Abstract

The response and stability of a high speed extended length tool holder subjected to cutting forces typical of milling operations are studied. The system is modeled as a rotating, tapered, filament-wound composite. Timoshenko shaft having clamped-free supports, and subjected to fluctuating, deflection-dependent, cutting-type end loads. Viscous damping is also included in the model. The general Galerkin method is used to satisfy spatial dependence in the system equations, and the monodromy matrix method and numerical integration are used to determine the system’s stability and response, respectively.

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