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AN ANALYTICAL SOLUTION FOR SOLVING A NEW GENERAL FRACTIONAL-ORDER MODEL FOR WAVE IN MINING ROCK
Journal article   Open access  Peer reviewed

AN ANALYTICAL SOLUTION FOR SOLVING A NEW GENERAL FRACTIONAL-ORDER MODEL FOR WAVE IN MINING ROCK

Anye Cao, Xiao-Jun Yang and Yiying Feng
Thermal science, Vol.23(Suppl. 3), pp.S983-S987
01/01/2019

Abstract

Physical Sciences Science & Technology Thermodynamics
In this paper, we consider the general fractional-order derivatives of the Liouville-Sonine-Caputo and Liouville-Sonine type containing the Lorenzo-Hartley kernel. A general fractional-order model for the wave equation with the analytical solution is discussed in detail. The general fractional-order formula is accurate and efficient for description of the complex, power-law and memory behaviors for the mining rock.
url
https://doi.org/10.2298/TSCI180927250CView
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