Voyage from Vortex to Helicity (1517 - 1969)
Voyage from Vortex to Helicity (1517 - 1969)
A Brief History
Shi, John Z.
Springer Nature Switzerland AG
03/2026
95
Mole
Inglês
9783032178527
Pré-lançamento - envio 15 a 20 dias após a sua edição
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Preface.- Introduction.- The early studies of vortex latin from year to year.- The early mathematical studies of the zero vorticity condition of fluid motion and vorticity from year to year.- The mathematical studies of the rays and the propagation of light from year to year.- The mathematical studies of fluid motion the magnetic and galvanic forces and vortex motions in the year and year.- The mathematical studies of molecular vortices vortex atoms spherical vortex and the notion vorticity from year to year.- The development of the mathematical symbol nabla from year to year.- The conceptual physical and mathematical studies of worble and knot from year to year.- The conceptual physical and mathematical studies of chirality in year and year.- The mathematical studies of helicity and schraubensinn German from year to year.- Concluding remarks.- References.- Index.
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Vortex dynamics;Vorticity and circulation;Curl in vector fields;Topological knots in physics;Chirality in fluid flows;Helicity and energy transfer;Turbulence in fluids;Fluid mechanics and dynamics;Fluid dynamos and magnetic fields;History of mathematical physics
Preface.- Introduction.- The early studies of vortex latin from year to year.- The early mathematical studies of the zero vorticity condition of fluid motion and vorticity from year to year.- The mathematical studies of the rays and the propagation of light from year to year.- The mathematical studies of fluid motion the magnetic and galvanic forces and vortex motions in the year and year.- The mathematical studies of molecular vortices vortex atoms spherical vortex and the notion vorticity from year to year.- The development of the mathematical symbol nabla from year to year.- The conceptual physical and mathematical studies of worble and knot from year to year.- The conceptual physical and mathematical studies of chirality in year and year.- The mathematical studies of helicity and schraubensinn German from year to year.- Concluding remarks.- References.- Index.
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