OPTIMASI FUZZY ADAPTIF PARTIKEL SWARM PADA PERMASALAHAN RUTE KENDARAAN DENGAN PEMISAHAN PENGIRIMAN

Authors

  • Arnita .

Keywords:

vehicle routing problem, split delivery, fuzzy adaptif, particle swarm optimization.

Abstract

This study aims to find the shortest route models and the use ofutilities (vehicles) as little as possible so that costs can be minimized withsplit delivery imposed. Split Delivery Routing Problem (SDVRP) is avariation of the classical VRP, where the assumption of a single visiteliminated and customers can be served by a different vehicle. This studyshow that the cost savings of more than 50% would be obtained if splitdelivery enforced. Parameters used in the simulation using Fuzzy Adaptive Particle Swarm algorithm is NP = 40, T = 300, ï·max = 0, ï·min =0,4, c1 = 2, c2 + c3 = 2 and maximum distance is 400 kilometer. And theresults obtained from simulation is used four vehicles and four route, andminimum distance is 42.3149. After be compared with tabu searchGenreau et al method, FAPSO method can increase 1.84% achievement ofthe best solution. While the tabu search method used Gendreau et al ableto increase 1.62% achievement of the best solution.

References

Archetti. C, Sprenza. M. G, Herzt. A, A

Tabu Search Algorithm for the Split

Delivery Vehicle Routing Problem.

Transportation Science; Feb 2006; Vol.

, 1.

Archetti, C., Savelsbergh. M. G, Speranza,

M. An Optimization-Based Heuristic

for the Split Delivery Vehicle Routing

Problem. Transportation Science;

February 2008; Vol. 42, No. 1, Pages

-31.

Boudia, M., Prins, C., Reghioui, M, 2007.

An Effective Memetic Algorithm with

Population Management for the Split

Delivery Vehicle Routing Problem.

Proceeding HM'07 Proceedings of the

th international conference on

Hybrid Metaheuristics. Pages 16-30.

Belenguer, J. M., Benavent, E., Labadi, N.,

Prins, C., Reghioui, M. Split-Delivery

Capacitated Arc-Routing Problem:

Lower Bound and Metaheuristic.

Transportation Science. May 2010,

Vol. 44, No. 2, Pages. 206“220

Derigs,U., Li, B., Vogel. Local SearchBased

Metaheuristics for the Split

Delivery Vehicle Routing Problem.

Journal of the Operational Research

Society. 2010, Vol. 61, Pages 1356 “

Dror, M., Laporte, G., Trudeau, P. Vehicle

Routing With Split Deliveries.

Discrete Applied Mathematics. 1994,

Vol. 50, Pages. 239-254.

Eskandari. M. J, Jalali. N, Aliahmadi. A. R,

Sadjadi. S. J. A Robust Optimization

Approach for the Milk Run Problem

with time Windows Under Inventory

Uncertainty an auto Industry Supply

Chain Case Study. Proceedings of the

International Conference on

Industrial Engineering and

Operations Management. Dhaka,

Bangladesh, January 9 “ 10, 2010.

Gulczynski,D., Golden, B., Wasil, E. The

Split Delivery Vehicle Routing

Problem with Minimum Delivery

Amounts. Transportation Research.

, Part E, Vol 46, Pages. 612“626

Ho, S. C., Haugland, D. A Tabu Search

Heuristic for the Vehicle Routing

Problem With Time Windows and

Split Deliveries. Computers &

Operations Research. 2004, Vol. 31,

Pages 1947“1964.

Mitra. S, A Parallel Clustering Technique

for the Vehicle Routing Problem with Split Deliveries and Pickups, Journal of the Operational Research Society;

JORS 2008, Vol 59, Pages 1532 “1546

Sombuntham. P, Kachitvichayanukul. V.

A Particle Swarm Optimization

Algorithm for Multi-depot Vehicle

Routing problem with Pickup and

Delivery Requests. Proceedings of

International Multi Conference of

Engineers and Computer Scientists

Vol III, IMECS 2010, March 1719,

, HongkongWilck IV, J. H.,

Cavalier, T. M. A Genetic Algorithm

for the Split Delivery Vehicle Routing

Problem. American Journal of

Operations Research, 2012, Vol. 2,

Pages 207-216.

Yu. S , Yang. X, B. Y, Chen. Z, Zhang. J, A

novel particle swarm Optimization

algorithm based Fine Adjustment for

solution of VRP. International Journal

of Engineering Research and

Applications (IJERA) ISSN: 2248-9622

www.ijera.com Vol. 2, Issue 6,

November- December 2012, pp.136141.

Qureshi. G, Bajaj. D. P. R, Puranik. P. V,

Particle Swarm Optimization with

Genetic. International Journal of

Engineering Science and Technology

(IJEST) , Vol. 4 No.07 July 2012.

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Published

2019-01-30

Issue

Section

VOL 14, NO 1 (2014): JURNAL PENELITIAN SAINTIKA