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1. EQUIVALENT POWER-FORM REPRESENTATION OF THE FRACTAL TODA OSCILLATOR.

Author

ELÍAS-ZÚÑIGA, ALEX, PALACIOS-PINEDA, LUIS MANUEL, JIMÉNEZ-CEDEÑO, ISAAC H., MARTÍNEZ-ROMERO, OSCAR, and TREJO, DANIEL OLVERA

Subjects
NEODYMIUM lasers, CHEBYSHEV polynomials, COMPUTER simulation, EXPONENTS, FRACTAL analysis, FLUCTUATIONS (Physics)
Abstract

This paper aims to derive the equivalent power-form representation for the Toda oscillator, which describes the intensity fluctuations of Nd:YAG lasers. A two-scale dimension transform is introduced to study the transient fractal response of Toda oscillator. Numerical simulations indicate that for increasing values of the fractal exponent α , the frequency of the Toda oscillator increases. [ABSTRACT FROM AUTHOR]

Published
2021
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