Vector Group of Transformer _ Electrical Notes & Articles Vector Grop Change

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Vector Gr oup of Tr ansfor mer | El ectr i cal Notes & Ar ticl es

Electrical Notes & Articles Sharing Abstracts,Notes Abstracts,Notes on various Elec El ectrical trical Engineering Topics. Topi cs.

Vector Group of Transformer MAY MAY 23, 2012 43 COMMENTS (HTTP://ELECTRICALNOTES.WORDPRESS.COM/2012/05/23/VECTOR-GROUP-OFTRANSFORMER/#COMMENTS)

Introduction: Three phase transformer consists of three sets of primary windings, one for each phase, and three sets of secondary secondary wi windings ndings wound wound on on the same iron core. S eparate single-phase transformers can be b e used and externally interconnected to yield the same results as a 3-phase unit. The primary windings are connected in one of several ways. The two most common configurations are the delta, in which the polarity end of one winding is connected to the non-polarity non-polarity end of the next, and the star, in which all three non-polarities (or polarity) ends are connected together. together. The secondary windings are connected similarly. This means that a 3-phase transformer can have its primary and secondary secondary wi windings ndings connected the same (delta-delta (delta-delta or star-star), or differently differently (delta-star (delta-star or star-delta). It’s important to remember that the secondary voltage waveforms are in phase with the primary waveforms when the primary and secondary windings are connected the same way. This condition is called “no phase shift.” But when the primary and secondary windings are connected differently, the secondary voltage waveforms will differ from the corresponding primary voltage waveforms by 30 electrical degrees. This is called a 30 degree phase shift. When two transformers are connected in parallel, parallel, their phase shifts must be be identical; if not, a short circuit will occur when the transformers are energized.”

Basic Idea of Winding:

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An ac voltage applied to a coil will induce a voltage in a second coil where the two are linked by a magnetic path. The phase relationship of the two voltages depends upon which ways round the coils are connected. The voltages will either be in-phase or displaced by 180 deg When 3 coils are used in a 3 phase transformer winding a number of options exist. The coil voltages can be in phase or displaced as above with the coils connected in star or delta and, in the case of a star winding, have the star point (neutral) brought out to an external terminal or not. Six Ways to wire Star Winding:

(http://electricalnotes.files.wordpress.com/2012/05/yy.jpg) (http://electricalnotes.files.wordpress.com/2012/05/y.png) Six Ways to wire Delta Winding:

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(http://electricalnotes.files.wordpress.com/2012/05/dd1.jpg)

Polarity: An ac voltage applied to a coil will induce a voltage in a second coil where the two are linked by a magnetic mag netic path. path . The phase phase relationship of the two two voltag voltages es depends depends upon which which way round the coils are connected. connect ed. The voltag voltages es will either be in-phase or displaced by 180 1 80 deg. When 3 coils are used in a 3 phase transformer transform er winding winding a number numb er of options options exist. The coil voltages can be in phase or displaced as above with the coils connected in star or delta and, in the case of a star winding, have the star point (neutral) brought out to an external terminal or not.

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(http://electricalnotes.files.wordpress.com/2012/05/untitled33.jpg) When Pair of Coil of Transformer have same direction than voltage induced in both coil are in same direction from one end to other end. When two coil have opposite winding direction than Voltage induced in both coil are in opposite direction.

Winding connection c onnection designations: First Symbol: for High Voltage: Voltage: Always capital letters. D=Delta, D=Delta, Y=Star, Y=S tar, Z=Interconnecte Z=Interconnected d star, N=Neutral Second Symbol: for for Low voltage: voltage: Always Small letters. d=Delta, y=Star, z=Interconnected star, n=Neutral. Third Symbol: Phase displacement expressed as the clock hour number (1,6,11) Example – Dyn11 Transformer has a delta connected primary winding (D (D) a star connected secondary (y (y) with the star point brought out (n (n) and a phase shift of 30 deg leading (11 (11). ). The point of confusion is occurring in notation in a step-up transformer. As the IEC60076-1 standard has stated, the notation is HV-LV in sequence. For example, a step-up transformer with a delta-connected primary, and star-connected secondary, is not written as ‘dY11′, but ‘Yd11′. The 11 indicates the LV winding leads the HV by 30 degrees. Transformers built to ANSI standards usually do not have the vector group shown on their nameplate and instead a vector diagram is given to show the relationship between the primary and other windings.

