TY - JOUR
T1 - STUDY ON FACILITIES LOCATION WITH TIE SET.
AU - Nakai, Shigeyuki
AU - Yoshimoto, Kazuho
PY - 1980
Y1 - 1980
N2 - Deals with the problem of facilities location, sometimes called plant layout. Some facilities location algorithms are developed based upon such graphic theory as spanning tree, planar graph and dual graph. In this paper, nodes are defined as facilities and arrows are defined as materials flow, the information of intraplant movement of materials being described by use of oriented graph. An algorithm, which finds out ″the minimum backward materials flow location″ is developed to rationalize the intraplant facilities location, on the assumption that the facilities locate in a straight line. the feature of this algorithm is in the ability to select the optimal solution, only by using easy matrices manipulation. For verification of it, a trial of this algorithm in regard to 6 actual facilities data is made.
AB - Deals with the problem of facilities location, sometimes called plant layout. Some facilities location algorithms are developed based upon such graphic theory as spanning tree, planar graph and dual graph. In this paper, nodes are defined as facilities and arrows are defined as materials flow, the information of intraplant movement of materials being described by use of oriented graph. An algorithm, which finds out ″the minimum backward materials flow location″ is developed to rationalize the intraplant facilities location, on the assumption that the facilities locate in a straight line. the feature of this algorithm is in the ability to select the optimal solution, only by using easy matrices manipulation. For verification of it, a trial of this algorithm in regard to 6 actual facilities data is made.
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U2 - 10.1299/jsme1958.23.1396
DO - 10.1299/jsme1958.23.1396
M3 - Article
AN - SCOPUS:0019050914
SN - 0021-3764
VL - 23
SP - 1396
EP - 1401
JO - Bulletin of the JSME
JF - Bulletin of the JSME
IS - 182
ER -