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首页> 外文期刊>Physica Scripta: An International Journal for Experimental and Theoretical Physics >Relativistic solutions for double ring-shaped oscillator potential via asymptotic iteration method
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Relativistic solutions for double ring-shaped oscillator potential via asymptotic iteration method

机译:渐近迭代法求解双环振子势的相对论解

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摘要

The three dimensional Klein-Gordon equation is solved with a double ring-shaped oscillator for the case of the equal vector and scalar potential, V(r,theta) = 1/2kr(2) + b/r(2) sin(2) theta + a/r(2) cos(2) theta, by using the asymptotic iteration method which is very efficient, systematic and practical. The bound states energy eigenvalues and corresponding eigenfunctions are presented for a particle bound in a potential of a double ring-shaped oscillator.
机译:对于等矢量和标量势V(r,θ)= 1 / 2kr(2)+ b / r(2)sin(2),用双环形振荡器求解三维Klein-Gordon方程)theta + a / r(2)cos(2)theta,通过使用渐近迭代方法,该方法非常有效,系统且实用。给出了束缚在双环形振荡器的电势中的粒子的束缚态能量本征值和相应的本征函数。

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