Nguồn ngoài
Engineering Statics: Open and Interactive
This book’s content should prepare you for subsequent classes covering Engineering Mechanics: Dynamics and Mechanics of Materials. At its core, Engineering Statics provides the tools to solve static equilibrium problems for rigid bodies. The additional topics of resolving internal loads in rigid bodies and computing area moments of inertia are also included as stepping stones for later courses.
- Tác giả
- Daniel W. Baker and William Haynes
- Nhà xuất bản
- Colorado State University and Massachusetts Maritime Academy
- Nguồn
- LibreTexts
- Giấy phép
- CC BY-NC-SA
- Ngôn ngữ
- EN
Mục lục· 93 mục
- 01: Introduction to Statics
- 1.01: Newtons Laws of Motion
- 1.02: Units
- 1.03: Forces
- 1.04: Problem Solving
- 02: Forces and Other Vectors
- 2.01: Vectors
- 2.02: One-Dimensional Vectors
- 2.03: Two Dimensional Coordinate Systems
- 2.04: Three Dimensional Coordinate Systems
- 2.05: Unit Vectors
- 2.06: Vector Addition
- 2.07: Dot Products
- 2.08: Cross Products
- 2.09: Exercises
- 03: Equilibrium of Particles
- 3.01: Equilibrium
- 3.02: Particles
- 3.03: Particles in One Dimension
- 3.04: Particles in Two Dimensions
- 3.05: Particles in Three Dimensions
- 3.06: Exercises
- 04: Moments and Static Equivalence
- 4.01: Direction of a Moment
- 4.02: Magnitude of a Moment
- 4.03: Varignons Theorem
- 4.04: Moments in Three Dimensions
- 4.05: Couples
- 4.06: Equivalent Transformations
- 4.07: Statically Equivalent Systems
- 4.08: Exercises
- 05: Rigid Body Equilibrium
- 5.01: Degree of Freedom
- 5.02: Free Body Diagrams
- 5.03: Equations of Equilibrium
- 5.04: 2D Rigid Body Equilibrium
- 5.05: 3D Rigid Body Equilibrium
- 5.06: Stability and Determinacy
- 5.07: Equilibrium Examples
- 5.08: Exercises
- 06: Equilibrium of Structures
- 6.01: Structures
- 6.02: Interactions between members
- 6.03: Trusses
- 6.04: Method of Joints
- 6.05: Method of Sections
- 6.06: Frames and Machines
- 6.07: Summary
- 6.08: Exercises
- 07: Centroids and Centers of Gravity
- 7.01: Weighted Averages
- 7.02: Center of Gravity
- 7.03: Center of Mass
- 7.04: Centroids
- 7.05: Centroids using Composite Parts
- 7.06: Average Value of a Function
- 7.07: Centroids using Integration
- 7.08: Distributed Loads
- 7.09: Fluid Statics
- 7.10: Exercises
- 08: Internal Loadings
- 8.01: Internal Loads
- 8.02: Sign Conventions
- 8.03: Internal Loads at a Point
- 8.04: Shear and Bending Moment Diagrams
- 8.05: Section Cut Method
- 8.06: Relation Between Loading Shear and Moment
- 8.07: Graphical Method
- 8.08: Integration Method
- 8.09: Geogebra Interactives
- 8.10: Summary
- 8.11: Exercises
- 09: Friction
- 9.01: Friction
- 9.1.01: Dry Friction
- 9.1.02: Slipping vs. Tipping
- 9.1.03: Wedges
- 9.1.04: Screw Threads
- 9.1.05: Flexible Belt
- 9.1.06: Journal Bearings
- 9.1.07: Disc Friction
- 9.1.08: Exercises
- 9.02: Untitled Chapter 5
- 10: Moments of Inertia
- 10.01: Integral Properties of Shapes
- 10.02: Moments of Inertia of Common Shapes
- 10.03: Parallel Axis Theorem
- 10.04: Moment of Inertia of Composite Shapes
- 10.05: Polar Moment of Inertia
- 10.06: Radius of Gyration
- 10.07: Products of Inertia
- 10.08: Mass Moment of Inertia
- 10.09: Exercises