通过修正的库德里亚绍夫新方法论 (2+1)-Biswas-Milovic 方程的光孤子解

Ramazan Tekerci̇oğlu
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引用次数: 0

摘要

本研究包括对 (2+1)-dimensional Biswas-Milovic 方程的光学孤子解的研究,该方程是模拟光纤中孤子行为的重要方程,最近才被引入文献中。由于所研究的方程和方法都是最近才提出的,相关工作还不多,因此我们利用改进的新库德里亚肖夫方法,通过支持三维、二维和等高线图形,获得了钟形和周期性明亮光孤子解,并对其进行了解释。
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On the optical soliton solutions of (2+1)-Biswas-Milovic equation via modified new Kudryashov method
This study includes the examination of optical soliton solutions of the (2+1)-dimensional Biswas-Milovic equation, which is an important equation modeling the soliton behavior in optical fibers, which has been introduced to the literature recently. Since the investigated equation and method are recently introduced and not much works has been done, the bell shape and periodic bright optical soliton solutions have been obtained and interpreted by supporting the 3D, 2D and contour graphics by utilizing the modified new Kudryashov method.
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