Lie symmetry analysis of Burgers-type systems
Date
2018ISSN
1099-1476Source
Mathematical Methods in the Applied SciencesVolume
41Issue
3Pages
1197-1213Google Scholar check
Metadata
Show full item recordAbstract
Lie group classification for 2 Burgers-type systems is obtained. Systems contain 2 arbitrary elements that depend on the 2 dependent variables. Equivalence transformations for the systems are derived. Examples of nonclassical reductions are given. A Hopf-Cole–type mapping that linearizes a nonlinear system is presented.