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Wye-Delta Transformation in Electronics Devices and Circuits, Slides of Engineering

This presentation delves into the concept of Wye-Delta transformation, a crucial technique used in electrical engineering for converting Y-connected components to Delta-connected components and vice versa. The presentation covers the theory, calculations, and applications of this transformation in various electronics devices and circuits. It is an essential tool for electrical engineers and students in the field of electrical engineering.

Typology: Slides

2019/2020

Uploaded on 11/01/2020

zainab-ather
zainab-ather 🇵🇰

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Download Wye-Delta Transformation in Electronics Devices and Circuits and more Slides Engineering in PDF only on Docsity! Presentation on “electronics devices and circuit” Topic :”wye-delta transformation” Prepared by: Zainab Ather THREE PHASE TRANSFORMERS Three Phase Transformers A three-phase transformer is made of three sets of primary and secondary windings, each set wound around one leg of an iron core assembly. Essentially it looks like three single-phase transformers sharing a joined core as in Figure. Three-phase transformer core Three phase transformer core has three sets of windings. Those sets of primary and secondary windings will be connected in either A or Y configurations to form a complete unit. The various combinations of ways that these windings can be connected together in will be the focus of this section. * The two constructions Three Phase Transformers fi Ne 4 Three Phase Transformers * 3 phase transformer connections * The windings of primary and secondary (in any construction) can be connected in either a wye (YY) or delta (A) * This provides a total of 4 possible connections for 3 phase transformer (if Neutral is not grounded): (a) Wye-wye Y-Y (b) Wye-delta Y-A (c) Delta-wye A-Y (d) Delta-Delta A-A Ts; Three Phase Transformers WYE-DELTA CONNECTION Such connections are used where voltage is to be stepped down, e.g.at the end of transmission line. The neutral of primary winding is earthed. Y; Vip=V3 Ver, while: for A; Vis= Ves Voltage ratio of each phase : Vor/ Ves=a Vie/ Vis= V3 Voer/ Veos= V3a €© Y-A This configuration causes secondary voltage to be shifted 30° relative to primary voltage