Tranformer:
"In sort we can say" : A transformer is a static device which consist of two or more stationary electric circuit interlinked by a common magnetic circuit for the purpose transferring electrical energy between them while keeping the frequency of operation constants.
- Basic principal behind the transformer action is Faradays law of electromagnetic induction.
- Tranformer is a constant frequency and constant power device.
Ideal tranformer:
- The tranformer core has infinite permeability . So flux established without any magnetising current.
- The primary and secondary winding have Zero resistance . So there is no ohmic power loss and no resistive voltage drop in it.
- In Ideal tranformer there is no magnetic leakage flux.
- The core loss considered to be zero.
Types of Tranformer Construction:
1. Core type 2. Shell type
Core types:
- It have a series magnetic circuit.
- It consist 2 limb and 2 yoke
- Suitable for low flux density application.
- It required more amount of copper.
- Required less amount of insulation so suitable for high voltage ad high power applications.
Shell type:
- It have a parallel magnetic circuit.
- It consist 3 limb and 2 yoke.
- Suitable for high flux density application.
- It required less amount of copper.
- Suitable for low voltage and lower power applications.
Losses in Transformer:
1. Copper loss (Pcu):
- This loss is Variable loss
- Total copper loss = Primary copper loss + Secondary copper loss
2. Iron loss (Pi):
- This loss is Constant loss
- Iron loss= Hystersis loss + Eddy Current loss
Hysteris loss = Ph=KhfBmx
- Kh = Proportionality constant depends upon volume, quality of the core material and units used
- Bm= Maximum flux density in the core
- f = Supply frequency
- x = Steinmetz exponent (1.5 to 2.5)
- But if V/f is constant
- Ph α f
Eddy current loss = Pe=Kef2Bm2t2
- Ke = proportionality constant depend upon volume and resistivity of the core material
- f = Supply frequency
- Bm = Maximum flux density
- t = Thickness of lamination
- But if V/f is constant
- Pe α f2
