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Soviet Physics Uspekhi, 1960
Investigations and published data on strong magnetic fields and their applications are reviewed. Various means for creating strong magnetic fields with iron-core electromagn ets, with non-ferrous constant electromagnets, and the means for producing and measuring pulsed magnetic fields are discussed. 127 references. (R.V.J.)
G.M. Strakhovskii, N.V. Kravtsov
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Investigations and published data on strong magnetic fields and their applications are reviewed. Various means for creating strong magnetic fields with iron-core electromagn ets, with non-ferrous constant electromagnets, and the means for producing and measuring pulsed magnetic fields are discussed. 127 references. (R.V.J.)
G.M. Strakhovskii, N.V. Kravtsov
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Magnets and Magnetic Field Measurements
Science, 1955A L, Bloom, M E, Packard
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Journal of the Franklin Institute, 1974
The observed properties of solar magnetic fields are reviewed, with particular reference to the complexities imposed on the field by motions of the highly conducting gas. Turbulent interactions between gas and field lead to heating or cooling of the gas according to whether the field energy density is less or greater than the maximum kinetic energy ...
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The observed properties of solar magnetic fields are reviewed, with particular reference to the complexities imposed on the field by motions of the highly conducting gas. Turbulent interactions between gas and field lead to heating or cooling of the gas according to whether the field energy density is less or greater than the maximum kinetic energy ...
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2018
Classically, a point charge that circulates on a ring of radius r produces a current \(i = \frac{ev}{2 \pi r}\), which causes a magnetic dipole moment \(\overrightarrow{\mu }= \frac{i}{c} S \overrightarrow{n}\), \(S= \pi r^{2}\), in obvious notation; \(\overrightarrow{\mu }= \frac{e v}{2c} r \overrightarrow{n}= \frac{e}{2c} \overrightarrow{r} \wedge ...
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Classically, a point charge that circulates on a ring of radius r produces a current \(i = \frac{ev}{2 \pi r}\), which causes a magnetic dipole moment \(\overrightarrow{\mu }= \frac{i}{c} S \overrightarrow{n}\), \(S= \pi r^{2}\), in obvious notation; \(\overrightarrow{\mu }= \frac{e v}{2c} r \overrightarrow{n}= \frac{e}{2c} \overrightarrow{r} \wedge ...
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1993
Optical NMR and ESR spectroscopy - equivalent magnetic flux density and the circularly polarized laser the magnetostatic flux density of the electromagnetic field - development and classical interpretation the elementary static magnetic field of the photon the photon's magnetostatic flux quantum - symmetry and wave particle duality, fundamental ...
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Optical NMR and ESR spectroscopy - equivalent magnetic flux density and the circularly polarized laser the magnetostatic flux density of the electromagnetic field - development and classical interpretation the elementary static magnetic field of the photon the photon's magnetostatic flux quantum - symmetry and wave particle duality, fundamental ...
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Electric Field Control of the Magnetic Weyl Fermion in an Epitaxial SrRuO3 (111) Thin Film
Advanced Materials, 2021Weinan Lin, Liang Liu, Xinyu Shu
exaly