Why Do We Use Rated KVA Values in Transformer Impedance Calculations?

In summary, the impedance ratio equation, Z1/Z2 = S2 (rated)/S1(rated), is used to determine the proper loading of transformers in a parallel configuration. The rated KVA values are used to ensure that the transformers are not overloaded, and in cases where Z1/Z2 < S2(rated) / S1(rated), the transformer with the lower impedance would need to be loaded with a lower KVA value to balance the load between the two transformers.
  • #1
ranju
223
3
For the transformers in parallel.. there's a relation
Z1/Z2 = S2 (rated)/S1(rated)
where Z1 & Z2 are the impedences while S1 & S2 are KVA ratings of the two transformers.
Now why we are taking rated KVA values..??
I mean if Z1/Z2 < S2(rated) / S1(rated)... we increase S1 to satisfy the relation but we are already taking the rated value..so we can't increase it...! Maybe I am going wrong..
please correct if I am mistaken..basically I want to understand the relation practically...!
 
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  • #2


Hello,

Thank you for your question and interest in understanding the relation between transformers in parallel. The equation you mentioned, Z1/Z2 = S2 (rated)/S1(rated), is known as the impedance ratio and it is used to determine the proper loading of transformers in a parallel configuration.

To answer your question about why we use the rated KVA values, it is because the rated KVA values represent the maximum capacity of the transformer. The transformer should not be loaded beyond its rated KVA value as it could lead to overheating and other issues. Therefore, when determining the proper loading of transformers in parallel, we use the rated KVA values to ensure that the transformers are not overloaded.

Now, in the case where Z1/Z2 < S2(rated) / S1(rated), it means that the impedance of one transformer is lower than the other, which could result in one transformer carrying more load than the other. In this case, the transformer with the lower impedance would need to be loaded with a lower KVA value to balance the load between the two transformers. This is why we use the rated KVA values to ensure that the transformers are not overloaded.

I hope this explanation helps to clarify the relation between transformers in parallel. If you have any further questions, please let me know. Thank you.
 

Related to Why Do We Use Rated KVA Values in Transformer Impedance Calculations?

1. What is the basic concept of transformers in parallel?

The concept of transformers in parallel refers to connecting two or more transformers together to share the load. This allows for a larger overall power capacity and redundancy in case one transformer fails.

2. How do transformers in parallel differ from transformers in series?

In transformers in parallel, the primary and secondary windings of each transformer are connected to the same voltage source and load, respectively. In transformers in series, the secondary winding of one transformer is connected to the primary winding of the next transformer.

3. What are the advantages of using transformers in parallel?

The main advantage of using transformers in parallel is the increased power capacity and load sharing. This allows for a more efficient and reliable power supply system. Additionally, if one transformer fails, the others can still maintain the load, preventing power outages.

4. What are the potential challenges of using transformers in parallel?

One challenge of using transformers in parallel is ensuring that they are properly synchronized and have the same voltage and phase angle. If not, it can cause power imbalances and affect the overall system performance. Another challenge is the cost of purchasing and maintaining multiple transformers.

5. How is the load shared among transformers in parallel?

The load is shared among transformers in parallel based on their respective impedance and turns ratio. The transformer with the lowest impedance and highest turns ratio will carry a larger portion of the load. This can be adjusted by using tap changers or adjusting the transformer connections.

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