Numerical modeling with thermodynamic aspects of harvesting atmospheric water using porous desiccant materials
摘要
This paper presents a novel mathematical and numerical framework for atmospheric water harvesting using porous desiccant materials. Our comprehensive model integrates relative humidity dynamics, water content variation, thermodynamic isotherms, multi-phase diffusion mechanisms, heat transfer, and phase change phenomena. We employ the Method of Lines with Galerkin discretization to solve the resulting coupled nonlinear equations. Validation against experimental data for three distinct desiccant salts (