Pages that link to "Item:Q872875"

The following pages link to On the foundations of analytical dynamics (Q872875):

Displaying 47 items.

• A natural absolute coordinate formulation for the kinematic and dynamic analysis of rigid multibody systems (Q329149) (← links)
• Constrained motion of Hamiltonian systems (Q333014) (← links)
• An application of the Udwadia-Kalaba dynamic formulation to flexible multibody systems (Q468223) (← links)
• Permissible control of general constrained mechanical systems (Q468225) (← links)
• Forward and inverse dynamics of nonholonomic mechanical systems (Q475454) (← links)
• Closed form solution for the equations of motion for constrained linear mechanical systems and generalizations: an algebraic approach (Q508349) (← links)
• Hamel's paradox and the foundations of analytical dynamics (Q603096) (← links)
• Eliminating constraint drift in the numerical simulation of constrained dynamical systems (Q658303) (← links)
• Vehicle motion control under equality and inequality constraints: a diffeomorphism approach (Q785290) (← links)
• Another form of equations of motion for constrained multibody systems (Q840400) (← links)
• Is analytical dynamics a theoretical or an experimental science? (Q999452) (← links)
• Dynamics of systems with nonintegrable constraints. V: Freedom principle and ideal constraints condition (Q1122370) (← links)
• Fundamental principles of Lagrangian dynamics: Mechanical systems with non-ideal, holonomic, and nonholonomic constraints (Q1589963) (← links)
• A novel adaptive robust control approach for underactuated mobile robot (Q1738530) (← links)
• Readdressing the classic falling U-chain problem by a modular nonlinear FEM approach (Q1794121) (← links)
• Adaptive robust control methodology for active roll control system with uncertainty (Q1798163) (← links)
• Analytical dynamics with constraint forces that do work in virtual displacements. (Q1855000) (← links)
• Constrained motion revisited (Q1892066) (← links)
• Electromagnetic gyroscopic motion (Q1952943) (← links)
• A novel computer-oriented dynamical approach with efficient formulations for multibody systems including ignorable coordinates (Q2306792) (← links)
• An alternative proof for the explicit equations of motion for mechanical systems with independent non-ideal constraints (Q2383884) (← links)
• Equations of motion for constrained multibody systems and their control (Q2499365) (← links)
• Analytical method to solve for ideal constrained forces in nonholonomic systems (Q2900655) (← links)
• The fundamental equations in analytical mechanics for nonholonomic systems (Q2983562) (← links)
• Explicit equations of motion for constrained mechanical systems with singular mass matrices and applications to multi-body dynamics (Q3503368) (← links)
• Orthogonal projections and the dynamics of constrained mechanical systems (Q3533899) (← links)
• Optimal tracking control of nonlinear dynamical systems (Q3560323) (← links)
• (Q4251252) (← links)
• Models for Constrained Motion and d'Alembert's Principle (Q4292369) (← links)
• (Q4309509) (← links)
• Equations of motion for constrained mechanical systems and the extended d’Alembert’s principle (Q4345409) (← links)
• (Q4457204) (← links)
• A New Approach for Vehicle Lateral Velocity and Yaw Rate Control with Uncertainty (Q4576619) (← links)
• Recursive modular modelling methodology for lumped-parameter dynamic systems (Q4644827) (← links)
• Analytical Dynamics (Q4856598) (← links)
• On the equations of motion in constrained multibody dynamics (Q5167922) (← links)
• (Q5176145) (← links)
• On the Problem of Analyticity in Dynamics (Q5846891) (← links)
• On constrained motion (Q5892645) (← links)
• Equations of motion for general constrained systems in Lagrangian mechanics (Q5962236) (← links)
• Adaptive constraint‐following control for uncertain nonlinear mechanical systems with measurement error (Q6083796) (← links)
• Structured learning of rigid‐body dynamics: A survey and unified view from a robotics perspective (Q6089645) (← links)
• Extended constraint enforcement formulations for finite-DOF systems based on Gauss's principle of least constraint. Overcoming limitations in applications to systems with singular mass matrices (Q6132384) (← links)
• Derivation and simulation of a two-phase fluid deformable surface model (Q6142990) (← links)
• Controlling tractor-semitrailer vehicles in automated highway systems: adaptive robust and Lyapunov minimax approach (Q6578615) (← links)
• Robust approximate constraint-following control design for typical manipulator systems (Q6578970) (← links)
• Optimal robust vehicle motion control under equality and inequality constraints (Q6581017) (← links)