Электр жылытқыш
Рсм= Ки Рн=0,812=9,6кВт.
Qсм=Рсм·tgφ=9,6 ·0,87=8,3кВар
Есептік қуаты
Pmax=Рсм Кmax=9,6·1,25=12кВт
Qmax= Qсм =8,3 кВар
Рмакс және Qмакс есептегеннен кейін,толық қуатты табамыз:
Толық есептік қуаты:
![](data:image/png;base64,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) 14,6кВА
Желдеткіш
Рсм= Ки Рн=0,651,5=0,97кВт.
Qсм=Рсм·tgφ=0,97 ·0,8=0,78кВар
Есептік қуаты
Pmax=Рсм Кmax=0,97·1,34=1,05кВт
Qmax= Qсм =0,78 кВар
Рмакс және Qмакс есептегеннен кейін,толық қуатты табамыз:
Толық есептік қуаты:
![](data:image/png;base64,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) 1,7кВА
Желдеткіш
Рсм= Ки Рн=0,652,5=1,62кВт.
Qсм=Рсм·tgφ=1,62 ·0,8=1,3кВар
Есептік қуаты
Pmax=Рсм Кmax=1,62·1,34=2,17кВт
Qmax= Qсм =1,3 кВар
Рмакс және Qмакс есептегеннен кейін,толық қуатты табамыз:
Толық есептік қуаты:
![](data:image/png;base64,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) 2,5кВА
Желдеткіш
Рсм= Ки Рн=0,751,5=1,12кВт.
Qсм=Рсм·tgφ=1,12 ·0,85=0,95кВар
Есептік қуаты
Pmax=Рсм Кmax=1,12·1,3=1,45кВт
Qmax= Qсм =0,95 кВар
Рмакс және Qмакс есептегеннен кейін,толық қуатты табамыз:
Толық есептік қуаты:
![](data:image/png;base64,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) 1,73кВА
Күштік жүктемелердің активті қуаты – Ру=16,75кВт
Ашалы розеткалардағы активті қуаты - Ру=25,6кВт
Жұмысшы жарықтандыру үшін активті қуаты – Ру=18,5кВт
Апаттық жарықтандырудың активті қуаты – Ру=0,8кВт
Сыртқы жарықтандыру активті қуаты – Ру =3кВт
Өрт туралы белгі беру құралының қуаты – Ру=0,5кВт
Жалпы Ру=65,9 кВт, ал есептік қуат Рр=56 кВт
Қорытынды кВА
Достарыңызбен бөлісу: |