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Vector Group of Transformer: The three phase transformer windings can be connected several ways. Based on the windings’ connection, the vector group of the transformer is determined. The transformer vector group is indicated on the Name Plate of transformer by the manufacturer. The vector group indicates the phase difference between the primary and secondary sides, introduced introduced due due to that particular configuration configurat ion of transformer tra nsformer windings windings connection. The Determination of vector vector group g roup of transformers is very very important before b efore connecting two or more transformers in parallel. If two transformers of different vector groups are connected in parallel then phase difference exist between the secondary of the transformers and large circulating current flows betwee between n the tw two o trans transfor former merss whi which ch is is very very det detrime rimental ntal..

Phase Displacement between HV and LV Windings: The vector for the high voltage winding is taken as the reference vector. Displacement of the vectors of other windings from the reference vector, with anticlockwise rotation, is represented by the use of clock hour figure. IS: 2026 (Part 1V)-1977 gives 26 sets of connections star-star, star-delta, and star zigzag, delta-delta, delta star, delta-zigzag, zigzag star, zigzag-delta. Displacement of the low voltage winding vector varies from zero to -330° in steps of -30°, depending on the method of connections. Hardly any power system adopts such a large variety of connections. Some of the commonly used connections with phase displacement of 0, -300, -180″ and -330° (clock-hour setting 0, 1, 6 and 11). Symbol for the high voltage winding comes first, followed by the symbols of windings in diminishing sequence of voltage. For example a 220/66/11 kV Transformer connected star, star and delta and vectors of 66 and 11 kV windings having phase displacement of 0° and -330° with the Yd11. reference (220 kV) vector will be represented As Yy0 – Yd11. The digits (0, 1, 11 etc) relate to the phase displacement between the HV and LV windings using a clock face notation. The phasor representing the HV winding is taken as reference and set at 12 o’clock. Phase Pha se rotation is always anti-clockwise. anti-clockwise. (International adopted adopted). ). Use the hour indicator as the indicating phase displacement angle. Because there are 12 hours on a clock, and a circle consists out of 360°, each hour represents 30°.Thus 1 = 30°, 2 = 60°, 3 = 90°, 6 = 180° and 12 = 0° or 360°. The minute hand is set on 12 o’clock and replaces the line to neutral voltage (sometimes imaginary) of the HV winding. This position is always the reference point. Example: Digit 0 =0° that the LV phasor is in phase with the HV phasor Digit 1 =30° lagging (LV lags HV with 30°) because rotation is anti-clockwise. Digit 11 = 330° lagging or 30° leading (LV leads HV with 30°) Digit 5 = 150° lagging (LV lags HV with 150°)

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Digit 6 = 180° lagging (LV lags HV with 180°) When transformers are operated in parallel it is important that any phase shift is the same through each. Paralleling typically occurs when transformers are located at one site and connected to a common bus bar (banked) or located at different sites with the secondary terminals connected via distribution or transmission circuits consisting of cables and overhead lines. Phase Shift (Deg)

Connection

0

Y y0

Dd0

Dz0

30 lag

Yd1

Dy1

Y z1

60 lag

Dd2

Dz2

120 lag

Dd4

Dz4

150 lag

Yd5

Dy5

Y z5

180 lag

Y y6

Dd6

Dz6

150 lead

Yd7

Dy7

Y z7

120 lead

Dd8

Dz8

60 lead

Dd10

Dz10

Dy11

Y z11

30 lead

Yd11

The phase-bushings phase-bushings on on a three phase transformer are marked mark ed either either ABC, UVW U VW or 123 (HV-sid (H V-sidee capital, LV-side small letters). Two winding, three phase transformers can be divided into four main categories Gr oup

O’clock

TC

Group I

0 o’clock, 0°

delta/delta, star/star

Group II

6 o’clock, 180°

delta/delta, star/star

Group III

1 o’clock, -3 -30°

star/delta, delta/star

Group IV

11 o’clock, +30°

star/delta, delta/star

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Minus indicates LV lagging HV, plus indicates LV leading HV

Clock Notation: 0

Clock Notation : 1

Clock Notation: 2

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Clock Notation: 4


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Clock Notation: 5

Clock Notation: 6

Clock Notation: 7


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Clock Notation: 11

Points to be consider while Selecting of Vector Group: Vector Groups are the IEC method of categorizing the primary and secondary winding configurations of 3-phase transformers. Windings can be connected as delta, star, or interconnectedstar (zigzag). Winding polarity is also important, since reversing the connections across a set of windings affects the phase-shift between between primary and secondary. Vector groups identify identify the winding connections and polarities of the primary and secondary. From a vector group one can

