(4.8)
мұндағы nAKW,P – профилактика, жөндеу және программалаумен айналысқан жұмысшылар саны.
Кейбір бұйымдарды қол және роботталған пісірудің экономикалық көрсеткіштері. Оларды пісіру үшін келесі бірлік уақыт қажет:
4.1-кесте – Бұйымдарды пісіруге кететін бірлік уақыт
Бұйым
|
nJ, бұйым/жыл
|
Бірлік уақыт,
мин/бұйым
|
Қол пісіру
|
Роботталған пісіру
|
Телевизорларды тасымалдауға арналған арба (1)
Әмбебап стол (2)
Тачка (3)
|
8000
8000
25000
|
12
12
31,4
|
3
3
12
|
Бір жолғы шығындар Ае (теңгемен): басқару жүйесі бар робот 15 600 000, технологиялық әбзел 1 625 000, бұйымдарды тұрақтандыруға арналған периферийлі құрылғы 5 200 000. Ае=22 425 000 теңге. Бір жолғы табыс Ne жоқ. Ағынды табыс Ne есептеулер нәтижесінде анықталады.
Технологиялық уақыттың азаюы:
Жұмыс персоналының қысқаруы:
![](data:image/png;base64,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)
Қызмет көрсету, жөндеу және программалауға nAKW,P=0,35 адам қажет болғандықтан, босаған жұмысшылардың шынайы саны келесіге тең:
4.2-кесте – Үш бұйым үшін өзіндік құн
Бұйым
|
Өзіндік құн, теңге/бұйым
|
Қол пісіру
|
Роботталған пісіру
|
Телевизорларды тасымалдауға арналған арба (1)
Әмбебап стол (2)
Тачка (3)
|
286
299
357,5
|
214,5
211,25
279,5
|
![](data:image/png;base64,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) Өндірісті көбейту нәтижесінде қалыптасатын ағынды табыстың құрама бөлігі:
(4.9)
Заводтық берілгендер бойынша теңге/сағ,
Осыдан,
теңге/жыл
Капиталды салымның айналым уақыты:
жыл
Өнімнің сол көлемінде жұмысшы персоналы 5,47 адамға қысқарады, яғни 2,5 адамнан аса; капиталды салымдардың айналым уақыты 2,71 жылға тең, яғни 3 жылдан аз.
Достарыңызбен бөлісу: |