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You can choose your language settings from within the program. Fine abrasives, be they loose or fixed, are invariably used in the production of components of the highest quality in terms of form and finish accuracy, and surface integrity. For economic manufacture and for improved reliability of brittle materials, an understanding of the mechanisms of material removal in fine abrasive processes, as well as the nature of damage imparted, are essential prerequisites. Knowledge of the removal mechanisms and nature of damage can enable process improvement and minimize, if not altogether eliminate, surface and subsurface damage. This paper focuses on fine abrasive processes with emphasis on material removal in brittle workmaterials. Generally, indentation models are used to simulate abrasion and polishing. An attempt is made to rationalize various models by linking conventional machining, grinding, ultraprecision machining, and indentation sliding as a cognate transition for material removal operations.
To use analytical models as predictive tools for finishing of brittle materials, it is necessary to integrate existing understanding into a comprehensive model of the process. This paper reports on some significant technological advances in fine abrasive processes which have been made. Check if you have access through your login credentials or your institution. We review our recent efforts in understanding the resonance properties of metallic ring systems using a rigorous mode-expansion theory. In the quasi-static limit, we established a matrix-form circuit equation to calculate the frequencies and current distributions for all resonance modes in a ring system. We show that the circuit equations can be analytically solved in the thin-wire limit. Our theoretical results were all successfully verified by finite-different-time-domain simulations on realistic systems and available experiments.
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