A mathematical approach for analyzing ultra precision positioning system with compliant mechanism

By S. Park, S. Yang. 2005

48 citations recorded by the source corpus.

Subfields: Control and Systems Engineering, Mechanical Engineering

View Paper: https://www.semanticscholar.org/paper/82dc5caa152ad938bf0ce57ae015e9df9274ff04

Citations in the corpus

• Design and Control of a Three-Axis Serial-Kinematic High-Bandwidth Nanopositioner (2012, unknown): “21(t/h)(1 − (t4/12h4))] is the approximate torsional moment of inertia [21], I = ht3/12 is the second moment of inertia about the vertical z-axis, V is the shear force, and α is a shape factor for the cross section used in the shear equation (for a rectangular cross section α = 6/5) [20]–[22].”