392 research outputs found
Automatisch plannen:de toegevoegde waarde van automatisch plannen voor de voorraadbeheersing van verbruiksartikelen binnen KLM Engineering & Maintenance
Using break quantities for tactical optimisation in multistage distribution systems
In this chapter we discuss a tactical optimisation problem that arises in a multistage distribution system where customer orders can be delivered from any stockpoint. A simple rule to allocate orders to locations is a break quantity rule, which routes large orders to higher-stage stockpoints and small orders to end-stockpoints. A so-called break quantity determines whether an order is small or large. We present a qualitative discussion on the implications of this rule for the marketing process, and a qualitative and quantitative analysis on the implications for the transportation and inventory costs. Furthermore, we present a case study for a company that implemented a break quantity rule. Finally, in the last section the main results are summarised.marketing;inventory;transportation;break quantity rule;distribution systems
An overview of inventory systems with several demand classes
In this chapter we discuss inventory systems whereseveral demand classes may be distinguished. In particular, we focus on single-location inventory systems and we analyse the use of a so-called critical level policy. With this policy some inventory is reserved for high-priority demand. A number of practical examples whereseveral demand classes naturally arise are presented, and the implications and modelling of the critical level policy in distribution systems are discussed. Finally, an overview of theliterature on inventory systems with several demand classes is given.rationing;Inventory;demand classes;critical level
An overview of inventory systems with several demand classes
In this chapter we discuss inventory systems where
several demand classes may be distinguished. In particular, we focus on single-location inventory systems and we analyse the use of a so-called critical level policy. With this policy some inventory is reserved for high-priority demand. A number of practical examples where
several demand classes naturally arise are presented, and the implications and modelling of the critical level policy in distribution systems are discussed. Finally, an overview of the
literature on inventory systems with several demand classes is given
Inventory rationing in an (s, Q) inventory model with lost sales a two demand classes
Whenever demand for a single item can be categorized into classes of different priority, an inventory rationing policy should be
considered. In this paper we analyse a continuous review (s,Q) model with lost sales and two demand classes. A so-called critical level policy is applied to ration the inventory among the two demand classes. With this policy, low--priority demand is rejected in anticipation of future high--priority demand whenever the inventory level is at or below a prespecified critical level.
For Poisson demand and deterministic lead times,
we present an exact formulation of the average inventory cost. A simple optimization procedure is presented, and in a numerical study we
compare the optimal rationing policy with a policy where no distinction between
the demand classes is made. The benefit of the rationing policy is investigated for various
cases and the results show that significant cost reductions can be obtained
On the marginal cost approach in maintenance
In this paper we investigate the conditions under which the marginal cost approach of Refs. 1-3 holds. As observed in Ref. 4, the validity of the marginal cost approach gives rise to a useful framework of single-component maintenance optimization models, which covers almost all models used in practice. For the class of unimodal finite-valued marginal cost functions, we show that these optimization models are easy to solve
The break quantity rule in a 1-warehouse, N-retailers distribution system
In this paper the effect of the break quantity rule on the inventory costs in a 1-warehouse, N-retailers distribution system is analyzed. The break quantity rule is to deliver large orders from the warehouse, and small orders from the nearest retailer, where a so--called break quantity determines whether an order is small or large. Under the assumptions that the stock at the warehouse can only be used to satisfy large orders, and that demand during the leadtimes is normally distributed, an expression for the inventory costs is derived. The objective of this paper is to provide insight into the effect of the break quantity rule on the inventory holding costs, and therefore we present extensive computational results, showing that in many cases the rule leads to a significant cost reduction
Кубанська музична фольклористика: етапи становлення
On the basis of materials related to the history of the Ukrainians in Kuban (of 1792) the author determines that priests, historians, ethnographers, students of local lore, regents, choirmasters, teachers and poets were at the beginnings of Kuban musical study of folklore. The formation of Kuban musical folklore had 3 stages: concert and representational stage (of 1818), stage of collection (of 1865), transcriptional and publishing stage. Bihday, Kontsevych, Zakharchenko and Koshyts made the most considerable contribution in development of this science. The author of the article gives detailed information about their biographies
On the newsboy model with a cutoff transaction size
In this paper we analyse the effect of satisfying in a different way customers with an order larger than a prespecified cutoff transaction size, in a simple newsboy setting. For compound Poisson demand with discrete order sizes, we show how to determine the expected costs and the optimal cutoff transaction size. Moreover, by approximating the distribution of the total demand during a period by the normal distribution one can determine an expression for the average cost function that depends on the cutoff transaction size only. A main advantage of this approximation is that the computational effort is much less. The quality of using the normal approximation is evaluated through a number of numerical experiments, which show that the approximative results are satisfactory
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