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Power Current Transformer,
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Rapid Delivery for Variable Power Transformer - LAJS-10Q 10kV Pass Through Wall Current Transformer – Aiso Detail:
Summary
This current transformer is of epoxy resin casting wall-through type, LAJS-10Q of 20-300A is of full-enclosed type, this transformer is used for current power measurement and relay protection in indoor alternate power alternate power system with rated voltage 10kV and below, frequency 50Hz, There are three windings in secondary of LAJS-10Q the furst group is 1S1, 1S2, the second group is 2S1, 2S2, the third group is 3S1, 3S2, thegarde combinations sueb as 0.2/10P/10P, 0.5/10P/10P, 0.2/0.5/10P can be made.
Technical parameter
Rated insulation level: 12/42/75kV
Power factor of load: cos¢=0.8(lagging)
Rated secondary current=5A(2A or 1A)
The V-A curve of class 10P is shown in fig, it’s used for choosing type.
![The volt-ampere curve of LAJS-10Q type 20~300/5 10P grade LAJS-10Q 10kV Pass Through Wall Current Transformer](image/png;base64,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)
The volt-ampere curve of LAJS-10Q type 20~300/5 10P grade
Rated primary current(A) |
1s thermal current (KA virtual value) |
Rated dynamic standing current (KA virtual value) |
Accurate grade combination |
Rated secondary output(VA) |
Creepage distance (mm) |
Weight(kg) |
0.2 |
0.5 |
10P class |
20 |
2.8 |
7 |
0.2/10P15/10P15 0.5/10P15/10P15 0.2/0.5/10P15 0.2/0.5/0.5 |
10 |
25 |
15 |
225 |
30 |
30 |
4.4 |
11 |
40 |
5.5 |
13.7 |
50 |
6.3 |
15.8 |
75 |
9.5 |
23 |
100 |
15 |
37.5 |
150 |
20 |
50 |
200 |
30 |
60 |
300 |
36 |
75 |
Outline and installation dimension
![Outline and installation dimension of LAJS-1OQ 10kV Pass Through Wall Current Transformer](image/png;base64,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)
Outline and installation dimension of LAJS-1OQ
![Manufacturer Price 20kV Current Transformer With Good Quality](https://sc04.alicdn.com/kf/Hf21de6245cf54c538fb0356308753a95Q/229424523/Hf21de6245cf54c538fb0356308753a95Q.png)
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