Locating the Distribution of Temporary Facilities for Emergencies, Taking Into Account the Penalty Fee

Authors

1 M.Sc. Student, Department of Industrial Engineering Islamic Azad University, Bonab Branch, Bonab, Iran

2 Assistant Professor, Department of Industrial Engineering Islamic Azad University, Bonab Branch, Bonab, Iran

3 Professor, Department of Industrial Engineering, Islamic Azad University, Bonab Branch, Bonab, Iran

Abstract

Locating plays a major role in today's human life and in industrial projects, commerce, including health and relief. The role of location in the emergency and relief forces is very important. This article is intended to increase the speed of service, locate equipment, reduce shipping costs, schedule and manage the use of Limited resources and capacities. Therefore, the main goal of this research is to minimize the cost of delay, to increase the speed of service by defining a fine penalty function. Data and information such as transportation costs, city distances and other information are collected and reviewed in GAM software for exponential and linear penalty functions and the results and differences between the solutions in both cases are linear and exponential fines Together. The results showed that the mathematical model, which has a penalty function, offers more reasonable and verifiable answers than the linear method, and has more efforts to meet emergency demands than the linear method.
 
 

Keywords

References

 
 
-Caunhye, A.M. et al., (2016), "A location-routing model for prepositioning and distributing emergency supplies". Transportation Research Part E, 90,
pp.161–176. Available at: http://dx.doi.org/10.1016/j.tre.2015.10.011.
 
-Cominetti, R. & San Martín, J., (1994), "Trajectory analysis for the exponential penalty method in linear programming. Math. Programming, 67, pp.169–187.
 
-Fiacco, A. V, (1979), "An Exponential Penalty Method for Nondifterentiable Minimax Problems with General Constraints". , (2), pp.205–219.
 
-Invexity, E., Jayswal, A. & Choudhury, S., (2014), "An Exact l 1 Exponential Penalty Function Method for Multiobjective Optimization Problems", 2012(41),
pp.75–91.
 
-Khayal, D. et al., (2015), "A model for planning locations of temporary distribution facilities for emergency response". Socio-Economic Planning Sciences, 52, pp.22–30. Available at: http://dx.doi.org/10.1016/j.seps.2015.09.002.
 
-Lam, S.S.W. et al., (2015), "Dynamic ambulance reallocation for the reduction of ambulance response times using system status management". American Journal of Emergency Medicine, 33(2), pp.159–166. Available at: http://dx.doi.org/10.1016/j.ajem.2014.10.044.
 
 
-Nguyen, V.H. & Strodiot, J.J., )1979(­, "On the convergence rate for a penalty function method of exponential type". Journal of Optimization Theory and Applications, 27(4), pp.495–508.
 
-Nickel, S., Reuter-Oppermann, M. & Saldanha-da-Gama, F., (2016), "Ambulance location under stochastic demand: A sampling approach". Operations Research for Health Care, 8, pp.24–32. Available at: http://dx.doi.org/10.1016/j.orhc.2015.06.006.
 
-Owen, S.H. & Daskin, M.S., (1998), "Strategic facility location: A review". European journal of operational research, 111(3), pp.423–447.
 
-White, D.J., (1984), "Multiobjective programming and penalty functions". Journal of Optimization Theory and Applications, 43(4), pp.583–599.
 
 
 

Files

Share

How to cite

Statistics