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determine the phase-shift between primary and secondary. Transformer vector group depends upon Removing harmonics: Dy connection – y winding nullifies 3rd harmonics, preventing it to be reflected on delta side. Parallel operations: All the transformers should have same vector group & polarity of the winding. Earth fault Relay: A Dd transformer does not have neutral. to restrict the earth faults in such systems, we may use zig zag wound transformer to create a neutral along with the earth fault relay.. Type of Non Liner Load: systems having different types of harmonics & non linear Types of loads e.g. furnace heaters ,VFDS etc for that we may use Dyn11, Dyn21, Dyn31 configuration, wherein, 30 deg. shifts of voltages nullifies the 3rd harmonics to zero in the supply system. Type of Transformer Applica Application: tion: Generally for Power export transformer i.e. generator side is connected in delta and load side is connected in star. For Power export import transformers i.e. in Transmission Purpose Transformer star star connection may be preferred by some since this avoids a grounding transformer on generator side and perhaps save on neutral insulation. Most of systems are running in this configuration. May be less harmful than operating delta system incorrectly. Yd or Dy connection is standard for all unit connected generators. There are a number of factors associated with transformer connections and may be useful in designing a system, and the application of the factors therefore determines the best selection of transformers. For example: For selecting Star Connection: Connection: A star star connection presents presents a neutral. If the transformer also includes includes a delta delta winding, that tha t neutral will be stable and can be grounded to become a reference for the system. A transformer with a star winding that does NOT include a delta does not present a stable neutral. Star-star transformers are used if there is a requirement to avoid a 30deg phase shift, if there is a desire to construct the three-phase transformer bank from single-phase transformers, or if the transformer is going to be switched on a single-pole basis (ie, one phase at a time), perhaps using manual switches. Star-star transformers are typically found in distribution applications, or in large sizes interconnecting high-voltage transmis tra nsmissio sion n systems. S ome star-star transformers are equipped with with a third winding connected in delta to stabilize the neutral. For selecting Delta Connection: A delta connection introduces a 30 electrical degree phase shift. A delta connection ‘traps’ the flow of zero sequence currents. For selecting Delta-Star Connection: Delta-star transformers are the most common and most generally useful transformers. Delta-delta transformers may be chosen if there is no need for a stable neutral, or if there is a requirement to avoid a 30 electrical degree phase shift. The most common application of a deltadelta transformer is as tan isolation transformer for a power converter.

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For selecting Zig zag Connection: The Zig Zag winding reduces voltage unbalance in systems where the load is not equally distributed between phases, and permits neutral current loading with inherently low zero-sequence impedance. impedance. It is therefore often used for for earthing transformers. Provision of a neutral earth point or points, where the neutral is referred to earth either directly or through impedance. Transformers are used to give the neutral point in the majority of systems. The star or interconnected interconnected star (Z) (Z ) winding winding configurations c onfigurations give a neutral location. locat ion. If for various reasons, reasons, only delta windings are used at a particular voltage level on a particular system, a neutral point can still be provide provided d by a purpose purpose-made -made transformer called c alled a ‘neutral earthing. eart hing. For sel selecting ecting Distribution Distribution Transfo Tr ansform rmer: er: The first criterion to consider consider in choos c hoosing ing a vector vector group g roup for a distribution distribution transformer for a facility f acility is to know whether we want a delta-star or star-star. Utilities often prefer star-star transformers, but these require 4-wire input feeders and 4-wire output feeders (i.e. incoming and outgoing neutral conductors). For distribution transformers within within a facility, often delta-star delta-star are chose c hosen n because b ecause these these transformers do not require 4-wire input; a 3-wire primary feeder circuit suffices to supply a 4-wire secondary circuit. That is because any zero sequence current required by the secondary to supply earth faults or unbalanced loads is supplied by the delta primary winding, and is not required from the upstream power source. The method of earthing on the secondary is independent of the primary for delta-star transformers. tr ansformers. The second criterion to consider is what phase-shift you want between primary and secondary. For example, Dy11 and Dy5 transformers are both delta-star. If we don’t care about the phase-shift, then either transformer will do the job. Phase-shift is important when we are paralleling sources. We want the phase-shifts of the sources to be identical. If we are paralleling transformers, then you want them to have the same the same vector group. If you are replacing a transformer, use the same vector group for the new transformer, otherwise the existing VTs and CTs used for protection and metering will not work properly. There is no technical difference between the one vector groups (i.e. Yd1) or another vector group (i.e. Yd11) in terms of performance. The only factor affecting the choice between one or the other is system phasing, ie whether parts of the network fed from the transformer need to operate in parallel with another source. It also matters if you have an auxiliary transformer connected to generator terminals. Vector matching at the auxiliary bus bar

