Structure Analysis I Lecture 3 Analysis of Statically
- Slides: 22
Structure Analysis I
Lecture 3 Analysis of Statically Determinate Structures
Idealized Structure • In real sense exact analysis of a structure can never be carried out.
Support connection • Pin support and pin connection
• Fixed support & fixed connection
• Roller support
Support for coplanar structures
Idealized Structure
Equation of Equilibrium • In x-y plane Internal loading
Determinacy & Stability • Determinacy: when all the forces in structure can be determined from equilibrium equation , the structure is referred to as statically determinate. Structure having more unknown forces than available equilibrium equations called statically indeterminate n • If is number of structure parts & unknown forces: r = 3 n, statically determinate r > 3 n, statically indeterminate r is number of
Classify determinate & indeterminate structure
• Stability Partial Constraints
• Improper Constraints This can occur if all the support reactions are concurrent at a point.
• This can occur also when the reactive forces are all parallel In General r < 3 n, Then the structure is Unstable r >= 3 n, Also, Unstable if member reactions are concurrent or parallel or some of the components form a collapsible mechanism
Classify The structure Stable or Unstable
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- Disadvantages of statically indeterminate structures
- Statically determinate and indeterminate structures
- Advantages of indeterminate structures
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- Statically indeterminate torque loaded members
- Saint venant principle
- Betti theorem
- Axial load example
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- Statically indeterminate beam fixed at both ends
- Classify each of the structures as statically determinate
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