@inproceedings {delatorre-spp-2005, title = {Finite difference scheme for hyperbolic heat conduction with continuous and pulsed heat sources}, booktitle = {Proceedings of the 23rd Samahang Pisika ng Pilipinas Physics Congress}, year = {2005}, month = {26{\textendash}28 Oct 2005}, pages = {SPP-2005-015}, address = {Central Philippine University, Iloilo City}, abstract = {
The temperature distribution in a region of a one dimensional (1D) semi-infinite slab as defined by the hyperbolic heat equation, is modelled by utilizing the finite-difference approximation for partial-differential equations. The distribution is observed for both pulsed and continuous heat sources for a homogenous medium. The stability of the numerical scheme is determined via the Von-Neumann stability criteria.
}, author = {de la Torre, Agatha and Cristine Villagonzalo} }