Pattern dynamics in a checkerboard map.


Differential equations often have solutions in the forms of trains of coherent structures such as pulses and antipulses. For such systems, the methods of singular perturbation theory permit the derivation of pattern maps that predict the sequence of spacings between successive pulses. Here we apply such a procedure to cases where two distinct kinds of pulse… (More)


Cite this paper

@article{Balmforth2004PatternDI, title={Pattern dynamics in a checkerboard map.}, author={Neil J. Balmforth and Edward A. Spiegel}, journal={Chaos}, year={2004}, volume={14 3}, pages={784-92} }