Navoiy Kon – Metallurgiya Kombinati
Navoiy Davlat Konchilik Instituti
Energo – Mexanika Fakulteti
7A–17 TJA guruh talabasi
Nizomov Sobit ning
DMKATJB fanidan tayyorlagan
3-Amaliy mashg’uloti
Qabul qildi: Samadov A.
Navoiy 2020
4-Amaliy mashg’ulot
Mavzu: Analog va raqamli kattaliklar (NORM,SCALE)
Amaliy mashg'ulotning vazifasi: Yomkisga nasos yordamida suv tushadi. Suv kerakli yerlarni sug’orish uchun chiqarib yuboriladi. Suvning yomkisga tushish tezligi yomkisdan suvni chiqish tezligidan katta. Yomkis 100% to’lgach nasos o’chsin. 50% dan kamaysa nasos ishga tushsin. Dastur tuzilsin. Natijalarni skrishot qilib tashlashlariz zarur. Dastur nomiga ism familiyangizni kiritishingiz kerak.
Suvning yomkisga tushish tezligi yomkisdan suvni chiqish tezligidan katta ekanligini hisobga olgan holda dastur tuzildi.
Dastur faqatgina jarayon qanday kechishini ko’rish uchun tuzilgan. Dasturdan real jarayonda foydalanish uchun yomkostga sath o’lchovchi datchik o’rnatiladi.
Datchik o’rnatilgandan keyin faqatgina 3- va 4-NETWORK larni ishlatishimiz mumkin. 1,2-NETWORK lar ahamiyatsiz bo’lib qoladi.
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)
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