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Efficient Technique Developed at MIT Could Solve Partial Differential Equations for Various Applications

In fields such as physics and engineering, partial differential equations (PDEs) are used to model complex physical processes to generate insight into how some of the most complicated physical and natural systems in the world function.To solve these
United States Chris Rackauckas Payel Das Steveng Johnson Youssef Mroueh Institute For Soldier Nanotechnologies

Technique could efficiently solve partial differential equations for numerous applications

MIT researchers propose a "physics-enhanced deep-surrogate" (PEDS) method for developing data-driven surrogate models for complex physical systems in such fields as mechanics, optics, thermal transport, fluid dynamics, physical chemistry, and climate modeling.
United States Payel Das Steveng Johnson Youssef Mroueh Chris Rackauckas Institute For Soldier Nanotechnologies
Source: mit.edu

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