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<p>The present paper examines the existence of optical cubic-quartic structures for Schrödinger’s equation involving Kerr law nonlinearity in birefringent fibers using the analytical Kudryashov technique. In addition, the study further deploys the application of a variant of the boosted Adomian method for computational authentication of the analytical process. Moreover, through the analysis of the posed negligible errors by the adopted computational process, the study concludes that the both the adopted analytical and numerical procedures are promising; see also the supplied related figures and error tables for more on this. Besides, the present study will help curious researchers with benchmark torchlight for analyzing birefringent fibers in various fields of contemporary optics and material science.</p>

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Optical cubic-quartic structures through analytical Kudryashov method and computational improved Adomian decomposition method in birefringent fibers

  • 期刊论文

  • 发表日期：

    2026年3月2日

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  • Afrah M. Almalki,
  • A. A. Alshaery,
  • H. O. Bakodah,
  • J. F. Gómez-Aguilar

摘要

The present paper examines the existence of optical cubic-quartic structures for Schrödinger’s equation involving Kerr law nonlinearity in birefringent fibers using the analytical Kudryashov technique. In addition, the study further deploys the application of a variant of the boosted Adomian method for computational authentication of the analytical process. Moreover, through the analysis of the posed negligible errors by the adopted computational process, the study concludes that the both the adopted analytical and numerical procedures are promising; see also the supplied related figures and error tables for more on this. Besides, the present study will help curious researchers with benchmark torchlight for analyzing birefringent fibers in various fields of contemporary optics and material science.