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The Vector Potential

1998
Up to now, we have met the description of the magnetic field by two differential equations. These two equations are $$ div{\text{ }}B = 0 $$ (9.1) $$ curl{\text{ }}B = \frac{{4\pi }}{c}j $$ (9.2)
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Hydrodynamic vector potentials

The European Physical Journal B, 2002
Solving the Navier-Stokes equation for incompressible fluids is greatly simplified by the solution of the vorticity equation. To accomplish this for three-dimensional flows requires vector potentials. These potentials are not only useful to take care of the incompressibility.
U. Brosa, S. Grossmann
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Vector seeker

Proceedings of the 2014 Workshop on Programming models for SIMD/Vector processing, 2014
The importance of vector instructions is growing in modern computers. Almost all architectures include some form of vector instructions and the tendency is for the size of the instructions to grow with newer designs. To take advantage of the performance that these systems offer, it is imperative that programs use these instructions, and yet they do not
G. Carl Evans   +3 more
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The scalar potential φ and the vector potential A

1997
Though it is possible to determine the electric and magnetic fields E and B due to varying charge and current distributions by solving the differential equations (1.125) and (1.122) for E and B, for example using the Jefimenko solutions given by equations (1.136) and (1.134), it is sometimes more convenient to solve problems and to interpret ...
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Potential Vectors of Dirofilaria immitis

Journal of the American Veterinary Medical Association, 1970
K W, Ludlam, L A, Jachowski, G F, Otto
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Mapping transcriptomic vector fields of single cells

Cell, 2022
Xiaojie Qiu   +2 more
exaly  

The Vector Potential Field

1970
Vector potential fields occur most commonly in electromagnetism and in hydromechanics. It will be convenient to introduce the subject by working out the properties of the magnetic field of a steady current as a practical illustration of the fundamental ideas; the reader will readily adapt them to any analogous physical problem in which he is interested.
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The Vector Potential of a Solenoidal Vector

The American Mathematical Monthly, 1950
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The arbovirus vector potential of a simuliid

Annals of Tropical Medicine & Parasitology, 1967
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