Advanced Mechanics |
Contents
Newtonian Mechanics | 1 |
Lagrangian Mechanics | 52 |
Orbital Mechanics | 98 |
Copyright | |
8 other sections not shown
Common terms and phrases
a₁ acceleration angle angular velocity approximate assume atoms axis barycenter boundary conditions C₁ Cartesian center of mass coefficient collision components configuration consider constant constraint defined derivative dynamical eigenfunction eigenvalue electron ellipsoid equations of motion equilibrium expression extremum problem formulation function gimbal gravitational gyrocompass gyroscopic Hamilton's principle Hamiltonian Hence I₁ inertia ellipsoid inertia tensor integration involved kinematical kinetic energy Lagrangian linear M₁ magnitude mathematical matrix mechanics method metric tensor moment of inertia momentum natural frequencies Newtonian nutation obtain orbital oscillator p-n junction parameters particle perturbation plane position postulate potential precession principal axes quantum relative relativistic result rigid body rotation rotor scalar equations sin² space spin stationary Substitution into Eq surface symmetry techniques theory trajectory transformation trial solution two-body problem unit vectors vanish variable variation virtual displacement zero ду дх
References to this book
Perturbation Techniques for Flexible Manipulators Anthony R. Fraser,Ronald Daniel Limited preview - 1991 |