HUDUDDAGI OQIMLARNI TRANSPORT TARMOG‘IDA OPTIMAL TAQSIMLASH MASALASINING MATEMATIK MODELI

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16 март 2024

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HUDUDDAGI OQIMLARNI TRANSPORT TARMOG‘IDA OPTIMAL TAQSIMLASH MASALASINING MATEMATIK MODELI

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MAQOLA ANNOTATSIYASI

Maqolada transport sektori va kommunikatsiyalari rivojlanishi va muammolari, iqtisodiyoti o‘sib borayotgan sharoitda unga qo‘yiladigan yangi talablar tahlil etilgan. Shuningdek hududdagi yuk oqimlarini avtomobil va temir yo‘l transporti vositalari va tarmog‘idan samarali foydalanilgan holda o‘zlashtirish hamda ularni istiqboldagi yuk oqimlarini o‘sishiga mos ravishda rivojlantirish masalasining qo‘yilishi va matematik modeli qaralgan.

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# rivojlantirish# matematik model# transport# optimal# avtomobil# tarmoq# yuk tashish# temir yo‘l# multitarmoq# yo‘l sxemasi

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ROI:

https://eroi.uz/11.0194/A0324-0018

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Mavjud emas

Foydalanilgan adabiyotlar

1. Merenkov A.O. Zarubejniy opit v oblasti realizatsii intellektualnix transportnix sistem/ Vestnik Universiteta №7.-2015.

2. Livshits V.N., Belousova N.I., Bushanskiy S.P. Sovershenstvovanie teoreticheskix osnov, modeley i metodov optimizatsii razvitiya seti avtomobilnix dorog//Sb. nauch. tr. ZAO. Kompyuterniy audit, №3. 2004-S. 114-120.

3. Mouna Mnif, Sadok Bouamama. (2017) Firework Algorithm For Multi-Objective Optimization Of A Multimodal Transportation Network Problem//Procedia Computer Science. Rr. 1670–1682.

4. S.M.Goncharuk, V.A. Anisimov, N.S. Nesterova, N.A. Lebedeva (2012) Methodological Foundation for Designing Stage-by-Stage Development of Layout and Capacity of Multimodal Transportation Network: A Monograph, Khabarovsk, Izdatelstvo DVGUPS.

5. Kuziev, A. U. (2022). Methodology of development of the regional road network. Web of Scientist: International Scientific Research Journal, 3(5), 969-975.

6. Butayev, Sh.A., Sidiknazarov, K.M., Murodov, A.S., & Kuziev A.U. (2012). Logistika (Yetkazib berish zanjirida oqimlarni boshqarish). Toshkent," Ekstremum Press, 577.

7 Kabashkin, I. (2015). Modelling of regional transit multimodal transport accessibility with Petri net simulation. Procedia Computer Science, 77, 151-157.