Scaling of Differential Equations

Dublin Core

Title

Scaling of Differential Equations

Subject

Differential Equations

Description

Finding proper values of physical parameters in mathematical models is often quite a challenge. While many have gotten away with using just the mathematical symbols when doing science and engineering with pen and paper, the modern world of numerical computing requires each physical parameter to have a numerical value, otherwise one cannot get started with the computations. For example, in the simplest possible transient heat conduction simulation, a case re levant for a real physical material needs values for the heat capacity, the density, and the heat conduction coefficient of the material. In addition, relevant values must be chosen for initial and boundary temperatures as well as the size of the material.

Creator

Hans Petter Langtangen -, Geir K. Pedersen

Source

https://link.springer.com/content/pdf/10.1007%2F978-3-319-32726-6.pdf

Publisher

Spingger

Date

2016

Contributor

Baihaqi

Rights

Creative Commons

Format

PDF

Language

English

Type

Textbooks

Files

Collection

Citation

Hans Petter Langtangen -, Geir K. Pedersen, “Scaling of Differential Equations,” Open Educational Resource (OER) - USK Library, accessed June 14, 2024, http://uilis.usk.ac.id/oer/items/show/3141.

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