Жүктерді арту-түсіру жерлері әдетте біркелкісіз жұмыс кестесімен сипатталады. Теміржолдар, автомобильдер, конвейерлер және тағы басқа көлік түрлерімен қызмет атқаратын жұмыскерлер, тәулік ішінде келетін вагондар санын нақтылы білсе де, қай уақытта келетінін кездейсоқ уақиға деп атауға болады. Өйткені тура осындай
уақыт деп жоспарлау қиын, жұмыс үрдісінде әр түрлі жағдайларға байланысты артып-түсіретін немесе қабылдап-жөнелтілетін вагондар кешігіп немесе ерте де келіп қалуы мүмкін. Жұмыстың кездейсоқ әлпісі кезінде, жүк кешенінің техникалық жабдықталуының есептеліну әдісін қарастырамыз. Ол техникалық жабдықталудың әр түрлі мүмкін болатын нұсқалар кезінде қосындылық келтірілген шығынның салыстырылуына негізделген [1,2]:
![](data:image/png;base64,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(1)
мұнда Са – арту-түсіру машиналары мен қондырғыларына, жүктерді артып-түсіретін эстакадаларына, жоғарылатылған жолдарға, жүк көтергіштерге, аржолдар мен арту-түсіру жолдарына күрделі салым коэффициентін ескергендегі амортизация мен жөндеуге жұмсалатын шығындар;
Св–с – жүк оталарын орындау кезіндегі вагон-сағатқа байланысты бос тұруға кететін шығындар;
Сз – жүктерді артып-түсіретін адамдардың
жалақысына кететін шығындар, бұл шығындар тетіктерді пайдалану мүмкіндігі жоқ кезде қарастырылады;
Сл–с – локомотив-сағатқа байланысты вагондарды жүк шебіне беру және одан жинақтауға байланысты шығындар;
Св – жүктік шептерге вагондарды беруде, түйіспе стансалық жолдарда бос тұрыс уақытына кеткен вагон-сағатқа байланысты шығындар;
Сов және
Соа – орналасуына қарай жүктік оталардың орындалуын күтуге байланысты вагон-сағатпен және автомобиль-сағатпен есептелінетін шығындар.
Жүк шебінің ең тиімді техникалық жабдықталуы келесідей:
- жүк шебін зерттегенде, оның техникалық жабдықталуы мен өңдеу қабілеттілігін есептеуге қажетті шартты мәліметтер алынады;
- жүктік шепке түскен көліктердің (вагон, автомобиль, көліктің арнайы түрлері т.б.) берілу жиілігінің статистикалық таратылу кестесі құрылады;
- берілісте вагондар санының өзгерулері, жүк оталарының орындалу ұзақтығы қарастырылады;
- берілген ақпараттың қорытындысының нәтижесінде жүк шебінің жұмыс кестесі (тәулік бойы немесе тәуліксіз), келетін көлік ағымының заңдылықтары, арту-түсіру уақытының өзгеру заңдылықтары және т.б. бекітіледі;
- арту-түсіру машиналары мен қондырғылардың санына, жоғарылатылған жолдың ұзындығына, жүкті артып-түсіретін эстакадаға, жүк шебіне берілетін вагондар санына, жүк шебінің жұмыс уақытына тәуелді келтірілген шығындарға байланысты теңдеу құрылып, жүк шебі бойынша айтылған өлшемдердің тиімді мәні анықталады.
Жүк кешенінің техникалық жабдықтауын есептеу үшін төмендегідей ақпараттар керек: вагон және тонна бойынша қоймалардың орташа тәуліктік есептік жүк айналымы; артып-түсіруде, алып-беруде вагондар оталары үшін әр түрлі сипаттамалары; әр түрлі вагондардың тазалануына және жүк шептеріне берілуіне кететін уақыты; тәулік ішіндегі жүк шебінің орташа жұмыс уақыты; арту-түсіру машиналары мен қондырғылардың және тиеп-түсіретін қондырғылардың өнімділіктері мен түрлері; кәсіпорынның цехындағы қоймалардың, рельстік қоймалармен біріктіретін өндірістік көліктің түрі мен жұмыс істеу кестесі; вагондар мен автомобильдердің немесе басқа да көліктердің статистикалық тиеудегі мөлшері; бос тұрудағы вагон-сағаттың, локомотив-сағаттың және автомобиль-сағаттың өзіндік құндары.
Тиеу-түсіру машиналарының саны қойманың жұмыс көлемімен анықталады, ол үшін қажетті өңделетін қабілеттілікті
қанағаттандыру қажет
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)
(2)
мұнда Qч – қоймада жылына тонна-оталық жүктердің өңделу көлемі;
Kн – тасымалдардың мезгілдік ауытқуларын ескеретін, теңсіздік коэффициенті;
П – сағатына вагондарды тиеп-түсіру үшін пайдаланатын машиналар мен қондырғылардың сағаттық өнімділігі (кейбір жағдайларда, мысалы: қатып қалған жүктерді түсіру кезінде сағаттық өнімділік жазғы немесе қысқы мезгілдерге байланысты реттеледі);
Т – тәуліктегі минут саны (1440 мин);
х – жүк шебіне вагондарды
беру мен алудың саны;
tм – дайын жолдарға вагондардың берілуі мен алуының саны.
Вагондардың маршруттап берілуі кезінде
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)
(3)
мұнда х1 – маршруттарды бөлектеп жүк шебінде бергендегі маршруттардың саны;
Достарыңызбен бөлісу: