
Explore solid mechanics, energy principles, and plate theories. Learn governing equations, solution methods, and practical applications using MATLAB and ABAQUS.

Explore the fundamental concepts of material fracture, theoretical strength calculations, and surface energy through elastic modulus and lattice spacing analysis.

Explore contact constraint enforcement in scientific simulations using Tribol, an open-source library for MFEM. Learn about MPI parallel implementation, Lagrangian methods, and integration with MFEM-based codes.

Explore finite element methods for hyperelastic materials, covering PDE models, large deformations, and multiphysics coupling in solid mechanics.

Explore the physics and physiology of wet, active solids, examining their unique properties and applications in biological systems and nonequilibrium dynamics.

Master equilibrium of forces by resolving vectors into horizontal and vertical components in 2D Cartesian coordinates. Apply static equilibrium conditions to solve particle equilibrium problems.

Master vector resolution and static equilibrium in 2D systems. Learn to analyze particle equilibrium using horizontal and vertical components in Cartesian coordinates.

Explore pressure in solids and fluids, solving JAMB problems to prepare for physics exams. Master key concepts and problem-solving techniques for academic success.

Explore elasticity of solids, covering Young's, Shear, and Bulk moduli. Learn to calculate deformation in stretching, compression, shearing, and volume changes for various materials and applications.

Explore bonding character variations and fundamental concepts of stress and strain in materials engineering.