变质量高阶非线性非完整系统的Mic'evic' Duan—Rusov Lazar方程 Mic'evic' Duan—Rusov Lazar's Equations of Variable Mass of High—order NonIinear Nonholonomic Mechanical Systems of Variable Mass期刊界 All Journals 搜尽天下杂志传播学术成果专业期刊搜索期刊信息化学术搜索

变质量高阶非线性非完整系统的Mic'evic' Duan—Rusov Lazar方程

引用本文：	乔永芬,岳庆文. 变质量高阶非线性非完整系统的Mic'evic' Duan—Rusov Lazar方程[J]. 东北农业大学学报, 1989, 0(4)

作者姓名：	乔永芬岳庆文

作者单位：	东北农学院力学教研室，东北农学院力学教研室

摘要：	本文利用变量力学系统的万有 D'Alembert 原理导出变质量高阶非线性非完整系统的 Mic'evic' Duan—Rusov Lazar 方程。
关键词：	变质量非完整系统万有 D’Alembert 原理 Mic’evic’ Duan—Rusov Lazar 方程
Mic'evic' Duan—Rusov Lazar's Equations of Variable Mass of High—order NonIinear Nonholonomic Mechanical Systems of Variable Mass

Qiao Yongfen Yue Qingwen. Mic'evic' Duan—Rusov Lazar's Equations of Variable Mass of High—order NonIinear Nonholonomic Mechanical Systems of Variable Mass[J]. Journal of Northeast Agricultural University, 1989, 0(4)

Authors:	Qiao Yongfen Yue Qingwen

Abstract:	By the use of the universal D'Alembert's principle of variable mass mecha-nical systems,the Mic'evic' Duan—Rusov Lazar's equations of variable massof high—order nonlinear nonholonomic mechanical systems of variable mass wereobtained.

Keywords:	variable mass non—holonomic system universal D'Alembert's principle Mic'evic' Duan—Rusov Lazar's equations
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