Wells, C., McPhee, J., & Meguid, S. (1996). A Symbolic Toolbox for Investigating the Structure of Multibody Dynamics
References
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Baumal, A., & McPhee, J. (1996). Feller Buncher Planar Motion Boom Numerical Optimization Project 56 pages.
McPhee, J., & Anderson, R. (1996). A Model Reduction Procedure for the Dynamic Analysis of Rail Vehicles Subjected to Linear Creep Forces Vehicle System Dynamics, 25, 349-367.
McPhee, J. (1996). On the Use of Linear Graph Theory in Multibody System Dynamics Nonlinear Dynamics, 9, 73-90.
McPhee, J., & Legrow, I. (1995). Automated Generation of Symbolic Equations of Motion for Multibody Systems Using Absolute Coordinates University of Victoria, B.C.
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. (1994). Modelling and Simulation of Variable-Mass Mechanical Systems McGill University, Montreal, Canada.
Anderson, R., & McPhee, J. (1994). Use of a Model Reduction Procedure to Speed Up Time-Domain Simulations of Rail Vehicles Vehicle System Dynamics, 23 Supplement, 20-33.
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.