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Numerical Modeling of Solids and Structures
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Related lectures (46)
Diffusion in Gases, Liquids, Solids
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Covers the diffusion coefficient in gases, liquids, and solids, including the Matano method and atomic theory of diffusion.
Spectral Theorem: Min-Max Criterion
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Explores the Spectral Theorem, emphasizing the Min-Max Criterion for symmetric matrices and the properties of positive definite matrices.
Diffusion Mechanisms in Solids
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Explores diffusion mechanisms in solids, including vacancy and interstitial mechanisms, correlation between jumps, and structural influences on diffusion.
Calculating Volumes of Solids: Integration Techniques
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Covers the calculation of volumes of solids using integration techniques and examples of solids of revolution.
Rheology of Solids and Liquids
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Explores rheology of solids and liquids, including viscometric flows and non-Newtonian flows.
Phase Transitions: Real Gases
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Explores phase transitions, phase diagrams, and the behavior of water.
Arithmetic Functions: Multiplicative Functions and Dirichlet Convolution
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Covers multiplicative functions, Dirichlet convolution, and the Mobius function in arithmetic functions.
Crystal Symmetry: Axial Classes and Platonic Solids
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Covers the seven types of axial crystal classes and the five Platonic solids.
Deformation Analysis in Solids
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Explores the analysis of deformation in solids, emphasizing the importance of understanding stress, rotation, and translation.
Vectorworks Educational Version
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Introduces Vectorworks Educational Version for architectural drawings, covering tools, layers, and annotations.
Deformable Bodies: Axial Loading (1D)
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Covers equilibrium positions, stress, strain, material properties, and axial loading in deformable bodies.
Vibrations in Solids: Harmonic Oscillators and Phonons
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Explores vibrations in solids, including harmonic oscillators, phonons, and the Einstein model of heat capacity.
Regular Polyhedra: Definitions and Symmetries
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Explores the definitions and symmetries of regular polyhedra, focusing on the five known convex regular polyhedra from ancient times.
Thermal Conduction: Basics
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Covers the basics of thermal conduction, including the Fourier equation and heat transfer regimes.
Diffusion in Solids: Heterodiffusion
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Explores heterodiffusion in solids, discussing electrolyte diffusion, solute diffusion in crystals, crystal structures, and diffusion coefficients.
Low Rank Approximations
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Explores low rank approximations, spectral theorems, and orthogonality in matrices.
Deformable Structures I
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Covers axial loading, stiffness, Hooke's Law, displacement fields, and force determination in deformable structures.
Space Trusses & Frames
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Covers space trusses, frames, and machines, emphasizing equilibrium analysis and structural design principles.
Taylor Series: Convergence and Applications
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Explores Taylor series convergence and applications in approximating functions and solving mathematical problems.
Internal Equilibrium of Solids
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Covers the theory of elasticity, internal equilibrium, stress, and strain in deformable solid bodies.
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