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Related lectures (28)
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Bernoulli Principle: Applications
Explores the application of the Bernoulli principle in fluid mechanics.
Lagrange II: Principle of D'Alembert
Explores the Principle of D'Alembert and perfect constraints in mechanical systems, demonstrating their application through examples like the simple pendulum.
Work, Potential Energy and Virtual Work
Explores work, potential energy, and virtual work in statics and dynamics, emphasizing equilibrium states and stability.
Derivation of Boundary Conditions
Covers the derivation of boundary conditions for total energy in bending and stretching of plates.
Deduction of Lagrange Formula II
Covers the deduction of the Lagrange formula and virtual displacements with examples of spherical slides.
Static Analysis: Simple Beam
Covers the calculation of reaction forces in a simple beam using virtual trips and single cuts.
Calculating Deformations: Virtual Work Principles
Discusses the principles of calculating deformations in structures using virtual work methods and the impact of temperature on material behavior.
Structural Analysis: Beam Elements and Virtual Work
Covers the analysis of beam elements using virtual work principles.
Derivation of Boundary Conditions in Mechanics of Slender Structures
Covers the derivation of boundary conditions in mechanics of slender structures, focusing on total energy variation and equilibrium equations.
Nonlinear Analysis of Structures: Model Fidelities & Plasticity
Introduces model fidelities, plastic hinges, and concentrated plasticity in nonlinear structural analysis.
