11. The fundamental solution of the heat equation on a circle is called a theta function. 12. In 1855, Fick applied the heat equation to diffusion phenomena as it had been. 13. To derive the heat transfer Fourier number,, the heat equation in one dimension is, 14. In the study of heat conduction, the Laplace equation is the steady-state heat equation . 15. Some quantum features like the Schr�dinger equation and the heat equation are also related by Wick rotation. 16. A Boubaker Polynomials Solution to Heat Equation for Monitoring A3 Point Evolution During Resistance Spot Welding,. 17. Is it possible to solve the heat equation on this shape analytically ( not just numerically )? 18. For the heat equation , only one boundary condition can be required ( usually the first one ). 19. Contained in this book was Fourier's proposal of his heat equation for conductive diffusion of heat. 20. In mathematical physics, he proved the fundamental uniqueness theorems for the heat equation and studied Volterra integral equations.
