Neural Network generator for a heterogeneous 2D diffusion equation | Download Scientific Diagram
heat transfer by matrices; part A of lab 10 - YouTube
Electron heat flow in the solar corona: Implications of non‐Maxwellian velocity distributions, the solar gravitational field, and Coulomb collisions - Dorelli - 2003 - Journal of Geophysical Research: Space Physics - Wiley Online Library
TIDAL: Topology-Inferred Drug Addiction Learning | Journal of Chemical Information and Modeling
The dimensionless coefficients ${\kappa }_{\chi ,\eta }$ and ${{\ell... | Download Scientific Diagram
Reciprocity of thermal diffusion in time-modulated systems | Nature Communications
The Implicit Backward Time Centered Space (BTCS) Difference Equation for the Heat Equation — Numerical Analysis
The α × β-plane associated to the Space-Time Differential Equation... | Download Scientific Diagram
Sparse inference and active learning of stochastic differential equations from data | Scientific Reports
Finite difference for heat equation in matrix form - YouTube
1. Nodal points for the standard basis functions (d = 2). (a) Stencil... | Download Scientific Diagram
Entropy | Free Full-Text | On the Determination of Kappa Distribution Functions from Space Plasma Observations
The 1D diffusion equation
Heat equation - Wikipedia
Finite difference for heat equation in matrix form - YouTube
Sensors | Free Full-Text | Spatially Explicit Modeling of Anthropogenic Heat Intensity in Beijing Center Area: An Investigation of Driving Factors with Urban Spatial Forms
Complete analytic solutions for convection-diffusion-reaction-source equations without using an inverse Laplace transform | Scientific Reports
Symmetry | Free Full-Text | Plane Wave Reflection in Nonlocal Semiconducting Rotating Media with Extended Model of Three-Phase-Lag Memory- Dependent Derivative
Illustration of the solution (A30) for equation (A29) in two... | Download Scientific Diagram
Phase space densities for 2100 MeV/G equatorial particles as a function... | Download Scientific Diagram
Heat transfer control using a thermal analogue of coherent perfect absorption | Nature Communications
The 1D diffusion equation
