, gauge symmetry and geometrical phases that you know of.
Thanks in advance!
According to the quantum mechanical free electron model the average energy is E=3EF/5 for the 3D case. Nevertheless I saw in a specialised physics book that for the 1D model the average energy at T=0 is 0 and wanted to know if it is the same for the 3D case.
Can anyone suggest some books which deals with electron correlations in many body systems?The book should cover second quantization,hubbard model,mott transition etc.I'm a beginner in this filed and want to learn from the very basics.
Hi.
I'll be doing a master's degree in nanophysics and working on electron transport in arrays of qubits.
I don't know anything (or barely) about the second quantization and would like a book which covers it, and on condensed matter overall.
So far I've been told about Bruus&Flensberg's...
I'm a Physics student ending the bachelor degree in Physics. I'm strongly interested in Condensed Matter Physics (both theoretical and experimental), especially the quantum mechanical aspects that are linked to this field of studies.
I'm trying to choose where to study for a MSc in Physics...
I'm a bachelor student in Physics and I would like to continue with a MSc in the field of Condensed Matter Physics.
I have to choose between some courses at my university and, since I'm not already an expert in Condensed Matter I would like to have a suggestion. If you were in my situation and...
I have a hazy idea that comes from a few video lectures (see below for example) where the following is stated:
The condition for constructive interference (Bragg condition) in reciprocal space is that the wave vector should touch a Brillouin zone boundary. In this case, the standing wave that...
Looking (if possible for some of you) a concise but non mathematical explanation of the terms localization and delocalization?
This questions is related to Quantum Molecular Physics. When reading a paper of Spectroscopy and allowed transitions, I encounter the following phrase " [Intersystem...
Homework Statement
For one-dimensional monatomic crystals, the dispersion plot for phonons has a maximum frequency ωmax. If a driving force oscillates the crystal beyond this frequency, the phonon will no longer propagate and will instead decay as it gets further from the external source of...
Can you give the name of an excited book of solid state / condensed matter physics ( beside kittel and ashcroft ) ? a book than contains more talking about experimental rather than theory
Hey all,
I am a graduate student (in chemistry) working on oxide crystals. Our group has a SQUID magnetometer which we use for magnetic property measurements. The other day a fellow student and myself got into a discussion about LS coupling and crystal electric fields. I know that CEF will...
Though there are several posts regarding Compuational Physics, I think my post is a little bit different from them. Currently I am doing my MS in Physics in Miami University and I am in my first year. I am searching a PhD program/group who work experimental and theoretical (computational) work...
Hello all! I am second year undergrad at a university in US. I planned to major in chemistry and took five chemistry classes (organic and inorganic) and worked at an organic chemistry lab in my first year, but didn't really like it. After searching through all areas in chemistry and physics, I...
I'm Indian and I've heard stuff that it is difficult to get into a good PhD program in the US/UK for string theory because the competition is more fierce than other fields. Furthermore,the likelihood for getting academic positions is even tougher(added to the fact that I'm from a different...
I have been recently introduced to QM and I am deeply interested in it. I have come to know that quantum cryptography, quantum computing, and quantum optics are the hot areas where research is going on. But I'm curious, is there theoretical research going on for understanding of the quantum...
My question is a little general, and that is how we say that a system is a critical system? for example the transverse Ising model is a critical system? I think the answer is yes, since as we change the transverse field we see that there is a phase transition between ferromagnet and paramagnet...
I am now a Ph.D. student just finishing my first year. According to my strengths, I think I should find my way in computational physics. The 'traditional' field of my advisor's group is DFT calculation. However, I think DFT calculation are more like procedures and does not contain much physics...
I have just been accepted to pursue an advanced degree (Masters) in Physics with a specialization in condensed matter.
I have some questions regarding this field (Google results are somewhat outdated).
(1) What exactly does a condensed matter physicist study? I know it is the study of...
[Moderator's Note: Changed level of thread to "Advanced" based on the topics being asked about, all are graduate level topics.]
I feel that I have an inadequate understanding of many important concepts in condensed matter physics, so I want to try to learn at least the most basic parts. So what...
Taken from http://dao.mit.edu/8.231/BZandRL.pdf
BCC
In real space, it has a simple cubic lattice with one basis in the centre. Total number of atoms per unit cell = 2. Volume of primitive unit cell is then ##\frac{1}{2}a^3##.
In reciprocal space, BCC becomes an FCC structure. It has a simple...
Homework Statement
The polyacetylene chain is a 1D chain of Carbon atoms with single bonds and double bonds in succession. Spacing for single bond is ##a_s = 0.144~nm## and spacing for double bond is ##a_d = 0.136~nm##.
Describe the structure using a "lattice" and a "basis".
Sketch the...
Hi PF Family,
I'm a rising junior majoring in physics. I plan to enroll and be accepted into graduate school(s) such as UIUC, Princeton, and MIT. I know that requires much work and hard work. However, my problem is in choosing the right program. I want to be able to integrate CMP and Materials...
Homework Statement
(a) Find energies of states at ##(\frac{\pi}{a},0)##.
(b) Find secular equation
Homework EquationsThe Attempt at a Solution
Part(a)[/B]
In 1D, the secular equation for energy is:
E = \epsilon_0 \pm \left| V(x,y) \right|
When represented in complex notation, the potential...
Hi everyone! I was admitted as an undergraduate transfer student to MIT and Harvard College for Fall 2015. I am now stuck deciding between the two. Which one do you think is better for studying experimental condensed matter physics or just physics in general?
Homework Statement
(a) Find debye frequency.
(b) Find number of atoms.
Homework EquationsThe Attempt at a Solution
Part(a)
[/B]
Density of states is given by
g(\omega) = \frac{3V\omega^2}{2 \pi^2 c^3} = N \left[ \frac{12 \pi \omega^2}{(2\pi)^2 n c^3} \right] = 9N \frac{\omega}{\omega_D^3}...
Homework Statement
(a) Show law of mass action.
(b) Find dopant concentration and hole concentration.[/B]
Homework EquationsThe Attempt at a Solution
Part(a)[/B]
Bookwork.
Part(b)
Letting the doping concentration be ##D##, we have:
D = n - p
For ##I = n_{intrinsic} = p_{intrinsic}##, we...
Homework Statement
[/B]
(a) Show Compression of FCC leads to BCC.
(b) State rules for X-rays reflection in FCC.
(c) What are the new Miller Indices after compression?
Homework EquationsThe Attempt at a Solution
Part(a)[/B]
I'm quite confused as to what they mean by 'principal axes'.
For an...
Looking for textbook recommendations for condensed matter physics at both undergrad and graduate level.
Preferably to self teach with, and including questions/answers.
Hi folks,
I work in theoretical high energy physics. Recently I got interested in condensed matter theory. But each time I see some spin system I get scared thinking another one must be waiting for me! Can some one suggest me some reference(s) where these spin chains, specially those which are...
Homework Statement
Calculate the Fermi energy, EF at 0K for potassium (atomic weight = 39, density = 860 kgm3).
Homework Equations
KF3 = 3π2n
Fermi Momentum ρ = h(bar)KF
The Attempt at a Solution :[/B]
For the first part:
Using: E = ρ2/ 2m
Can substitute Fermi momentum into that to get:
EF...
I'm trying to show that conductivity of a metal in uniform Electric field is:
$$
\sigma=\int \frac{d\textbf{k}}{4\pi^3}\left (- \frac{\partial f}{\partial \epsilon} \right )\textbf{v(k)u(k)}
$$
where u(k) is a solution to the integral equation
$$
\textbf{v(k)}=\int...