Application of Transformer according to Vector Group: (1) (Dyn11, Dyn1, YNd1, YNd11) YNd11)

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Common for distribution distribution transformers. Normally Dyn11 vector group using at distribution system. Because Generating Transformer are YNd1 for neutralizing the load angle between 11 and 1. We can use Dyn1 at distribution system, when we are using Generator Transformer are YNd11. In some industries 6 pulse electric drives are using due to this 5thharmonics will generate if we use Dyn1 it will be suppress the 5th harmonics. S tar point facilitates mixed loading loading of three phase and single phase consumer connections. connections. The delta delta winding winding carry third harmonics and stabilizes stab ilizes star star point point potential. A delta-Star connection is used for step-up generating stations. If HV winding is star connected there will be saving in cost of insulation. But delta connected HV winding is common in distribution network, for feeding motors and lighting loads from LV side.

(2) Star-Star Star- Star (Yy0 or Yy6) Mainly used used for large larg e system tie-up Transformer. Most economical connection in HV power system to interconnect between two delta systems and to provide neutral for grounding both of them. Tertiary winding stabilizes the neutral conditions. In star connected transformers, load can be connected between line and neutral, only if (a) the source side transformers is delta connected or (b) the source side side is star connected c onnected with with neutral connected back ba ck to the source neutral. In This Transformers. Insulation cost is highly reduced. Neutral wire can permit mixed loading. Triple harmonics are absent in the lines. These triple harmonic currents cannot flow, unless there is a neutral wire. This connection produces oscillating neutral. Three phase shell type units have large triple harmonic phase voltage. However three phase core type transformers tra nsformers work work satisfactorily. A tertiary mesh connected winding may be required to stabilize the oscillating neutral due to third harmonics in three phase banks.

(3) Delta – Delta (Dd 0 or Dd 6) This is an economical connection for large low voltage transformers. Large unbalance of load can be met without difficulty. Delta permits a circulating path for triple harmonics thus attenuates the same. It is possible to operate with one transformer removed in open delta or” V” connection meeting 58 percent of the balanced load. Three phase units cannot have this facility. Mixed single phase loading is not possible due to the absence of neutral.

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(4) Star-Zig-zag or Delta-Zig-zag Delta-Zig-z ag (Yz or Dz) These connections are employed where delta connections are weak. Interconnection of phases in zigzag winding effects a reduction of third harmonic voltages and at the same time permits unbalanced loading. This connection may be used with either delta connected or star connected winding either for stepup or step-dow step-down n transformers tra nsformers.. In either case, the zigzag zig zag wi winding nding produces produces the same angular a ngular displacement as a delta winding, and at the same time provides a neutral for earthing purposes. The amount of copper required from a zigzag winding in 15% more than a corresponding star or delta winding. This is extensively used for earthing transformer. Due to zigzag connection (interconnection between phases), third harmonic voltages are reduced. It also allows unbalanced loading. The zigzag connection is employed for LV winding. For a given total voltage per phase, the zigzag side requires 15% more turns as compared to normal phase connection. In cases where delta connections are weak due to large number of turns and small cross sections, then zigzag star connection is preferred. It is also used in rectifiers.

(5) Zig- zag/ star (ZY1 (ZY1 or Zy11) Zy11) Zigzag Zigz ag connection is obtained by inter connection of phases.4-wire phases.4-wire system is possible possible on both b oth sides. sides. Unbalanced loading is also possible. Oscillating neutral problem is absent in this connection. This connection requires 15% more turns for the same voltage on the zigzag side and hence costs more. Hence a bank of three single phase transformers cost about 15% more than their 3-phase counterpart. Also, they occupy more space. But the spare capacity cost will be less and single phase units are easier to transport. Unbalanced operation of the transformer with large zero sequence fundamental mmf content also does does not affect af fect its performance. Even with with Y Yy y type of poly phase connection without without neutral connection the oscillating oscillating neutral does not not occur wi with th these cores. Finally, F inally, three phase cores themselves cost less than three single phase units due to compactness.

