McPhee, J. (1993). Two Different Methods for Simulating the Motion of Variable-Mass Multibody Systems In W. Schiehlen (Ed.), Advanced Multibody System Dynamics: Simulation and Software Tools (pp. 385-390). Kluwer Academic.
Reference author: John McPhee
First name
John
Last name
McPhee
McPhee, J., & Ambrosio, J. (1993). On the Use of Linear Graph Theory in Multibody System Dynamics (M. Pereira, Ed.). Troia, Portugal.
McPhee, J., & Geradin, M. (1991). Introduction of a Variable-Mass Element Into a Multibody Dynamic Formulation Munich, Germany.
McPhee, J. (1995). Graph-Theoretic Formulation of Multibody Dynamics Equations in a Hybrid Set of User-Defined Coordinates University of Victoria, B.C.
McPhee, J., & Legrow, I. (1995). Automated Generation of Symbolic Equations of Motion for Multibody Systems Using Absolute Coordinates University of Victoria, B.C.
Wells, C., McPhee, J., & Meguid, S. (1996). A Symbolic Toolbox for Investigating the Structure of Multibody Dynamics
McPhee, J. (1996). Modelling of Spatial Mechanical Systems using Linear Graph Theory and "Branch Coordinates" Virginia Polytechnic Institute.
Baumal, A., McPhee, J., & Calamai, P. (1996). Genetic Algorithm Optimization for Active Vehicle Suspension Design (S. Meguid, Ed.).
Shi, P., & McPhee, J. (1997). A Graph-Theoretic Virtual Work Formulation for Flexible Multibody Dynamics