We briefly illustrate our non-perturbative analysis of the modified sine-Gordon equation $\varphi_{tt}-\varphi_{xx} + \sin\varphi=\delta-\alpha \varphi_t$ ($\alpha\ge 0,\delta\inR$) on the real axis ($x\!\in\!\b{R}$) and on the circle ($x\!\in\! S^1$), and its application to the Josephson effect in the theory of superconductors.
Travelling-wave solutions of a modified sine-Gordon equation use in superconductivity / Fiore, Gaetano. - STAMPA. - (2008), pp. 274-279. ( ``14th International Conference on Waves and Stability in Continuous Media'' (WASCOM07) Baia Samuele, Sicily 30/6 – 07/07 2007).
Travelling-wave solutions of a modified sine-Gordon equation use in superconductivity
FIORE, GAETANO
2008
Abstract
We briefly illustrate our non-perturbative analysis of the modified sine-Gordon equation $\varphi_{tt}-\varphi_{xx} + \sin\varphi=\delta-\alpha \varphi_t$ ($\alpha\ge 0,\delta\inR$) on the real axis ($x\!\in\!\b{R}$) and on the circle ($x\!\in\! S^1$), and its application to the Josephson effect in the theory of superconductors.File in questo prodotto:
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