equilibrium of rigid bodies
Equilibrium of Rigid Bodies
Equilibrium of Rigid Bodies is a fundamental topic in Statics of Rigid Bodies.
Relevance to Philippine Standards: The concepts discussed here are foundational for understanding the provisions of the National Structural Code of the Philippines (NSCP) 2015, Volume 1, particularly in the analysis of forces and structural response.
Support Reactions (2D and 3D)
Key concepts to master in Support Reactions (2D and 3D): Support Reactions (2D and 3D) relates to Support Reactions. Supports constrain the motion of a body. Common supports include rollers (forces perpendicular to surface), pins (forces in two directions), and fixed supports (forces and moments).
- Practical application involves solving problems using the governing equations and principles.
Free-Body Diagrams for Rigid Bodies
Key concepts to master in Free-Body Diagrams for Rigid Bodies: Free-Body Diagrams for Rigid Bodies relates to Free-Body Diagrams. A free-body diagram (FBD) is a sketch of the body isolated from its surroundings, showing all external forces and moments acting on it. It is the most crucial step in solving equilibrium problems.
- Practical application involves solving problems using the governing equations and principles.
Equations of Equilibrium
Key concepts to master in Equations of Equilibrium: Equations of Equilibrium is a critical concept in engineering mechanics. It involves the study of forces, motion, and deformation, requiring a solid understanding of fundamental principles and mathematical application.
- Practical application involves solving problems using the governing equations and principles.
Constraints and Statical Determinacy
Key concepts to master in Constraints and Statical Determinacy: Constraints and Statical Determinacy is a critical concept in engineering mechanics. It involves the study of forces, motion, and deformation, requiring a solid understanding of fundamental principles and mathematical application.
- Practical application involves solving problems using the governing equations and principles.