Affiliation:
1. Applied Physics Department, Cornell Aeronautical Laboratory, Inc., Buffalo, N. Y.
Abstract
Profiles of abrasive surfaces are analyzed by means of Markov chain theory. The Chapman-Kolmogorov equations, together with recurrent-event theory, are used to deduce theoretical distributions for such important statistics as the distances between effective cutting points and the lengths of lands on a worn grinding surface. Both first-order and second-order Markov chains are examined for their applicability to a stochastic model of the grinding process.
Cited by
13 articles.
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