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On New Solutions of Classical Yang-Mills Equations with Cylindrical Sources

On New Solutions of Classical Yang-Mills Equations with Cylindrical Sources
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摘要 Strong fields generated by big electric currents are examined within the framework of the Yang-Mills nonlinear generalization of the Maxwell electrodynamics proposed in our earlier papers. First we consider the case of stationary currents and find a new exact solution to the Yang-Mills equations. Then we study a Yang-Mills field inside a thin circular cylinder with nonstationary plasma and find expressions for field strengths in it. Obtained results are applied to interpret several puzzling natural phenomena. Strong fields generated by big electric currents are examined within the framework of the Yang-Mills nonlinear generalization of the Maxwell electrodynamics proposed in our earlier papers. First we consider the case of stationary currents and find a new exact solution to the Yang-Mills equations. Then we study a Yang-Mills field inside a thin circular cylinder with nonstationary plasma and find expressions for field strengths in it. Obtained results are applied to interpret several puzzling natural phenomena.
出处 《Applied Mathematics》 2010年第1期1-7,共7页 应用数学(英文)
关键词 YANG-MILLS Equations SU(2) Symmetry Source CURRENTS Field Strengths LIGHTNING Exploding WIRES Yang-Mills Equations Su(2) Symmetry Source Currents Field Strengths Lightning Exploding Wires
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