An Analysis Upon Various Numerical Methods of Dispersive Partial Differential Equations

Published in Journal

Journal of Advances in Science and Technology [JAST] (Vol:14/ Issue: 1) DOI: 10.29070/JAST
Authors: Raviraj Sureshchandra Katare*, Hari Gangadhar Kale,
Subjects: Science & Technology

Year: Jun, 2017
Volume: 14 / Issue: 1
Pages: 63 - 71 (9)
Publisher: Ignited Minds Journals
Source:
E-ISSN: 2230-9659
DOI:
Published URL: http://ipublisher.in/I/a/55238
Published On: Jun, 2017

Article Details

An Analysis upon Various Numerical Methods of Dispersive Partial Differential Equations | Original Article

Raviraj Sureshchandra Katare*, Hari Gangadhar Kale, in Journal of Advances in Science and Technology | Science & Technology

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ABSTRACT:

At the point when postured on a periodic domain in one space variable, linear dispersive advancement equations with integral polynomial dispersion relations show strikingly distinctive practices relying on whether the time is sound or silly in respect to the length of the interim, subsequently delivering the Talbot impact of dispersive quantization and racialization.