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Consider two transformers A and B having exact ratings, but have flux densities of 1.5T and 2T respectively. The weight of transformer A per KVA will be
- a)more than that of B
- b)lesser than that of B
- c)equal to that of B
- d)can not be said from the given data
Correct answer is option 'A'. Can you explain this answer?
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Most Upvoted Answer
Consider two transformers A and B having exact ratings, but have flux ...
Explanation:
To determine the weight per KVA for transformers A and B, we need to consider the relationship between flux density and weight.
Flux density:
Flux density is a measure of the magnetic field strength within the core of a transformer. It is denoted by the symbol "B" and is measured in teslas (T).
Weight per KVA:
The weight per KVA is the weight of the transformer per unit of apparent power (KVA). It is a measure of the size and materials used in the construction of the transformer.
Relation between flux density and weight:
The weight of a transformer is directly influenced by the flux density. Higher flux density requires more magnetic material in the core, resulting in a heavier transformer.
Comparison of transformers A and B:
Given that transformer A has a flux density of 1.5T and transformer B has a flux density of 2T, we can conclude the following:
1. Transformer B has a higher flux density than transformer A.
2. Due to the higher flux density, transformer B will require more magnetic material, resulting in a higher weight.
Therefore, the weight per KVA of transformer A will be less than that of transformer B.
Hence, the correct answer is: Option B) Lesser than that of B.
To determine the weight per KVA for transformers A and B, we need to consider the relationship between flux density and weight.
Flux density:
Flux density is a measure of the magnetic field strength within the core of a transformer. It is denoted by the symbol "B" and is measured in teslas (T).
Weight per KVA:
The weight per KVA is the weight of the transformer per unit of apparent power (KVA). It is a measure of the size and materials used in the construction of the transformer.
Relation between flux density and weight:
The weight of a transformer is directly influenced by the flux density. Higher flux density requires more magnetic material in the core, resulting in a heavier transformer.
Comparison of transformers A and B:
Given that transformer A has a flux density of 1.5T and transformer B has a flux density of 2T, we can conclude the following:
1. Transformer B has a higher flux density than transformer A.
2. Due to the higher flux density, transformer B will require more magnetic material, resulting in a higher weight.
Therefore, the weight per KVA of transformer A will be less than that of transformer B.
Hence, the correct answer is: Option B) Lesser than that of B.
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Community Answer
Consider two transformers A and B having exact ratings, but have flux ...
Flux density = flux/Area.
Hence A has more area than B and so weight of A will be more than that of B.
Hence A has more area than B and so weight of A will be more than that of B.
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Consider two transformers A and B having exact ratings, but have flux densities of 1.5T and 2T respectively. The weight of transformer A per KVA will bea)more than that of Bb)lesser than that of Bc)equal to that of Bd)can not be said from the given dataCorrect answer is option 'A'. Can you explain this answer?
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