Abstract:Contingency logistic supply chain design and performance are very important for rare events such as natural disasters, terrorist attacks, and other emergency conditions. Although there is ample work on the evaluation of supply chain systems in terms of their profitability and efficiency, there is little work on the effectiveness of the response time of the supply chain, as well as quantitative measures for the robustness of the design and the reliability of the supply chain. Depending on the contingency, the p… Show more
“…According to Miman and Pohl (2008), the definition of the failure probability for the base i (probability that the base i is mission incapable due to lack of enough materials to perform the mission) can be given through Eq.1. (Eq.1) can be derived by conditioning on S i (Assuming exponential supply and demand).…”
Section: Mathematical Formulationmentioning
confidence: 99%
“…Once the demand is less than supply, the base is assumed to be capable to perform the assigned mission, hence it is reliable (Thomas, 2002;Thomas, 2004;Xiong et al, 2017;Zhang et al, 2018;Tubis et al, 2017;Wang et al, 2016;Zhang et al, 2016;Zhou et al, 2016;Benyoucef et al, 2013). Miman and Pohl (2008) extends Thomas' work considering stocks to be hold by the base before a contingency occurs. Here, the base is assumed to be reliable if the demand it requires is less than the amount of stocks it holds plus the amount supplied to the base.…”
Section: Introductionmentioning
confidence: 99%
“…Here, the base is assumed to be reliable if the demand it requires is less than the amount of stocks it holds plus the amount supplied to the base. They provide a stock allocation algorithm based on importance measures (Miman and Pohl, 2008;Miman and Pohl, 2012;Dağ and Miman, 2015).…”
Contingencies are unexpected events or crises that cause a major threat for security and safety of a particular population. Since they are unexpected events, the demand to perform contingency operations as well as the supply that can be provided for this can be modelled through probability distributions. Furthermore, before contingencies occur one may want to hold stocks beforehand. Based on interference theory between demand, supply and stocks, one can obtain a reliability of that site, i.e. probability that the site can perform the operations assigned based on the availability of resources for these operations. This study develops a software design as a java application, COLONOR, which optimizes the stock allocations, i.e. maximizes the reliability of contingency logistics networks with a given budget and total stocks to allocate. It assumes exponential demands and supplies, and the network structure is such that the sites are arranged either in series or parallel. The software can employ either genetic algorithm or total enumeration techniques to solve the resulting non-linear, non-separable and non-convex mathematical model and enables the users to specify the problem's parameters such as demand and supply rates, number of sites and network structure as well as the solution approach.
“…According to Miman and Pohl (2008), the definition of the failure probability for the base i (probability that the base i is mission incapable due to lack of enough materials to perform the mission) can be given through Eq.1. (Eq.1) can be derived by conditioning on S i (Assuming exponential supply and demand).…”
Section: Mathematical Formulationmentioning
confidence: 99%
“…Once the demand is less than supply, the base is assumed to be capable to perform the assigned mission, hence it is reliable (Thomas, 2002;Thomas, 2004;Xiong et al, 2017;Zhang et al, 2018;Tubis et al, 2017;Wang et al, 2016;Zhang et al, 2016;Zhou et al, 2016;Benyoucef et al, 2013). Miman and Pohl (2008) extends Thomas' work considering stocks to be hold by the base before a contingency occurs. Here, the base is assumed to be reliable if the demand it requires is less than the amount of stocks it holds plus the amount supplied to the base.…”
Section: Introductionmentioning
confidence: 99%
“…Here, the base is assumed to be reliable if the demand it requires is less than the amount of stocks it holds plus the amount supplied to the base. They provide a stock allocation algorithm based on importance measures (Miman and Pohl, 2008;Miman and Pohl, 2012;Dağ and Miman, 2015).…”
Contingencies are unexpected events or crises that cause a major threat for security and safety of a particular population. Since they are unexpected events, the demand to perform contingency operations as well as the supply that can be provided for this can be modelled through probability distributions. Furthermore, before contingencies occur one may want to hold stocks beforehand. Based on interference theory between demand, supply and stocks, one can obtain a reliability of that site, i.e. probability that the site can perform the operations assigned based on the availability of resources for these operations. This study develops a software design as a java application, COLONOR, which optimizes the stock allocations, i.e. maximizes the reliability of contingency logistics networks with a given budget and total stocks to allocate. It assumes exponential demands and supplies, and the network structure is such that the sites are arranged either in series or parallel. The software can employ either genetic algorithm or total enumeration techniques to solve the resulting non-linear, non-separable and non-convex mathematical model and enables the users to specify the problem's parameters such as demand and supply rates, number of sites and network structure as well as the solution approach.
“…The growing interest in analyzing risks to the supply chain stems from the fact that adverse events not only affect a single link in the logistics network but that their effects may be felt by both direct contractors and their downstream partners. 5 The literature highlights three primary sources of supply chain disruptions 6 : (1) random operational events, such as equipment failure, system deficiencies, and crew strikes, (2) natural disasters, such as earthquakes, floods, and hurricanes; (3) targeted actions aimed at causing disruption, including terrorism and political instability. It should also be noted that these disruptions may occur in the activities of individual links operating in the supply chain, that is, a manufacturer of finished products, suppliers at various stages of the supply chain, and distributors acting as intermediaries for the consumer market.…”
Section: Introductionmentioning
confidence: 99%
“…1,2 For this reason, numerous publications on the recent challenges of supply chain management address the assessment and risk management issues that exist in the current integrated systems. Researchers focus on undesirable events that may threaten to reduce the logistics service level in the supply chain (see Miman and Pohl 3 ). Moreover, the second research direction is connected with assessing the vulnerability of individual links to disruptions that occur within the framework of cooperation between partners (see Neureuther and Kenyon 4 ).…”
Recently, supply chain risk management has been attracting growing attention. Therefore, various methods, tools, and practices have been developed in this area. However, they usually are focused on the direct consequences of disruptions occurring in supply chains. Thus, the purpose of this article is to present an operational risk analysis method for supply chains, in which consequences of an adverse event occurrence are assessed based on two measures: (1) the direct consequences (disruption) of supply processes to customers, and (2) recovery time for a supply system. Based on research findings, we introduced a Petri nets model for mapping material flows along a supply chain. We implement the proposed analysis method in a selected company from the automotive industry. The performed final discussion confirmed the relevance of distinguishing the direct and indirect consequences of the risk assessment. It was also suggested that the results’ interpretation could be two-fold, which may be necessary for appropriate risk management tool selection.
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