Effects of Spherical Targets on Capacitive Displacement Measurements

Author:

Vallance R. Ryan1,Marsh Eric R.2,Smith Philip T.3

Affiliation:

1. Precision Systems Laboratory, The George Washington University, 738 Phillips Hall, 801 22nd St., N.W., Washington, DC 20052

2. Machine Dynamics Research Laboratory, The Pennsylvania State University, 21 Reber Building, University Park, PA 16802

3. Mechanical Engineering, University of Kentucky, 015 Ralph G. Anderson Building, Lexington, KY 40506

Abstract

Capacitive displacement sensors are widely used in precision manufacturing and metrology because they measure displacements with nanometer resolution. Prior literature usually treats capacitive sensors consisting of electrodes arranged as parallel plates. In this work, the target electrode is spherical, which is common in machine tool metrology, spindle metrology, and the measurement of sphericity. The capacitance due to a gap between flat and spherical electrodes is less than that of two flat electrodes, which causes four effects. As the diameter of the target electrode is reduced, the sensitivity increases, the sensing range decreases, the sensing range shifts toward the target, and the sensor becomes nonlinear. This paper demonstrates and quantifies these effects for a representative capacitive sensor, using finite element analysis and experimental testing. For larger spheres, the effects are correctible with apparent sensitivities, but measurements with the smallest spheres become increasingly nonlinear and inaccurate.

Publisher

ASME International

Subject

Industrial and Manufacturing Engineering,Computer Science Applications,Mechanical Engineering,Control and Systems Engineering

Reference41 articles.

1. ANSI/ASME B5.54, 1992, Methods for Performance Evaluation of Computer Numerically Controlled Machining Centers, ASME, New York.

2. ANSI/ASME B5.57, 2000, Methods for Performance Evaluation of Computer Numerically Controlled Lathes and Turning Centers, ASME, New York.

3. ANSI/ASME B89.3.4M, 1985, Axes of Rotation–Methods for Specifying and Testing, ASME, New York.

4. Grejda, R. D., 2002, “Use and Calibration of Ultra Precision Axes of Rotation with Nanometer Level of Metrology,” Ph.D. thesis, Penn State University, State College, PA.

5. Morgan, V. T., and Brown, D. E., 1969, “A Differential-Capacitance Transducer for Measuring Small Displacements,” J. Phys. E, 2, pp. 793–795.

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