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先修课程、其它学习要求
Pre-requisites or Other
Academic Requirements
MA102B 高等数学(下) 或者 MA102A 数学分析 II 且 MA104b 线性代数 II
MA102B Calculus II A / MA102A Mathematical Analysis II
& MA104b Linear Algebra II
后续课程、其它学习规划
Courses for which this course
is a pre-requisite
其它要求修读本课程的学系
Cross-listing Dept.
理论力学课程是力学类本科生主干基础课。它在培养学生系统掌握力学的科学概念、分析方法,构筑完整的力学知识体系
方面占据基础性地位。
理论力学教学要强调清晰的物理概念;强调与工程实际的密切结合。
理论力学 I 的基本内容包括静力学、运动学、质点动力学、质点系动力学的基本定理。
理论力学的基本知识在工程实际有着广泛的应用,如静力分析、运动分析和动力分析等。理论力学是力学专业课程中的主
要先修课,其基本概念、基本理论和基本方法是一系列后续专业课程的必备基础。理论力学教学对学生思维方法的训练,
分析与解决问题能力的提高和综合素质的培养,都有重要的意义。
课程内容及教学日历 (如授课语言以英文为主,则课程内容介绍可以用英文;如团队教学或模块教学,教学日历须注明
主讲人)
Course Contents (in Parts/Chapters/Sections/Weeks. Please notify name of instructor for course section(s), if
this is a team teaching or module course.)
Section 1: 力概念,力系主向量,坐标表示,不变量;力矩,力系主矩,等效力系,力系平衡(3 学时)
Section 2: 简单受力分析,平行力系;平面力系平衡,超静定问题(3 学时)
Section 3: 空间力系,摩擦力;绳索,分布力系(3 学时)
Section 4: 虚位移,虚功原理;习题课(3 学时)
Section 5: 参考系,坐标系,位置,速度,加速度,直角坐标;本体坐标,极坐标(4 学时)
Section 6: 柱坐标,球坐标;习题课(3 学时)
Section 7: 刚体平动及定轴转动;刚体平面运动(3 学时)
Section 8:期中考试(2 学时)
Section 9: 刚体定点转动;角度度张量及 Euler 角(3 学时)
Section 10: 刚体一般运动;复合运动,习题课(3 学时)
Section 11: Newton 运动定律及质点运动方程,Glileo 变换;一维运动,落体运动(3 学时)
Section 12:首次积分:功,能量,冲量,动量,角动量,有势力;简谐振动,强迫振动,共振,相平面(4 学时)
Section 13: 干摩擦力下质点运动,Duffing 方程,微振动理论;有心力(1)(3 学时)
Section 14: 有心力(2),Kepler 定律,行星轨道(3 学时)
Section 15: 有约束运动;习题课(3 学时)
Section 16:复习,期末考试(2 学时)
教材及其它参考资料 Textbook and Supplementary Readings
教材:
朱照宣,周起钊,殷金生,理论力学,北京大学出版社,1981
参考书目:
[1]周衍柏等,理论力学教程,人民教育出版社,1979
[2]范钦珊主编,工程力学教程,高等教育出版社,1999
[3]哈尔滨工业大学理论力学教研室,理论力学,人民教育出版社,1981
[4]И.В.密歇尔斯基,理论力学习题集,高等教育出版社,1994
[5]D. Kleppner and R. Kolenkow, An Introduction to Mechanics, McGraw-Hill, 1973
[6]S. Stag, Theoretical Mechanics: A Short Course, 1980
[7] V. Starzhunskii, An Advanced Course in Theoretical Mechanics for Engineering Students, 1982