A Novel Envelope Soliton Solution to the Granular Crystal Model
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摘要:
A theoretical work on envelope solitons to a one-dimensional granular chain model is reported.In the small amplitude approximation,we analytically solve the equation of motion with the help of the semidiscrete multiple-scale method.Our results show that the granular chain model can support an asymmetric high-order envelope soliton under the certain condition.It is found that the second-harmonic term of this high-order envelope soliton has an additional phase.In addition,the influence of both the material parameter and the static load on the localized features of the high-order envelope soliton is discussed.