CIRCULATING INTER-OPERATIONAL RESERVES: LONG-TIME ERRORS

The paper shows that for dozens of years some researchers have presented a formula for calculating changes in circulating inter-operational reserve in the working phase of the flow production line in a wrong way as a formula for calculating a maximum change in the circulating inter-operational reser...

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Main Author: G. A. Kalinkin
Format: Article
Language:Russian
Published: Belarusian National Technical University 2009-05-01
Series:Наука и техника
Online Access:https://sat.bntu.by/jour/article/view/642
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author G. A. Kalinkin
author_facet G. A. Kalinkin
author_sort G. A. Kalinkin
collection DOAJ
description The paper shows that for dozens of years some researchers have presented a formula for calculating changes in circulating inter-operational reserve in the working phase of the flow production line in a wrong way as a formula for calculating a maximum change in the circulating inter-operational reserve of the working phase and the paper proposes an algorithm for calculation of circulating reserve in a boundary point of working phases of straight flow line. Having calculated a maximum change of the circulating reserve in the working phases it is possible to obtain an algebraic sum of reserve changes . After that the total algebraic sum of circulating reserve changes in boundary points from the initial phase to the final one. According to a minimum value of the algebraic sum of  the reserve changes in the phases it is possible to find a boundary point of phases where the reserve is equal to zero. A reserve in any boundary point  of  phases  is  calculated  through  finding  an  absolute value of the algebraic sum of reserve changes from boundary point of phases, where the reserve is equal to zero, to the sought one.
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spelling doaj-art-995a7545bcca4afd8dcf6e83a7071c6f2025-08-20T02:36:07ZrusBelarusian National Technical UniversityНаука и техника2227-10312414-03922009-05-01036567635CIRCULATING INTER-OPERATIONAL RESERVES: LONG-TIME ERRORSG. A. Kalinkin0Minsk Institute of ManagementThe paper shows that for dozens of years some researchers have presented a formula for calculating changes in circulating inter-operational reserve in the working phase of the flow production line in a wrong way as a formula for calculating a maximum change in the circulating inter-operational reserve of the working phase and the paper proposes an algorithm for calculation of circulating reserve in a boundary point of working phases of straight flow line. Having calculated a maximum change of the circulating reserve in the working phases it is possible to obtain an algebraic sum of reserve changes . After that the total algebraic sum of circulating reserve changes in boundary points from the initial phase to the final one. According to a minimum value of the algebraic sum of  the reserve changes in the phases it is possible to find a boundary point of phases where the reserve is equal to zero. A reserve in any boundary point  of  phases  is  calculated  through  finding  an  absolute value of the algebraic sum of reserve changes from boundary point of phases, where the reserve is equal to zero, to the sought one.https://sat.bntu.by/jour/article/view/642
spellingShingle G. A. Kalinkin
CIRCULATING INTER-OPERATIONAL RESERVES: LONG-TIME ERRORS
Наука и техника
title CIRCULATING INTER-OPERATIONAL RESERVES: LONG-TIME ERRORS
title_full CIRCULATING INTER-OPERATIONAL RESERVES: LONG-TIME ERRORS
title_fullStr CIRCULATING INTER-OPERATIONAL RESERVES: LONG-TIME ERRORS
title_full_unstemmed CIRCULATING INTER-OPERATIONAL RESERVES: LONG-TIME ERRORS
title_short CIRCULATING INTER-OPERATIONAL RESERVES: LONG-TIME ERRORS
title_sort circulating inter operational reserves long time errors
url https://sat.bntu.by/jour/article/view/642
work_keys_str_mv AT gakalinkin circulatinginteroperationalreserveslongtimeerrors