International Conference on Recent Advances in Materials, Mechanical and Civil Engineering | |
Computational process to study the wave propagation In a non-linear medium by quasi- linearization | |
材料科学;机械制造;土木建筑工程 | |
Sharath Babu, K.^1 ; Venkata Brammam, J.^2 ; Baby Rani, C.H.^3 | |
Marri Laxman Reddy Institute of Technologyand Management (MLRITM), Dundigal, Hyderabad | |
Telangana | |
500100, India^1 | |
Scholar at Krishna University Machilipatnam, Krishna District | |
Andhra Pradesh, India^2 | |
V.R. Sidhartha Engineering College, Vijayawada | |
Andhra Pradesh, India^3 | |
关键词: Acoustic parameters; Central difference scheme; Computational process; Computational studies; Finite difference scheme; One dimensional wave propagation; Quasi linearization; Quasi-linearization methods; | |
Others : https://iopscience.iop.org/article/10.1088/1757-899X/330/1/012058/pdf DOI : 10.1088/1757-899X/330/1/012058 |
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来源: IOP | |
【 摘 要 】
Two objects having distinct velocities come into contact an impact can occur. The impact study i.e., in the displacement of the objects after the impact, the impact force is function of time't' which is behaves similar to compression force. The impact tenure is very short so impulses must be generated subsequently high stresses are generated. In this work we are examined the wave propagation inside the object after collision and measured the object non-linear behavior in the one-dimensional case. Wave transmission is studied by means of material acoustic parameter value. The objective of this paper is to present a computational study of propagating pulsation and harmonic waves in nonlinear media using quasi-linearization and subsequently utilized the central difference scheme. This study gives focus on longitudinal, one- dimensional wave propagation. In the finite difference scheme Non-linear system is reduced to a linear system by applying quasi-linearization method. The computed results exhibit good agreement on par with the selected non-liner wave propagation.
【 预 览 】
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Computational process to study the wave propagation In a non-linear medium by quasi- linearization | 217KB | download |