Debanjan Basu
Reputation
Top tag
Next privilege 250 Rep.
 May 8 awarded Scholar May 8 accepted recommendation for a physics history/non-fiction book May 8 comment recommendation for a physics history/non-fiction book Cool! Thanks. these do seem to fit the bill. I didn't ask for one encompassing all of physics, but specific problems, e.g Quasiparticles (how they appear in different contexts all over the place - and how one is different from the other), for light reading - but aware of the technical details all the same. May 8 comment recommendation for a physics history/non-fiction book ok. Is there a part of SE where book questions be acceptable? May 8 comment recommendation for a physics history/non-fiction book Can i know why the downvote? May 8 asked recommendation for a physics history/non-fiction book Apr 29 comment Relativistic equivalent of a spring-force? The review mentioned is a very good exploration of the limitations that a rigid body faces in STR. The OP has to set up his simulation such that at any point the tension doesn't exceed the gradient of energy density in the material. Also, the results seem to depend on the material parameters from this. Any progress till now @Neurofuzzy ? Apr 29 asked Ballistic Conduction - Difference between Bosonic and Fermionic Transport Mar 27 comment Algorithm for identifying planes in a Bravais Lattice As for inspection, I am trying to code this - and intuition doesn't aid in this regard. +1 for the nudge in the correct direction, but sorry for not marking as the correct answer. My problem still stays. Mar 27 comment Algorithm for identifying planes in a Bravais Lattice Thank you. This answer is very helpful. It made me think of the following - when inverted the relation between the two looks thus: $$\begin{pmatrix}h\\ k\\ l\end{pmatrix} = T^{-1} P \begin{pmatrix}\alpha\\ \beta \\ 0\end{pmatrix}$$ One may restrict $\gamma$ to be integral if the $\vec{d}$ has the length $d = \vec{G}\cdot \frac{\vec{t}}{\vert\vec{t}\vert}$. What is left now is that we can search for all $\gamma\in [0,1)$ and identify the lattice points "in" a plane. While that is a satisfactory state of affairs, there is the problem that I also need to identify a unit cell in plane. Mar 27 revised Algorithm for identifying planes in a Bravais Lattice d is not a vector Mar 27 revised Algorithm for identifying planes in a Bravais Lattice the distance between planes is d Mar 26 revised Algorithm for identifying planes in a Bravais Lattice added tags Mar 25 revised N-electron system ground state clarified spin degenracy error Mar 25 answered N-electron system ground state Mar 22 asked Algorithm for identifying planes in a Bravais Lattice Mar 13 revised Schriffer Wolff Transformation - for first order change in eigenvalues added 131 characters in body Mar 13 asked Schriffer Wolff Transformation - for first order change in eigenvalues Feb 18 awarded Citizen Patrol Feb 13 revised relation between first law of thermodynamics and statistical mechanics definition of entropy fixed latex