Summary
Desription of the numerical method of calculating the distribution of: temperature, pressure, electrolyte velocity, gas concentration and gap thickness along the electrochemically machined surface in the steady state will be presented.
An example of the numerical procedure and experimental results of the electrochemical machining by a flat electrode will also be given.
The presented method can be applied to design the working electrode during the accuracy analysis and optimization of the ECM process.
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Notes
A.G. Bruggeman — Physikalischer Konstanten von Heterogenen Substanzen, Ann. PhyS. Leipzig 1935 vol.24, p.636.
A.I. Dikusar, et al — Elektrodnyie procesy i procesy pierenosa pri elektrochimice—skoj razmiernoj obrabotkie, Stinca, Kiseniev 1983.
Van Wijngaarden L — “Some problems in the formulation of the equation for gas/ liquid flow” Proc. of the 14th IUTAM Congress. Delft 1976 p.528
F. Fluerenbrock, R.D. Zerkle, J.F. Thorpe “Compressibility effect in electrochemical machining”, Trans. ASME Journal of Engineering for Industry May 1976, p.423
Shu-Min Zhu, Ch. Larsson, J. Bannard — “On the use of dilute solutions as ECM electrolytes. Proc. of the ISEM — 7 Birmingham, 1983 p.405.
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© 1988 Department of Mechanical Engineering University of Manchester Institute of Science and Technology
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Kozak, J., Lubkowski, K. (1988). A Computation of Physical Conditions and Geometry of the Gap in the Steady State of Electrochemical Machining. In: Davies, B.J. (eds) Proceedings of the Twenty-Seventh International Matador Conference. Palgrave, London. https://doi.org/10.1007/978-1-349-09912-2_38
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DOI: https://doi.org/10.1007/978-1-349-09912-2_38
Publisher Name: Palgrave, London
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