Magnetism

By Ammar Haouimi, Frank Gaillard. Nature, 2013

570 citations recorded by the source corpus.

THE anonymous author of this little work of sixty-eight pages has produced a very readable and in many ways admirable primer of Magnetism for boys and girls. Clearly written, well illustrated, and dealing with such matters of experiment as boys and girls can verify for themselves, it will be sure to command popularity. The experiment on p. 22, which suggests the form of the curve of magnetic intensity along a bar-magnet by the length of the chain of nails which can be hung on at equidistant points, thus building up visible ordinates on the abscissæ is new to us, and as neat as novel. One cannot help wondering, however, why the author has assumed that “high-schoo1” pupils must have mathematics and even arithmetic kept almost entirely out of sight. Why the separate chapters are entitled as “Lectures” is not very evident. The “Lecture,” for example, on “Diamagnetism”—the ninth of the ten—is just thirty-seven lines long, and takes just two minutes to read aloud!Magnetism.The High School Series. (London: T. Murby, 1879.)

Subfields: Materials Chemistry, Nuclear and High Energy Physics, Physiology

View Paper: https://www.semanticscholar.org/paper/146e0125d99a48b1c003486df146603e73cd96e4

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In Materials Chemistry

1. N. Yuan
2. Liang Fu
3. A. Chubukov
4. Ashvin Vishwanath
5. Hsin Lin
6. Arun Bansil
7. Y. Ando
8. Masatoshi Sato

Citations in the corpus

• Design and modeling of a magnetic shock absorber based on eddy current damping effect (2008, unknown): “For a cylindrical current sheet, extending betweenz0 ¼ L=2, the flux density components at (r, z) are given by Craik [17] as Br ¼ m0I 2pL Z L=2 L=2 ðz z0Þ r½ðRþ rÞ2 þ ðz z0Þ2 1=2 KðkÞ þ R 2 þ r2 þ ðz z0Þ2 ðR rÞ2 þ ðz z0Þ2 EðkÞ dz0, Bz ¼ m0I 2pL Z L=2 L=2 1 ½ðRþ rÞ2 þ ðz z0Þ2 1=2 KðkÞ þ R 2 r2 ðz z0Þ”
• Magnetism, Superconductivity, and Spontaneous Orbital Order in Iron-Based Superconductors: Which Comes First and Why? (2016, background): “Orbital models assume attractive local (Hubbard) intraorbital interaction [6,8], in variance with first-principles calculations [31], while magnetic models assume a priori that magnetic fluctuations are the strongest [4], and often neglect the orbital content of low-energy excitations [32,33].”
• Unconventional Superconductivity and Density Waves in Twisted Bilayer Graphene (2018, background): “In general, the interplay between BCS and nesting-related interactions can lead to nontrivial RG flows of coupling constants [39,40].”
• Advances in the growth and characterization of magnetic, ferroelectric, and multiferroic oxide thin films (2010, unknown): “Schematic illustrations of (a) 1700s and early 1800s lead to the delineation of classical electromagnetism and the work of Michael Faraday and James Clerk Maxwell to the field of modern magnetism [162].”
• Superparamagnetic nanoparticle ensembles (2009, unknown): “In case of a conducting matrix also RKKY interactions can play a role [23-26] and, eventually, for a strongly paramagnetic matrix like Al, Cr or Pd one could even think of a mediated interaction via the polarization of the paramagnet by the superspins.”