(6) Yd5: Mainly used for machine and main Transformer in large Power Station and Transmission Substation. The Neutral point can be loaded with rated Current.

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(7) Yz-5 For Distribution Transformer up to 250MVA 25 0MVA for local distribution system. system. The Neutral point can be loaded with rated Current.

Application of Tr Transfo ansform rmer er according acc ording according acc ording to Uses: Step up Transf Tr ansformer: ormer: It should be Yd1 or Yd11. Step down Transformer: It should be Dy1 or Dy11. Grounding purpose Transformer: Transformer : It should be Yz1 or Dz11. Distribution Di stribution Transformer: Transformer : We can consider vector group of Dzn0 which reduce the 75% of harmonics in secondary side. Power Trans Tr ansformer: former: Vector group is deepen deepen on application for E Example xample : Generating Transformer : Dyn1 , Furnace Transformer: Ynyn0.

Convert Convert One Group of Transformer T ransformer to Other Other Group G roup by Channing External Connection: (1) Group Grou p I: Example: Dd0 (no phase displacement between HV and LV). The conventional method is to connect the red phase on A/a, Yellow phase on B/b, and the Blue phase on C/c. Other phase displacements are possible with unconventional connections (for instance red on b, yellow on c and blue on a) By doing some unconventional connections externally on one side of the Transformer, an internal connected Dd0 transformer can be changed either to a Dd4(-120°) or Dd8(+120°) connection. The same is true for internal connected Dd4 or Dd8 transformers. (2) Group Grou p II: Example: Dd6 (180° displacement between HV and LV). By doing doing some unconventional unconventional connections externally externally on one side side of the Transformer, an internal connected Dd6 transformer can be changed either to a Dd2(-60°) or Dd10(+60°) connection. (3) Group Grou p III: Example: Dyn1 (-30° displacement between HV and LV).

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By doing doing some unconventional unconventional connections externally externally on one side side of the Transformer, an internal connected Dyn1 transformer can be changed either to a Dyn5(-150°) or Dyn9(+90°) connection. (4) Group Grou p IV: Example: Dyn11 (+30° displacement between HV and LV). By doing doing some unconventional unconventional connections externally externally on one side side of the Transformer, an internal connected Dyn11 transformer can be changed either to a Dyn7(+150°) or Dyn3(-90°) connection. Point to be remembered: For Group-III & Group-IV: Group-IV: By doing some unconventional connections externally on both sides of the Transformer, an internal connected Group-III or Group-IV transformer can be changed to any of these two groups. Thus by doing external changes on both sides of the Transformer an internal connected Dyn1 transformer can be changed to either a: Dyn3, Dyn5, Dyn7, Dyn9 or Dyn11 transformer, This is just just true true for for star/d star/del elta ta or delta/s delta/star tar conne connecti ction ons. s. For Group-I & Group-II: Changes for delta/delta or star/star transformers between Group-I and Group-III can just be done internally.

Why 30°phase shift occur in star-delta transformer between primary and secondary? The phase shift is a natural consequence of the delta connection. The currents entering or leaving the star winding of the transformer are in phase with the currents in the star windings. Therefore, the currents in the delta windings are also in phase with the currents in the star windings and obviously, the three currents are 120 electrical degrees apart. But the currents entering or leaving the transformer on the delta side are formed at the point where two of the windings comprising the delta come together – each of those currents is the phasor sum of the currents in the adjacent windings. When you add together two currents that are 120 electrical degrees apart, the sum is inevitably shifted by 30 degrees.

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(http://electricalnotes.files.wordpress.com/2012/05/3333.jpg) The Main reason reason for this phenomenon phenomenon is that the phase phase voltage voltage lags line current current by 30degrees.consider a delta/star transformer. The phase voltages in three phases of both primary and secondary. you will find that in primary the phase voltage and line voltages are same, let it be VRY(take one phase).but, the corresponding secondary will have the phase voltage only in its phase winding as it is star connected. the line voltage of star connected secondary and delta connected primary won’t have any phase differences between them. so this can be summarized that “the phase shift is associated with the wave forms of the three phase windings.

