These two complementary works can impact the understanding of the rotational dynamics in solid mechanics, in general, and the Euler equation, in particular.

The field of dynamics concerning gyrostats and rigid bodies continues to be a vibrant area of research, integrating sophisticated mathematical methods with practical challenges in aerospace ...

Linear momentum: rigid bodies In a homework problem for this course, students are asked to consider the motion of a system made up of a plate (having a mass of m) which is pinned to a cart B (having a ...

Good body mechanics will keep you injury-free while helping improve your performance in the work world and in your sport of choice.

By linking notions from Lagrangian and Hamiltonian mechanics of rigid bodies, the investigators have defined human shape as a Riemannian metric space generalizing D'Arcy Thompson's classical ...

This class covers the foundations of rigid multi-body mechanics. Topics include geometry of rigid bodies, rotating bodies, Lagrangian mechanics and variational principles, conservation of energy and ...

By linking notions from Lagrangian and Hamiltonian mechanics of rigid bodies, the investigators have defined human shape as a Riemannian metric space generalizing D'Arcy Thompson's classical ...

In this work, we consider a model system where a rigid cylindrical punch is detached from an elastic substrate under normal force, shear force or both. Our focus is to determine the pull-off force and ...

1.1 Mechanics of rigid bodies:Equations of equilibrium in space and its application; first and second moments of area; simple problems on friction; kinematics of particles for plane motion ...