Water Droplet Reflection Approximation using the Linear Least Square Method from Experimental Data

Abstract

The impact of water droplets on droplet time is a phenomenon in nature that is implemented in the industrial world, where the contact time between droplets and surfaces affects the transfer of mass, momentum and energy. To manipulate and reduce the contact time of influencing droplets, previous publications reported surface microadjustments influencing droplet surface interfaces. In this final project simulation, water droplets will be discussed using a mechanical energy model and linear least squares method. In the first part the author will show that surface elasticity also influences the impact of droplets, where droplets on the surface of taro leaves can cause reflections again. In the second part the author will explain mechanical energy modeling to create a simulation of the model that influences water droplets. In the third part the author gets the results of the linear least square method modeling. The discussion of the linear least square method model will be related to problems in the industrial world.