Separation Processes of Granular Materials by Sizes at the Sieve Classifiers
Separation Processes of Granular Materials by Sizes at the Sieve Classifiers
摘要
A mathematical model of the kinetics of thin-layer separation of granular materials by size stacked sieve classifiers based on the theory of Markov processes is constructed. The probability of screening in a cell in the shape and size of the holes and particle sieve material shared with the influence of the relative speed of their movement was determined. Residues on whole meal with sieves were identified by a kinetic model and numerical calculations, the efficacy of separation.
参考文献5
-
1Nepomnyashy, Y. A. Kinetics of the Some Processes of Processing of Disperse Materials. Theoretical Bases of Chemical Technologies 1973, 7, 754-763.
-
2Nigmatullin, R. I. Dynamics of Multiphase Environments. Science 1987,464.
-
3Tihonov, V. I.; Mirinov, M. A. Markoff Process. Soy. Radio 1977, 206.
-
4Kazakov, V. A. Introduction in the Theory of the Markov-Processes and Some Radio Engineering Problems. SOy. Radio 1973, 231.
-
5Klyatskin, V. I. Stochastic Equations: V.2. Coherent Phenomena in Stochastic Dynamical Systems. Fizmatlit 2008.
-
1刘建亚,廖明哲,王天泽.The number of powers of 2 in a representation of large even integers (I)[J].Science China Mathematics,1998,41(4):386-398. 被引量：1
-
2贾佳,谢常青.Phase zone photon sieve[J].Chinese Physics B,2009,18(1):183-188. 被引量：2
-
3贾朝华.Goldbach numbers in short interval (I)[J].Science China Mathematics,1995,38(4):385-406.
-
4刘建亚,展涛.Sums of five almost equal prime squares II[J].Science China Mathematics,1998,41(7):710-722. 被引量：8
-
5POLKOWSKI Lech.Toward the inner logic in data： Granular structures as the frame for classifiers[J].重庆邮电大学学报（自然科学版）,2008,20(3):335-340.
-
6张振友,郭强,黄立坡,杨岐子.基于马尔可夫过程的武器系统相关失效分析[J].火力与指挥控制,2012,37(7):117-119. 被引量：4
-
7Ying Chun CAI Department of Mathematics, Shanghai University, Shanghai 200436. P. R. China.Chen's Theorem with Small Primes[J].Acta Mathematica Sinica,English Series,2002,18(3):597-604.
-
8贾朝华.Difference between consecutive primes[J].Science China Mathematics,1995,38(10):1163-1186.
-
9贾朝华.Goldbach numbers in short interval (Ⅱ)[J].Science China Mathematics,1995,38(5):513-523.
-
10陆鸣皋,蔡迎春.Chen's theorem in arithmetical progressions[J].Science China Mathematics,1999,42(6):561-569.
