1962
DOI: 10.1103/revmodphys.34.102
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Review of Gyromagnetic Ratio Experiments

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Cited by 128 publications
(52 citation statements)
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“…Einstein-de Haas effect refers to the magneto-mechanical effect, required by the conservation of angular momentum, where a reversal of a magnetic moment of a sample by an applied magnetic field has to be accompanied by a corresponding change in mechanical angular momentum of that sample (interesting historical perspective on the Einstein-de Haas effect is given in Chapter 2 of Reference 45). This physical principle has been experimentally confirmed on both the macroscopic46 and microscopic samples47 , and recently on the molecular scale as well48 . Here, I numerically evaluate the mechanical and thermal consequences of the Einstein-de Haas effect on the iron-loaded ferritin protein and therefore on the mechano-sensitive and thermo-sensitive ion channels in magnetogenetics.…”
mentioning
confidence: 63%
“…Einstein-de Haas effect refers to the magneto-mechanical effect, required by the conservation of angular momentum, where a reversal of a magnetic moment of a sample by an applied magnetic field has to be accompanied by a corresponding change in mechanical angular momentum of that sample (interesting historical perspective on the Einstein-de Haas effect is given in Chapter 2 of Reference 45). This physical principle has been experimentally confirmed on both the macroscopic46 and microscopic samples47 , and recently on the molecular scale as well48 . Here, I numerically evaluate the mechanical and thermal consequences of the Einstein-de Haas effect on the iron-loaded ferritin protein and therefore on the mechano-sensitive and thermo-sensitive ion channels in magnetogenetics.…”
mentioning
confidence: 63%
“…4 Many other methods have been used to measure small torques, but to measure torques on a macroscopic object the torsion pendulum remains the most sensitive device. [5][6][7][8][9][10][11][12][13] The basis of a torsion pendulum is a thin suspension wire or strip. As the torsional stiffness K is proportional to the fourth power of the diameter of a wire, a thin wire can have a very low torsional constant.…”
Section: Torsion Pendulummentioning
confidence: 99%
“…Measurements of the spectroscopic splitting factor g and the magnetomechanical ratio g', (Scott 1962) which are related by g' = g/(g -1) (Van Vleck 1950), determine the ratio of orbital to spin angular momentum We shall assume that this ratio has the same value in the liquid state as in the solid.…”
Section: Orbital Polarisationmentioning
confidence: 99%