Why w hen Generating Transforme Transformerr is Yd1 Yd1 than than Distribution Transformer is Dy11: This is the HV Side or the Switchyard side of the Generator Transformer is connected in Delta and the LV Side or the generator side of the GT is connected in Star, with the Star side neutral brought out. The LV side voltage will “lag” the HV side voltage by 30 degrees. Thus, in a generating station we create a 30 degrees lagging voltage for transmission, with respect to the generator voltage. As we have created a 30 degrees lagging connection in the generating station, it is advisable to create a 30 degrees leading connection in distribution so that the user voltage is “in phase” with the generated voltage. And, as the transmission side is Delta and the user might need three phase, fourwire in the LV side for his single phase loads, the distribution transformer is chosen as Dyn11.

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There is magnetic coupling between HT and LT. When the load side (LT) suffers some dip the LT current try to go out of phase with HT current, so 30 degree phase shift in Dyn-11 keeps the two currents in phase when there is dip. S o the vector group at the generating station is important while selecting selecting distribution distribution Transformer.

Vector Group in Generating-TransmissionDistribution Distribution System: System : Generating TC is Yd1 transmitted power at 400KV, for 400KV to 220KV Yy is used and by using Yd between between e.g. e.g. 220 and 66 kV, then Dy from 66 to 11 kV so that their phase shifts can be cancelled out. And for LV (400/230V) supplies at 50 Hz are usually 3 phase, earthed neutral, so a “Dyn” LV winding is needed. Here GT side -30lag (Yd1) can be nullify +30 by using distribution Transformer of Dy11. A reason for using Yd between between e.g. e.g. 220 and 66 kV, then Dy from 66 to 11 kV is that their phase shifts can cancel out and It is then also possible to parallel a 220/11 kV YY transformer, at 11 kV, with the 66/11 kV (a YY transformer often has a third, delta, winding to reduce harmonics). If one went Dy11 – Dy11 from 220 to 11 kV, there would be a 60 degree shift, which is not possible in one transformer. The “standard” transformer groups in distribution avoid that kind of limitation, as a result of thought and experience leading to lowest cost over many years.

Generator TC is Yd1, Can we use Distribution TC Dy5 instead of Dy11. With regards to theory, there are no special advantages of Dyn11 over Dyn5. In Isolation Application: Application: In isolated applications there is no advantage or disadvantage by using Dy5 or Dy11. If however we wish to interconnect the secondary sides of different Dny transformers, we must have compatible transformers, and that can be achieved if you have a Dyn11 among a group of Dyn5′s and vice versa. In Parallel Connection: Practically, the relative places of the phases remain same in Dyn11 compared to Dyn5. If we use Yd1 Transformer on Generating Side and Distribution side Dy11 transformer than -30 lag of generating side (Yd1) is nullify by +30 Lead at Receiving side Dy11) so no phase difference respect to generating Side and if we are on the HV side of the Transformer, and if we denote the phases as R- Y-B from left to right, the same phases on the LV side will be R- Y -B, but from left to Right. This will make the Transmission lines have same color (for identification) whether it is input to or

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output output from the Transformer. If we use Yd1 Transformer on Generating Side and Distribution side Dy5 transformer than -30 lag of generating side side (Yd1) is more lag by b y -150 Lag at Receiving Receiving side side (Dy5) so Total Total phase difference difference respect to generating Side is 180 deg (-30+-150=-180) and if we are on the HV side of the Transformer, and if we denote the phases as R- Y-B from left to right, the same phases on the LV side will be R- Y -B, but from Right to Left. This will make the Transmission lines have No same color (for identification) whether it is input to or output output from the Transformer. The difference in output between the Dyn11 and Dny5 and is therefore 180 degrees.

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FILED UNDER UNCATEGORIZED About Jignesh.Parmar Jignes Jignesh h Parmar has comple complete ted d his his B.E(Electri B.E(Electrical) cal) fro from m Gujarat Univers University. ity. He has more more than than 11 years experience experience in Power Transmission-Pow Transmission-Power er Distribution-Electrical energy theft detection-Electrical Maintenance-Electrical Projects(Planning-Designing-coordination-Execution). He is Presently associate with one of the leading leading business business group as a Assistant ssistant Manager Ma nager at Ahmedabad,India. He is Freelancer Programmer of Advance Excel and design useful Excel Sheets of Electrical Engineering as per IS,NEC,IEC,IEEE codes. He is technical Author for "Electrical Mirror" and "Electrical India" Magazines. He is Technical Blogger and Familiar with English, Hindi, Gujarati, French languages. He wants to Share his experience & knowledge and help technical enthusiasts to find suitable solutions and updating themselves on various Engineering Topics.

