Abdulkafi Mohammed Saeed

Abstract This article investigates the steady, incompressible and non-isothermal thin film flow of a modified second grade fluid under both conditions that is, lifting and drainage. The governing highly non-linear ordinary differential equations with appropriate boundary conditions have been solved and achieved approximate solutions employing the Asymptotic Homotopy Perturbation Method (AHPM).

Conflicts of Interest The authors declare no conflicts of interest. Data Availability Statement The authors have nothing to report. References 1, “the Computation of Temperature Rises in the Human Eye Induced by Infrared Radiation,” Physics in Medicine and Biology 33, no. 2 (1988): 243–257. 2, “A Finite Element Model of Heat Transport in the Human Eye,” Physics in Medicine and Biology 33 (1988): 227–242.

Abstract The air temperature (AT) is a significant factor in the environmental processes, human health, agriculture, and energy systems, so correct forecasting is very important. This paper explores the prediction of AT in a functional time series (FTS) model that models the high-frequency temperature data as smooth curves over the day that can model both deterministic seasonal cycles and other stochastic dynamics.