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there is a # KVA Transformer of 11 KV/440V, in simple(not use formuia) how can you calculate it's HT & LT side current.

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there is a # KVA Transformer of 11 KV/440V, in simple(not use formuia) how can you calculate it'..

Dear P.Kalivada 100KVA transformers total power (3 phase) is 100KUA one phase give 33KVA, Phase voltag is 11/1.732 = 6351 volt therefore current is 33000/6351=5.1 amp (at unit pf). You can see a name plate of 100KUA 11KV/433v tranrsformer it is written 5 amp as HT Current and 133 amp as LT side current you can verify any tranformer whose primary voltage is 11KV it's current is approximately to #/20 and secondary side of 433V it's current is approxhmately to # +#/3 ( # is how much KVA)

 Is This Answer Correct ? 15 Yes 4 No

there is a # KVA Transformer of 11 KV/440V, in simple(not use formuia) how can you calculate it'..

this is simple .. assume a 100kva tr, ok
then p= vi ( power = voltage x current)

1.lets see for HT side

p( kva)= root 3 ( for 3 phase)x voltagex current
=> kva = root3xvxI
=> 100kva=1.732x11kvxI
=> I= 5.25amp/phase

2. similarly in secondary side means LT side

=> 100kva=1.732x440xI
=> I= 144amp/phase

 Is This Answer Correct ? 8 Yes 4 No

there is a # KVA Transformer of 11 KV/440V, in simple(not use formuia) how can you calculate it'..

HT side current = #/20 LT side current =#+#/3 ie 100KVA 11KV/440V transformer it's HT side current = 100/20=5 amps LT side current=100+100/3=133 amps. this is approximatelly figure(answer), Line man of Power Distribution Company fallow this method .

 Is This Answer Correct ? 7 Yes 6 No

there is a # KVA Transformer of 11 KV/440V, in simple(not use formuia) how can you calculate it'..

5KW capacity motor stare connection 410 volt pf 1 current 7.5 amp how mouch current carry of delta connection

 Is This Answer Correct ? 0 Yes 0 No

there is a # KVA Transformer of 11 KV/440V, in simple(not use formuia) how can you calculate it'..

KVA = KV x A
= voltage in KV x current in ampere

So, A = KVA / KV at HT side

therefore if KVA is 100 and KV is 11 then
A= 100 / 11
= 9.09 Amps at HT side

and for LT
A = KVA / (V/1000)
= 100 / (440/1000)
= 100 / 0.440
= 227.27 for LT side

 Is This Answer Correct ? 6 Yes 10 No

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