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- W1543201730 abstract "The efficient solution of the Frank-Kamenetskii partial differential equation through the implementation of parallelized numerical algorithms or GPUs (Graphics Processing Units) in MATLAB is a natural progressionof the workwhich has been conducted in an area of practical import. There is an on-going interest in the mathematics describing thermal explosions due to the significance of the applications of such models one example is the chemical processes which occur in grain silos. Solutions which pertain to the different geometries of such a physical process have different physical interpretations, however in this chapter we will consider the Frank-Kamenetskii partial differential equation within the context of the mathematical theory of combustion which according to Frank-Kamenetskii [16] deals with the combined systems of equations of chemical kinetics and of heat transfer and diffusion. A physical explanation of such a system is often a gas confined within a vessel which then reacts chemically, heating up until it either attains a steady state or explodes." @default.
- W1543201730 created "2016-06-24" @default.
- W1543201730 creator A5043444989 @default.
- W1543201730 date "2012-09-26" @default.
- W1543201730 modified "2023-09-25" @default.
- W1543201730 title "Numerical Simulation of the Frank-Kamenetskii PDE: GPU vs. CPU Computing" @default.
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- W1543201730 doi "https://doi.org/10.5772/46463" @default.
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