Stability analysis of linear contraints nonholonomic systems based on conserved quantity

Abstract

  In this paper, we derive the augmented Birkhoff equation of linear contraints nonholonomic systems firstly. Base on a conserved quantity or a combination of some conserved quantities, we study the stability of linear contraints nonholonomic systems. Finally, a numerical example is provided to demonstrate the potential and effectiveness of the method.

Authors and Affiliations

Xueting Liu

Keywords

Related Articles

 Experimental Investigation of Diesel Blend with Esterified Cotton Seed Oil on Cooper Diesel Engine

 Petroleum based fuels play a vital role in rapid depletion of conventional energy sources along with increasing demand and also major contributors of air pollutants. There are wide varieties ofalternative fuels a...

EVALUATION OF RELIABILITY FOR COMPONENT BASED SOFTWARE SYSTEM

In this paper we present a reliability simulation in component based applications. In component - Based Software Engineering we can treat a software system as a combination of interdependent components. The Compo...

COMPARATIVE STUDY OF DRAM AND MRAM (STT-MRAM)

High memory latency and limited memory bandwidth have proven to be the biggest problems for the performance of computer system on various computer applications. To solve this problem designers have made an effort to inc...

 Mobile Printing using near Field Communication

 In Over the last year there have been countless developments related to new mobile phones, tablets, and apps for personal and business use alike. While the majority of these developments have nothing to do with pr...

 Problems Occurs In Web and Its Solutions

 Web security is related to internet and to secure the data transformation through network. It is developed to overcome the problems occurred by the hackers. The private data are destroyed by the unauthorized hacke...

Download PDF file
  • EP ID EP122595
  • DOI -
  • Views 71
  • Downloads 0

How To Cite

Xueting Liu (30).  Stability analysis of linear contraints nonholonomic systems based on conserved quantity. International Journal of Engineering Sciences & Research Technology, 2(12), 3749-3753. https://europub.co.uk/articles/-A-122595