43 Responses to Vector Group of Transformer Shantanu Joshi says: May 24, 2012 at 5:44 am

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In a system of 1 grid incomer connected to Dy11 transformer and a local generator connected to Dy1 transformer is it possible to synchronise the two incomers? Reply Hussain Hussain Shaik S haik says: May 24, 2012 at 11:17 am Thank you so much for whatever you have, the best you are giving to us regarding the subject Transformers. Brother Jignesh, kindly provide a bit of ” ANSI Standard Transformer ” also in brief wherever it suits for the comparison of IEC Standards. Reply nikhil says: May 24, 2012 at 12:11 pm SIR PLEASE INSIST ME WHAT GRASE GRASE OF TRA TRANSFORMER NSFO RMER OIL SHOULD S HOULD BE B E USED U SED FOR F OR 5 mva TRANSFORMER FOR 33 kV SUPPLY. Reply Priyanka says: June June 2, 2012 at 5:07 am Thank you so much for this information Reply Tapani Julin says: June June 8, 2012 at 12:02 pm pm Six Ways to wire Star Winding is very helpful to me,Honestly i don’t know how to do it but because because of it it i lear learn n thanks thanks for for a ver very y good inf inform ormatio ation. n. Reply Byju Ramachandrn says: July July 1, 2012 at 8:03 am Dear Sir, I understood that the generator transformer vector group is delta at generator side and star in yard side. But in your article it is mentioned as reverse order. Please clarify Reply Jignesh.Parmar says: July July 1, 2012 at 10:22 am As per IEC Vector group shown in HV winding / LV winding so i Generator transformer HV side is Transmission side and LV is Generator side. Reply k mohana m ohana krishna says: July July 5, 2012 at 6:06 pm sir sir Iam an electrical engineer working in APTRANSCO, Sir I want to know the operation of OLTC in 100 mva power transformer with tap connection. we have 25 nos of taps with 21st tap as normal if

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possible explain with sketch. Thanking sir K Mohana Krishna Reply Imranullah says: June June 5, 2013 at 8:01 am Please see the Rating & Diagram plate of that (100 MVA) transformer. Reply rehan says: July July 13, 2012 at 10:00 pm we good stuff i really liked that Reply SUJITH C NAIR ,KANHANGAD-KERALA says: September 15, 2012 at 11:50 am sir sir all the informations are 100% practical…..thank you very much sir Reply randy addae junior says: October 17, 2012 at 5:11 pm I really like your diagrames and the explanations Reply jaswant singh bhamra says: October October 22, 2012 at 8:29 am i really like your diagrames and the explanations jaswant jaswant sin singh gh bhamra sen senio iorr test test & com commis missi sion onin ing g sts switch switchgear gear uk uk Reply R.K.SHARMA R.K.SHARMA says: sa ys: October 22, 2012 at 4:34 pm Information quite useful.Can we use YD7 in place of Yd1 generator transformer. Reply ram says: October October 28, 2012 at 6:00 am good job sir Reply Md. Anowarul Islam says: October 31, 2012 at 3:04 pm

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This is a fantastic tropics. But I want to know about the test methode and voltage relation of different type vector group. Reply umar says: says: November 4, 2012 at 4:53 pm sir what is matching factor in differential protection Reply Rashid says: November 6, 2012 at 5:57 am Please give the detail procedure of vector group test with the example of.Dyn1 Thanks. Rashid Reply SANTHOSH ESWARAN POTTY says: December 2, 2012 at 4:51 pm Use full information…. Reply Ajay Shida says: December 24, 2012 at 6:18 am T hank you so much sir Reply Vinoth Vi noth says: January January 28, 2013 at 6:21 pm Nice information Reply Marios Moschakis says: February February 24, 2013 at 12:30 am Dear Jignesh, Thank you y ou for the interesting information about a bout the selection of transformer’s vector group. I would like to add another interesting point: The positive effect and other characteristics of transformers of certain vector groups on the mitigation of voltage sags. This can be done by the positive effect of transformers of vector group 1, 5, 7 and 11 (e.g. Dy1, Yd5 etc) on asymmetrical faults and especially especially as regards rega rds one-phase-to-ground one-phase-to-ground faults, faults, which are a re the most frequent fr equent faults. Moreover, it can be proved that two-phase, two-phase-to-ground and three-phase faults at the one side of such transformers give the same sag magnitude at the other side of the transformer under common assumptions used in short-circuit analysis. I have published a journal and a conference paper on that effect.

