Note that the internal field in a metal (or an insulator) is not
homogeneous. This is because of the inhomogeneous distribution of
electrons. You don't have a homogeneous distribution of induced magnetic
moments, and with that the susceptibility also is inhomogenous. chi is
chi(r), a function
Thank you very much for your detailed answer
What I understood from what you wrote is that the DFT does not accurately
estimate the magnetic susceptibility. honestly what is encouraged me to
take an interest in this property is the paper of Prof. Robert Laskowski
and Prof Peter Blaha (doi:
From what I have understood from userguide and Prof P Blaha's
replies;
For semiconductor and insulator; there is the orbital part of the
magnetic susceptibility only
but for the metals there is also the spin part
No! This is not correct. Let me expand a little on my view of this topic
in
Thank you very much for your response
How to calculate the spin part of the magnetic susceptibility for a
ferromagnetic metal since the magnetic moment is different from zero.
2017-07-19 13:34 GMT+02:00 Wien2k User :
> I did not underestimate his answer and the proof I
>From what I have understood from userguide and Prof P Blaha's replies; For
semiconductor and insulator; there is the orbital part of the magnetic
susceptibility only but for the metals there is also the spin part and I
ask Prof. P Blaha and Prof Gerhard Fecher to confirm this answer or to
I did not underestimate his answer and the proof I thanked him and I
apologize if I did not convey my message well
2017-07-19 12:48 GMT+02:00 Wien2k User :
> Dear Fecher, Gerhard
>
> You can answer me directly instead of asking me all these questions
> otherwise I thank
Well, I wouldn’t underestimate the value of Gerhard Fecher’s answers. They are
no direct answers, yes. They are much more valuable than that (look up the
meaning of ‘socratic questioning’, e.g.
https://en.wikipedia.org/wiki/Socratic_questioning). An answer constructed by
yourself, following a
Dear Fecher, Gerhard
You can answer me directly instead of asking me all these questions
otherwise I thank you for your answer and I will look for this book to read
it and in the meantime I will wait for the answers of the users and prof P.
Blaha that I much prefer.
2017-07-19 3:47 GMT+02:00
How do you define the magnetic susceptibility ?
Did you hear about the field dependence of the magnetisation and hysteresis in
ferromagnets, isn't the permeability of an ferromagnet depending on the applied
magnetic field ?
I suggest to read some tectbook on magnetism, e.g. by M. Coeye or by J.
9 matches
Mail list logo