Chapter 1 Introduction , 1-11 Chapter 2 Fluid Statics , 12-33 Chapter 3 Mathematical Models of Fluid Motion , 34-83 Chapter 4 Dimensional Analysis & Similitude , 84-97 Chapter 5 Boundary Layer Flow & Flow in Pipes & Ducts , 98-143 Chapter 6 Incompressible Potential Flow , 144-177 Chapter 7 One Dimensional Compressible Flow , 178-207 Chapter 8 Two Dimensional Compressible …
Chapters 1 through 13 discuss core topics: 1 Introduction , 1-8 2 Atomic structure and interatomic bonding , 9-29 3 Structures of metals and ceramics , 30-75 4 Polymer structures , 7-101 5 Imperfections in solids , 102-125 6 Diffusion , 126-146 7 Mechanical properties , 147-196 8 Deformation and strengthening mechanisms , 197-233 9 Failure , 234-280 10 Phase diagrams…
PART I DYNAMICS OF PARTICLES 1 Chapter 1 Introduction to Dynamics 3 Chapter 2 Kinematics of Particles 21 Chapter 3 Kinetics of Particles 115 Chapter 4 Kinetics of Systems of Particles 263 PART II DYNAMICS OF RIGID BODIES 319 Chapter 5 Plane Kinematics of Rigid Bodies 321 Chapter 6 Plane Kinetics of Rigid Bodies 409 Chapter 7 Introduction to Three Dimensional Dynamics …
1 Matter & Measurements , 1-26 2 Atoms, Molecules, and Ions , 27-48 3 Chemical Formulas , 49-62 4 Chemical Reactions & Equations , 63-79 5 Sources of the Elements , 80-105 6 Thermochemistry , 106-134 7 Physical Behavior of Gases , 135-161 8 The Electronic Structure of Atoms , 162-193 9 Groups 1 & 2: the Metals & Their Compounds , 194-219 10 Covalent Bonding: Molecula…
Chapter 1 Single Degree of Freedom System , 1-31 Chapter 2 Two Degrees of Freedom , 32-70 Chapter 3 Several Degrees of Freedom , 71-113 Chapter 4 Torsional Vibration , 114-127 Chapter 5 Vibrations of Continuous Media , 128-150 Chapter 6 NonLinear Vibrations , 151-162 Chapter 7 Electrical Analogies , 163-173 Chapter 8 Analog Computer , 174-184 Chapter 9 Vibration & Sound , 185-197
1 Introduction , 2-17 2 First Order Equations , 18-59 3 Linear Differential Equations , 60-137 4 Difference Equations , 138-175 5 Power Series Solutions of Differential Equations , 176-225 6 Laplace Transforms , 226-279 7 Numerical Methods , 280-307 8 Matrices and Systems of Linear First Order Equations , 308-373 9 NonLinear Equations and Stability , 374-419 10 The Exi…