Modelling spark-plug discharge in dry air
This work presents a novel numerical strategy for studying the electric discharge produced
by a vehicular spark plug in dry air. For such a task an axial symmetric 2D domain is used …
by a vehicular spark plug in dry air. For such a task an axial symmetric 2D domain is used …
On the CN production through a spark-plug discharge in air-CO2 mixture
This work presents a simulation study of the cyanide production through an electric
discharge in a vehicular spark plug in dry air containing typical outdoor amounts of CO 2 …
discharge in a vehicular spark plug in dry air containing typical outdoor amounts of CO 2 …
Splitting spectral element method for fractional reaction-diffusion equations
Q Li, F Song - Journal of Algorithms & Computational …, 2020 - journals.sagepub.com
In this paper, we propose a second-order operator splitting spectral element method for
solving fractional reaction-diffusion equations. In order to achieve a fast second-order …
solving fractional reaction-diffusion equations. In order to achieve a fast second-order …
Libregrowth: a tumor growth code based on reaction–diffusion equations using shared memory
In recent years, in-silico experimentation within the field of oncological medicine has been
intensively investigated with the aim of better understanding tumor dynamics and dose …
intensively investigated with the aim of better understanding tumor dynamics and dose …
Chemical reaction-diffusion networks: convergence of the method of lines
We show that solutions of the chemical reaction-diffusion system associated to A+ B ⇌ C A+
B⇌ C in one spatial dimension can be approximated in L^ 2 L 2 on any finite time interval by …
B⇌ C in one spatial dimension can be approximated in L^ 2 L 2 on any finite time interval by …
Generalizations and error analysis of the iterative operator splitting method
The properties of iterative splitting with two bounded linear operators have been analyzed
by Faragó et al. For more than two operators, iterative splitting can be defined in many …
by Faragó et al. For more than two operators, iterative splitting can be defined in many …
Convergence of operator splittings for locally lipschitz-continuous operators in banach spaces
T Ladics - Computers & Mathematics with Applications, 2016 - Elsevier
Operator splitting is analyzed in the general framework of Banach spaces. The convergence
of sequential splitting and additive splitting is proven for problems with locally Lipschitz …
of sequential splitting and additive splitting is proven for problems with locally Lipschitz …
A computational study and stability analysis of a mathematical model for in vitro inhibition of cancer cell mutation
Human homeostasis is the body's ability to physiologically regulate its inner environment to
ensure its stability in response to changes in the outside environment. An inability to …
ensure its stability in response to changes in the outside environment. An inability to …
Non-negative numerical solutions of the two-dimensional full-tensor diffusion/dispersion problems using flux-corrected transport, and implementation for the …
S Yan - 2019 - ideals.illinois.edu
Solute transport model in groundwater system is usually represented by the advection-
dispersion-reaction equation. When standard numerical methods are used to solve this …
dispersion-reaction equation. When standard numerical methods are used to solve this …
Modelado matemático de un patrón de invasión tumoral a través de ecuaciones de reacción-difusión y fractales DLA (diffusion limited aggregation)
Siendo el cáncer una enfermedad altamente compleja, es necesario que su estudio se
encuadre dentro de la biología de sistemas. En el caso del tumor mamario, ha sido …
encuadre dentro de la biología de sistemas. En el caso del tumor mamario, ha sido …