Mathematical model for wireless communication via microstrip antennas involving contemporary operators.

This study deploys certain contemporary fractional differential operators to model the transmission of electrical signals in microstrip antennas. Indeed, the study is motivated by the recorded progress in the present-day communication industries and on the other hand, the imperativeness of the futuristic outlook of the dissemination of digital information. Method-wise, the well-known iterative approach, which equally doubles as a numerical method by the name Adomian decomposition method is adopted alongside the eminent Laplace transform method for the examination of the governing class of differential equations. Lastly, the study validated the derived respective schemes for the antenna model amidst several spatial differential and fractional operators, and further numerically portrayed the variational influence of the involving spatial orders; in addition, a comparative analysis with regard to the beseeched contemporary fractional operators has been established. [ABSTRACT FROM AUTHOR]