Almost Anti-Periodic Discrete Oscillation of General N-Dimensional Mechanical System and Underactuated Euler-Lagrange System

Wang, Chao; Wang, Jie; Agarwal, Ravi P.; Li, Zhien

doi:10.3390/app12041991

Cited by 3 publications

(1 citation statement)

References 31 publications

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“…The rapid progress of the software based designing tool and hardware technologies always requires the proper mathematical analysis to make it effective and sophisticated. Mathematical analysis is not only important for the dynamical mechanical system but also important for the suspended mechanical system [1]. The key parameters for the modeling of any type of mechanical system are kinematical constrains.…”

Section: Introductionmentioning

confidence: 99%

Analytical Study of Series Solutions for the ‘Nonlinear Mechanical System’ with Stability Analysis

Chakraborty¹,

Bhattacharjee²,

Roy³

et al. 2022

YMER

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Any mechanical system can easily be analyzed with the help of proper designing or modeling. All kinematical constrains are also been considered at the time of modeling. Generally the traditional dynamical differential equations are solved to predict the nature of the system. In this work, some typical types of dynamical mechanical system in taken into consideration and further the dynamical equations are being solved using ‘Series Solutions Technique’ for the analysis of the nonlinear system. The solution is consisting of two sections. Using frequency response analysis via simulation, which section of the solution is more suitable or effective for the designing purpose has also been explained in detail. Finally, the local stability analysis of the entire system is studied in detail with proper numerical simulation. Keywords: Nonlinearity, Series Solution, Stability Analysis, Phase Portrait, Frequency Response Function.

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Section: Introductionmentioning

confidence: 99%

Analytical Study of Series Solutions for the ‘Nonlinear Mechanical System’ with Stability Analysis

Chakraborty¹,

Bhattacharjee²,

Roy³

et al. 2022

YMER

View full text Add to dashboard Cite

show abstract

Quaternion-Valued Dynamic Equations and Henstock–Kurzweil Delta-Integrals on Time Scales: A Survey

Qin,

Wang,

Agarwal

2024

J Math Sci

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Analysis of anti-slip control system and dynamic performance of mechanical engineering drive based on improved social engineering algorithm

Liu¹,

Liang²,

Wang³

2023

EAI Endorsed Trans Energy Web

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INTRODUCTION: The field of mechanical engineering technology is an emerging technology field with many research directions, and there are many directions of intersection with other disciplines, among which the field of mechanical engineering has outstanding research advantages. With the continuous development of mechanical engineering technology, the research direction of mechanical engineering applied to the field of mechanical engineering is also continuously enriched and developed. Mechanical engineering research focuses on realizing the monitoring and control of the dynamic performance of mechanical systems, as well as realizing the integration of design and system control. OBJECTIVES: In order to improve the disassembly efficiency, reduce the disassembly cost and disassembly energy consumption, it is optimized using social engineering methods to achieve better results and reduce the disassembly cost and energy consumption. METHODS: Aiming at the drive and anti-skid control strategy of four-wheel hub motor, it was simulated using improved social engineering algorithms, and based on this, three road recognition algorithms were selected for low, medium, and high adhesion road verification. RESULTS: Through the study of automobile anti-skid control system, the basic structure of automobile anti-skid control system is summarized and some solution measures are proposed. A new type of drive anti-skid control system is proposed for the problems of high vibration and noise of automobile brake. The drive anti-slip control system is characterized by simple structure, easy maintenance, simple control and reliable operation, and high operation efficiency. CONCLUSION: This study shows that the system not only has excellent drive anti-slip effect, but also has good control performance. In addition, this drive anti-slip system is able to ensure the safe and reliable operation of mechanical brakes in various harsh environments. This new drive anti-slip control system is a new type of drive device that can be widely used for driving force on various mechanical brakes and drive wheels, and the study of this device is of great significance.

show abstract

Almost Anti-Periodic Discrete Oscillation of General N-Dimensional Mechanical System and Underactuated Euler-Lagrange System

Cited by 3 publications

References 31 publications

Analytical Study of Series Solutions for the ‘Nonlinear Mechanical System’ with Stability Analysis

Analytical Study of Series Solutions for the ‘Nonlinear Mechanical System’ with Stability Analysis

Quaternion-Valued Dynamic Equations and Henstock–Kurzweil Delta-Integrals on Time Scales: A Survey

Analysis of anti-slip control system and dynamic performance of mechanical engineering drive based on improved social engineering algorithm

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