Kashuri Fundo变换在衰减问题中的应用

H. Peker, F. Çuha
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引用次数: 2

摘要

近年来,利用积分变换研究科学领域中重要问题的解法已成为一种普遍现象。最重要的原因是,这种转换允许在达到问题的解决方案时进行最简单和最少数量的计算。在本研究中,我们试图利用积分变换之一的Kashuri Fundo变换来解决在经济学、化学、动物学、生物学和物理学等领域中占有重要地位的衰变问题。为了揭示该变换在求解时的易用性,对一些数值应用进行了检验。数值应用结果表明,Kashuri Fundo变换在求解衰减问题方面是非常有效的。
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Application of Kashuri Fundo Transform to Decay Problem
Recently, it has become quite common to investigate the solutions ofproblems that have an important place in scientific fields by using integraltransforms. The most important reason for this is that this transform allows thesimplest and least number of calculations to be made while reaching the solutionsof the problems. In this study, we are looking for a solution to the decay problem,which has a very important place in fields such as economics, chemistry, zoology,biology and physics, by using the Kashuri Fundo transform, which is one of theintegral transforms. In order to reveal the ease of use of this transform in reachingthe solution, some numerical applications were examined. The results of thesenumerical applications reveal that the Kashuri Fundo transform is quite efficient inreaching the solution of the decay problem.
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