“…Physics-informed neural networks (PINNs), introduced by Raissi in 2018 to solve the Burger, Schrodinger, and Alan–Cahn equations among others, form a class of neural networks that can integrate data and abstract mathematical operators, along with the laws of nature, to provide physically consistent solutions. PINNs have been applied widely in modeling, analysis, and parameter estimation to lithium-ion batteries − and fuel cells. − A PINN can also be informed by chemical kinetics , and thermodynamics to solve the partial differential equations (PDEs) that describe diverse physical chemical models. With the growing application of PINN in scientific and engineering contexts, we note that there are no reports applying PINNs to solve electrochemical problems with coupled diffusional mass transport both in general and in particular in the context of voltammetry, the most generally applied electrochemical methodology. , Simulation of cyclic voltammetry conventionally employs finite difference, finite element, , or random walk algorithms, all needing discretization of simulation spaces leading to the difficulty that the requirements of discretization/simulation grow exponentially as simulations expand to higher dimensions .…”