- Numerical scheme for one-phase 1D fractional Stefan problem usingthe similarity variable technique
Object's details: Numerical scheme for one-phase 1D fractional Stefan problem usingthe similarity variable technique
PDF
Structure
Prace Naukowe Instytutu Matematyki i Informatyki=Scientific Research of the Institute of Mathematics and Computer Science.
Description
- Title:
- Group title:
- Creator:
- Subject and Keywords: ; ; ; ;
- Publisher:
- Place of publishing:
- Date:
- Resource Type:
- Format:
- Resource Identifier: oai:www.sbc.org.pl:115082
- Language:
- Coverage:
- Oryginal in:
Object is located in the collections:
Additional information
- Creation date: 2014-10-22
- Last modification date: 2020-02-12
- Content object's number of views: 313
- You could also download the object's description in these formats: ;
- Historical Text Recognition:
See also
Modelling of thermal damage process in soft tissue subjected to laser irradiation
Creator:Jasiński Marek
Date:2018
Type:czasopismo
A new numerical scheme for solving the two dimensional fractional diffusion equation
Creator:Koç Dilara Altan; Gülsu Mustafa
Date:2021
Type:artykuł
A numerical scheme for time-fractional fourth-order reaction-diffusion model
Creator:Koç Dilara Altan
Date:2023
Type:artykuł
Journal of Applied Mathematics and Computational Mechanics
Creator:Tuzikiewicz Wioletta; Duda, Mateusz
Date:2015
Type:artykuł
Analysis of ultrashort laser pulse interactions with metal films using a two-temperature model
Creator:Majchrzak Ewa; Dziatkiewicz, Jolanta
Date:2015
Type:czasopismo
Heat flux formulations for 1D dual-phase lag equation
Creator:Majchrzak Ewa; Kałuża Grażyna
Date:2015
Type:czasopismo
Application Of The Two-Temperature Model For a Numerical Study Of Multiple Laser Pulses Interactions With Thin Metal Films
Creator:Majchrzak Ewa; Dziatkiewicz, Jolanta
Date:2012
Type:artykuł
The finite difference method on adaptive mesh for singularly perturbed nonlinear 1D reaction diffusion boundary value problems
Creator:Duru Hakkı; Güneş Baransel
Date:2020
Type:artykuł