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Kind Regards, Dr. Marios Moschakis, Lecturer Department of Electrical Engineering Technological Educational Institute of Larissa, GREECE Reply M.Alii Imran M.Al Imr an says: March 7, 2013 at 12:12 pm sir, if i have a transformer of vector group Ynd11 on generating side.how can i take a neutral on LV side? Reply Siddavatam Nizamuddin says: March 24, 2013 at 6:40 am This is a good ready reference regarding vector group and selection of various vector groups. I would like to ask one thing regarding distribution transformers. As you know the distribution system normally on HV side connected in parallel and LV side radial. That means the LV of two transformers will never be connected in parallel. In that case, can we connect the two distribution transformers with different vector group in parallel? Reply sachin says: May 2, 2013 at 12:49 pm Dear sir,which vector group give highest secondary voltage? Reply Bino says: May 6, 2013 at 10:37 am what are the advantage of star star over delta star or vice versa? Reply sachidanand kumar says: May 6, 2013 at 11:08 am Thanks, To clearify my problem of vector group…transformer? Reply Roman says: May 6, 2013 at 7:10 pm I do not even know how I ended up right here, but I assumed this submit used to be good. I don’t know who you’re however certainly you’re going to a famous blogger when you are not already. Cheers! Reply power transformer says:

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May 22, 2013 at 7:58 am I read this article and i realy appreciate your efforts.Thanks for sharing this information.This is very helpful for people…… Reply patomchon L says: June June 4, 2013 at 4:32 am What ‘s the difference in diagram between the Dyn11 and Dy11 Reply sunil says: June June 5, 2013 at 9:38 am we want to step up 415volts to 11000volts for tunnel work. the transformer we have is star (LV) and Delta(HV). How H ow to give earth fault protection? Reply Roop Bundele says: June June 17, 2013 at 8:17 pm For Step up Transformer 415/11kV You would normally choose Yd11 or Yd1 or Yy0 or ( Yz1 or Yz11)( depending upon if it is likely to go in parallal with other existing supply at this voltage or further after steps up/down) instead of Dy11 or Dy1 for Earth fault Protection. As per IEC presentation of vector Group First letter represent High voltage winding Reply harish patel says: June June 14, 2013 at 10:41 am dear sir will will you explaine me formula kva=1.73 kva=1 .732*v*i*pf 2*v*i*pf in which v=line voltage voltage or phase voltage,i=line ampere or phase ampere,because as per my knownge v= avrage line to line voltage and i= avrage phase to phase current but i am facing problem from transformer manufacturer hope you do needful to me Reply javad ahamad says: June June 19, 2013 at 7:55 am very nice information,but why we are sending with 30 deg lag in generation station??what is the point behind lagging while sending? Reply Jignesh.Parmar says: June June 20, 2013 at 5:34 pm already given in post Reply Timika Lalji L aljie e says:

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June June 24, 2013 at 5:51 pm pm dear sir am using the PSS Sincal software, and i can’t figure out which group vector represents the single phase two winding transformer. please help Reply Courtney Powell says: says: June June 27, 2013 at 5:42 am very helpful, thank you! Reply rajasekaran palani says: July July 23, 2013 at 2:46 pm For a 5MVA, 0415/6.6KV, Whic h vector group I have to choose – Please advise Reply natasha says: August 2, 2013 at 11:44 pm What are the only phase displacements in degrees with which it is possible to parallel the secondaries of two transformers? Reply Rags says: August 13, 2013 at 1:54 pm Does the downstream transformer vektor groups have an effect on fault currents. This is specifically as distance from the source and voltage levels have effect Reply Sujit Sengupta says: August 13, 2013 at 6:03 pm Great work Jignesh, I would like to connect with you, Sujit Sengupta, Reply anandkumar says: says: August 14, 2013 at 3:16 pm I learn more subject from you thanks Reply sandeep says: August 17, 2013 at 8:40 am Jignes Jignesh h Sir, Thank Thank u for good good info informati rmation on.. In star-star transformer how can we do vector group test??

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