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PROJECT FILES
Type: Video Links
Title Author Description
Two-Force and Multi-Force Members - Introduction | Two-Force and Multi-Force Members - Introduction Michael Seica
Two-Force and Multi-Force Members - Multi- vs. Two-Force Members | Two-Force and Multi-Force Members - Multi- vs. Two-Force Members Michael Seica
Types of Beams - Introduction | Types of Beams - Introduction Michael Seica
Types of Beams - Beams. Support Conditions. Loads on Beams | Types of Beams - Beams. Support Conditions. Loads on Beams Michael Seica
Internal Forces in Beams - Introduction | Internal Forces in Beams - Introduction Michael Seica
Internal Forces in Beams - Sign Convention | Internal Forces in Beams - Sign Convention Michael Seica
Internal Forces in Beams - Shear Force and Bending Moment Diagrams | Internal Forces in Beams - Shear Force and Bending Moment Diagrams Michael Seica
Internal Force Diagrams - Section Cuts Method - Introduction | Internal Force Diagrams - Section Cuts Method - Introduction Michael Seica
Internal Force Diagrams - Section Cuts Method - Example | Internal Force Diagrams - Section Cuts Method - Example Michael Seica
Relations Between the Internal Forces - Introduction | Relations Between the Internal Forces - Introduction Michael Seica
Relations Between the Internal Forces - Load, Shear Force and Bending Moment | Relations Between the Internal Forces - Load, Shear Force and Bending Moment Michael Seica
Relations Between the Internal Forces - The Ten Golden Rules | Relations Between the Internal Forces - The Ten Golden Rules Michael Seica
Internal Force Diagrams - Analytical Method - Introduction | Internal Force Diagrams - Analytical Method - Introduction Michael Seica
Internal Force Diagrams - Analytical Method - Example 2 | Internal Force Diagrams - Analytical Method - Example 2 Michael Seica
Internal Force Diagrams - Analytical Method - Example 3 | Internal Force Diagrams - Analytical Method - Example 3 Michael Seica
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Mechanics
Project Display Image:
The principles of statics are applied to composition and resolution of forces, moments and couples. The equilibrium states of structures are examined. Throughout, the free body diagram concept is emphasized. Vector algebra is used where it is most useful, and stress blocks are introduced. Shear force diagrams, bending moment diagrams and stress-strain relationships for materials are discussed. Stress and deformation in axially loaded members and flexural members (beams) are also covered.
 
Project Lead(s): Michael Seica
Project Collaborator(s): Matt Gow
Project Team Members: Min Sun
Details
Used in:
APS160

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