DYNAMICS AND MODELING OF TRANSPORT TECHNOLOGICAL MACHINES FOR AGRICULTURE

Abstract

The scientific basis for the dynamics and mechanical-mathematic simulation of the transport technological machines for agriculture as the multivariable oscillatory systems with holonomic and nonholonomic constraints under the non-stationary random perturbations is described. It has permitted to represent the output variable dynamic systems of the agricultural machines, on the ground of Lagrange multiplier method, in matrices and graphically.

Keywords

• dynamics
• modeling
• variables
• holonomic and nonholonomic constraints
• non-stationary random dis-turbances
• lagrange multipliers
• matrices
• graphs.