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Lecture
Plane Stress Analysis: Equilibrium and Transformation
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Related lectures (38)
Principal Stresses and Mohr's Circle
Explores principal stresses, Mohr's Circle, triaxial stress, Hooke's Law, and strain measurements.
Normal Stresses: Internal Stress and Strain
Introduces internal stress and strain, material properties, and design considerations for axial loads and direct shear.
Shear Center of Cross Sections
Introduces shear center in cross sections, unsymmetric loading, shear stresses, bending effects, and stress analysis at inclined sections.
Torsion of Axisymmetric Cross Sections
Explores the torsion of axisymmetric cross sections, focusing on circular bars of linearly elastic materials and their efficiency in resisting torsional loads.
Stresses due to Flexure
Explores normal stresses in beams, bending moments, neutral axis, and maximum stresses.
Yield Criteria for Ductile Materials
Covers strain measurements, plane strain conditions, and yield criteria for ductile materials.
Stress and Strain Transformations
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Explores stress and strain transformations, main stresses, safety factors, and failure criteria in structural mechanics.
Principal Stresses in 2D and 3D
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Explores principal stresses in 2D and 3D, deriving equations and understanding the relationship between shear and normal stresses.
Introduction to Structural Mechanics: Stress and Strain
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Covers stress equilibrium, strain, and constitutive equations in 2D and 3D.
Simple Shear: General Notions and Applications
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Explores simple shear, shear stress, strain energy, stress analysis, and torsional shear stress in simple twist.
3D Linear Elasticity & Beams
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Covers 3D linear elasticity, stress, strain, beams' behavior under loads, and torsion.
Bending of Straight Beams
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Covers stress analysis and strain energy in straight beams under bending.
Structural Mechanics: Beam Bending and Boundary Conditions
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Explores the moment-curvature relation for beams, emphasizing stress distribution and typical boundary conditions.
Transformation: Constraints and Deformations
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Explores the transformation of constraints and deformations in materials, focusing on stress analysis and tensor diagonalization.
Constraints and Deformations in 3D
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Explores constraints and deformations in 3D, stress matrices, internal forces, and shear stresses.
Linear Elasticity (3D)
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Explores linear elasticity in 3D, stress-strain relationship, isotropic materials, and shear stress importance.
Stress State Analysis: Shear Stress and Main Axes
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Analyzes stress states in the plane, focusing on shear stress, main axes, and safety factors.
Material Properties: Stress Analysis
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Covers material properties, stress-strain curves, failure criteria, and stress analysis.
Simple Traction or Compression
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Covers general notions and hypotheses of simple traction or compression, stress analysis, and strain energy in materials.
Axial Constraints: 1D
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Explains normal and shear stress calculations in prismatic bars under axial forces.
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