Thư viện số Đại Học Công Nghệ Giao Thông Vận Tải

Springer Series in Reliability Engineering

Continuum Mechanics for Engineers (Second Edition) - Cơ học liên tục cho kỹ sư (Ấn bản thứ hai)

The Handbook of Highway Engineering (Sổ tay Kỹ thuật Đường cao tốc)

NEHRP Recommended Seismic Provisions for New Buildings and Other Structures

Nguyễn Diễm, Quỳnh

Ths. Phan Trung, Nghĩa

Tổ chức vận tải hàng hoá nội địa bằng đường bộ của công ty TNHH thương mại  và xuất khẩu khẩu Hoa Nam

Kinh tế - Tư duy hệ thống_Giáo trình 2005

Bài giảng QUẢN LÝ NHÀ NƯỚC VỀ KINH TẾ

DYNAMICS
in ENGINEERING
STRUCTURES
Vladimir Kolousek, DSc.
Professor, Technical University, Prague
Edited by:
R. F . McLean, MSc, PhD, ARCST, CEng, MIMechE
Senior Lecturer, Department of Dynamics and Control,
University of Strathclyde
and
J. F . Fleming, BSc
Lecturer, Department of Dynamics and Control,
University of Strathclyde
BUTTERWORTHS London 0
Technische Hochsdiule Darmstadt
Fachbereich Mechanik ,
CONTENTS
Preface 7
Foreword 9
Notation • 11
1 SYSTEMS WITH SEVERAL DEGREES OF FREEDOM 17
1.1 Introductory notes 17
1.2 Method of influence coefficients 19
1.3 Method of elasticity coefficients 32
1.4 Systems vibrating in several directions 43
1.5 Symmetry and cyclosymmetry of systems 46
1.6 Approximate methods 67
2 PRISMATIC BARS WITH UNIFORM MASS DISTRIBUTION 69
2.1 Method of influence coefficients; integral equations of motion 69
2.2 Differential equation of free lateral vibration of a uniform beam 71
2.3 Solution of the differential equation of free lateral vibration of a uniform beam 73
2.4 Moments and forces at the ends of a laterally vibrating bar 76
2.5 Longitudinal vibration . . 81
2.6 Torsional vibration 83
2.7 Lateral vibration of prismatic bars under an external harmonic load 85
2.8 Frequency functions 87
3 FRAME SYSTEMS COMPOSED OF PRISMATIC BARS 93
3.1 Application of the reciprocal theorem to systems with continuous mass distribution 93
3.2 Analysis of frame systems by the slope-deflection method 95
3.3 Simplified solution 119
3.4 The energy method 125
3.5 Modal analysis 132
3.6 Three-dimensional frame systems 138
4 SYSTEMS WITH NON-PRISMATIC MEMBERS 143
4.1 Straight bars of varying cross-section 143
4.2 Systems with bars of plane curvature « 168
4.3 Systems with bars of skew curvature 181
5 CYCLOSYMMETRIC SYSTEMS. SYSTEMS WITH REPEATED ELEMENTS 187
5.1 Three-dimensional cyclosymmetric systems 187
5.2 Continuous systems with repeated elements 205
6 SOME PROBLEMS OF DAMPED VIBRATION - 263
6.1 Damped vibration of frame systems • 263
6.2 A more general theory of damping 283
7 MOVING LOAD 305
7.1 Introductory notes 305
7.2 Dynamic effects on steel bridges with straight main girders of constant cross-section 305
7.3 Dynamic effects on reinforced concrete arch bridges 330
8 SECONDARY EFFECTS 351
8.1 Effect of shear deflection and rotatory inertia on lateral vibration 351
8.2 Effect of static axial force on lateral vibration 366
9 OTHER APPLICATIONS OF FREQUENCY FUNCTIONS F(a, d) 389
9.1 Transverse impact 389
9.2 Lateral vibration of plates 396
10 APPENDIX 407
10.1 Comprehensive tables of end moments and forces 407
10.2 Numerical tables of frequency functions 429
References 573
Index 577


Dynamics in engineering structures

Finite Element Simulations with ANSYS Workbench 2021: Theory, Applications, Case Studies

KIEROWANIE ( Quản trị)

Not a member yet