TY  - GEN
AU  - J.L Meriam. -J.M Henderson
TI  - Engineering Mechanics Second Edition Dynamics
T2  - series 
SN  - 0-471-84255-9
PY  - 1976///
CY  - U. S. A 
PB  - jhon wellet and sons
KW  - Ingeniería en tecnologias de la información y comunicaciones
N1  - EDITORIAL 
jhon wellet and sons
ISBN 
0-471-84255-9; CONTENTS

I Introduction

1. DEFINITIONS AND PRINCIPLES

2. UNITS

3. PROBLEM FORMULATION

11. Kinematics of Particles

4. ANALYSIS TECHNIQUES

5. RECTILINEAR MOTION

6. CURVILINEAR MOTION

3

4

7. RELATIVE MOTION

III. Kinetics of Particles

8. EQUATIONS OF MOTION

9. WORK-ENERGY

10. IMPULSE-MOMENTUM

IV. Plane Kinematics of Rigid Bodies

11. ABSOLUTE MOTION

12. RELATIVE VELOCITY

13. RELATIVE ACCELERATION

14. ROTATING AXES

70

V. Plane Kinetics of Rigid Bodies

15. INERTIAL PROPERTIES

78

16. FORCE-MASS-ACCELERATION

84

17. WORK-ENERGY

92

18. IMPULSE-MOMENTUM

98

VI. Special Topics

19. IMPACT

104

20. CENTRAL-FORCE MOTION

110

21. VIBRATIONS

116

22. STEADY MASS FLOW

122

23. INTRODUCTION TO SPACE KINEMATICS 128

24. INTRODUCTION TO SPACE KINETICS

134

25. GYROSCOPIC MOTION

140

VII. Conclusion

26. REVIEW COMMENTS

146

27. ADDITIONAL TOPICS

148; Ingeniería en Tecnologías de la Información y Comunicación
N2  - This Study Guide offers a complete and step-by-step explanation of the basic elements of dynamics to help develop your problem-solving abilities. It is assumed that you have successfully completed a course in statics and, therefore, are familiar with forces, moments, couples, resultants, and free-body diagrams, all of which are essential components of the study of dynamics.

The purpose of engineering centers around creative design, and engineering practice requires problem-solving in the design process. The decision process continually used in engineering design must be supported with a strong analytical and problem-solving ability. To solve a prob-lem, you must first formulate it. Problem formulation is the process of building a mathematical model that can generate specific answers (numbers or relationships) to predict the behavior of the physical problem. Design decisions are then based on these predictions.

The analysis of a typical engineering problem can be represented as follows
ER  -