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- W3150962772 abstract "The solution of the AKERS-FRIEDMAN production scheduling problem for the case of two parts and m machines (2Xm) is given. The combination of dynamic programming and graphical approaches makes the method of solution especially effective. Even for large m the solution is very quickly obtained by using the proposed method. The case nXm is discussed and a 3X10 example is solved. 8 AKERS AND J. FRIEDMAN' considered in 1955 the following * problem: Given n parts to be fabricated on each of m machines. The order of scheduling (operating sequence) each part through the machines and the operating time of each part on each machine are given. The problem is to find the sequence of fabricating the parts so that the total elapsed time to complete the manufacture of all parts is minimal. The method of solution for the case of two parts and m machines is given. The method is based upon S. AKERS graphical approach and I assume that the" @default.
- W3150962772 created "2021-04-13" @default.
- W3150962772 creator A5083557499 @default.
- W3150962772 date "2016-01-01" @default.
- W3150962772 modified "2023-09-26" @default.
- W3150962772 title "SOLUTION OF THE AKERS-FRIEDMAN SCHEDULING PROBLEM" @default.
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