# 澳洲毕业论文代写 非线性力学

The Krylov–Bogolyubov averaging method is a mathematical method for estimated analysis of oscillating processes in non-linear mechanics (Sanders et al., 2007, p.97). The method is relied on the averaging standard when the accurate differential equation of the action is replaced by its averaged adaptation. The variety of averaging methods for studying problems of celestial mechanics the previous works of mathematicians are taken place in the previous literature to analyze  the dynamical systems having non linear ordinary differential equations   (Sanders et al., 2007, p.43). The significance of the involvement of Krylov and Bogoliubov is that they developed a universal averaging approach and established that the clarification of the averaged system approximates the particular dynamics (Sanders et al., 2007, p.89).

The research paper utilizes the software tool named latex to demonstrate the mathematical calculation and symbols in a much self explanatory and effective way. The research utilizes the content analysis methodology to evaluate different averaging methods of non-linear differential equations (Krippendorff, 2004, p.87).  The content analysis method capable the researchers to be competent to prepare a well posed problem in mathematical terms from a possibly imprecise verbal description, achieve suitable mathematical analysis, select or build up an suitable numerical method and capable to write a programs which gives sensible answers to the problems of the non linear differential equations (Weber, 1995, p.34).

Krylov–博戈柳博夫平均方法估计的振荡过程中的非线性力学分析的数学方法（Sanders等人。，2007，p.97）。该方法依赖于平均标准当行为精确的微分方程是由平均适应。为研究天体力学数学家们以前的作品都是发生在过去的文献分析的动态系统的非线性常微分方程问题的平均方法的多样性（Sanders等人。，2007，第43页）。的Krylov Bogoliubov参与和意义是，他们开发了一个通用的平均的方法，建立了平均系统的澄清接近特定动力学（Sanders等人。，2007，第89页）。