HANKEL TRANSFORMATION FOR THE CHAOTIC BIONANOSTRUCTURES DUE TO Z+ BIS INTAKE: SYMMETRIC FOURIER KERNEL OF THE PERTURBED ORGANIC BIOMECHANICAL SYSTEMS

Abstract

In this universe, we observe several BIS processes, which generate intense and far-reaching BIS fields in the human body. BIS means breakdown of integrated systems. BIS load successfully explains several observed phenomena in human traumatology and critically examines the probability of traumatic consequences of individuals having high BIS load. In this paper, the authors have given a generalization of the Hankel transform for nanostructures in which the Meijer G-function plays the role of being a symmetrical Fourier kernel. Several properties of self-reciprocal function under this transform analogous to those given by Hardy and Titchmarsh have been derived therefrom. The results arrived at have been supported by means of examples. It contributes to our understanding of neurological, cardiac, nephronic, urological disorders due to the topological changes in the bionanosystem. Constant mechanical processes continue in the human body. The present work is to construct a mechanical model of the chaotic and highly perturbed nanostructures due to Z⁺ BIS intake using rigorous mathematical tools.

Mathematical subject classification: 47B35, 47B36, 47B40

Keywords: Meijer G-function, BIS effect, hankel transform, nanostructures, nanosystems, self-reciprocal function