Amorphous Core Power Transformer                      


Abstract _______________________________________    1

INTRODUCTION _________________________________   1

TRANSFORMER LOSSES ___________________________    2

No-load Power loss/Constant Losses_____________________ 2

Hysteresis loss __________________________________      3

Eddy Current loss_________________________________- 3

Abnormal Loss __________________________________     3

Load loss ______________________________________     3

DESIGN CONSIDERATIONS ________________________     4

PROTOTIP DESIGN ______________________________     7

Amorphous Data Sheet (Key Design Information) [10] ______       8

Table 2: Prototype Amorphous Core Transformers Design Value _  9

Table 3: The Comparison of Transformers Test Results —————  12


CONCLUSION —————————————————————————     14

Significant results acquired in this study are given below: ————  14

REFERENCES——————-———————————————————— 15


Although transformers, which are the indispensable component of transmission and distribution, are highly efficient comparing the other electric machineries, increasing global demand for electrical energy is resulted that efforts on improvements of energy efficiency of transformers has become an important current issue. Regarding efficiency of electrical energy distribution considering load ratio, no-load power losses of transformers are bigger part of total losses. In recent years some studies showed that no-load power losses of amorphous core transformers are less than laminated steel core transformers by 60-70%. In this paper, by manufacturing a prototype amorphous distribution transformer rated 33 kV and 1 MVA subsequently by quantifying its  power losses, the energy efficiency value, gained by replacing laminated steel core transformer with this new type in a power disturbing system, are to be studied.

Keywords: Power distribution system, amorphous core, energy efficiency, transformer, no-load losses


More than ever, electric utilities and industries today are searching for technologies that will reduce their operating costs and improve energy savings throughout their systems. New transmission and distribution (T&D) technologies are now available to help utilities meet these goals.[9] For high efficiency in transmission and distribution of electrical energy which is aimed at minimizing energy losses requires that an increase in voltage of conducted electric energy and to decrease current rewardingly as much as possible. It therefore resulted that voltage value of electric energy to be transformed to a high voltage where it’s generated.

The role of a transformer is to convert high-voltage electricity supplied from a power station into lower-voltage electricity for safe use. Transformers operate 24 hours a day, seven days a week during which time they undergo constant losses of 2 to 4% of the electricity that passes through them.

The size of Transformers used in electric distribution systems are specified according to:

Ø Size

Ø System design

Ø Installed power

Ø Maximum demand power


Although an ideal transformer would have no power losses, practically when energized a transformer will have some losses that occur in the windings, core and the surrounding structures. When the transformer is energized, but no load applied, the no-load power loss occurs due to the material that used in the core. This loss value is constant which occurs when both a load connected or not connected to the transformer. When a load connected to the transformer, a larger component of loss due to the flow of load current through the winding resistance is added to the no-load power losses. Thus, the total losses of the transformer can be determined with the following expression:

No-load Power loss/Constant Losses

Amorphous core transformers significantly reduce no-load losses by using an amorphous alloy *3 for the iron core, which the transformer windings that carry the electricity are coiled although it is caused regardless of whether a load is present. They are essentially the power required to keep the core energized. These are commonly referred to as “core losses,” and they exist whenever the unit is energized. No-load losses depend primarily upon the voltage and frequency, so under operational conditions they vary only slightly with system variations. They include losses due to magnetization of the core, dielectric losses in the insulation, and winding losses due to the flow of the exciting current and any circulating currents in parallel conductors. No-load losses can be calculated with the following mathematically expression [14-15]:

Hysteresis loss

Defined as the loss equal to the area of the static magnetization loop times the cycle rate. It’s the first component of the no-load power losses that is known “core losses”. The area of the Hysteresis loop times the frequency at very low frequencies is an accurate estimate of no-load losses. At low frequencies, the no-load power losses due to the eddy current losses and abnormal losses are very small when compared to the hysteresis loss

Eddy Current loss

Based on Maxwell’s equations, but does not including domain wall theory, Eddy current losses are the second component of the no-load power losses which caused by the change in the density of the flux with respect to time because of magnetic materials. In order to reduce eddy current losses, high-strength core material and laminating a thin core used.

Abnormal Loss

This loss which is not included in the two previous loss mechanisms.and constants are obtained by the experimental data. Steinmetz constant n is 1.6. The no-load power losses due to micro-structure of the material, the conductivity is dependent on cross-sectional area and lamination. The equation is valid in a certain range of frequency and flux density. The last component of the no-load power losses is abnormal losses which appear on the tests that are not in the class of hysteresis and eddy current losses.

Load loss

          Heat losses, or I 2R losses, in the winding materials contribute the largest part of the load losses. They are created by resistance of the conductor to the flow of current or electrons. The electron motion causes the conductor molecules to move and produce friction and heat. The energy generated by this motion can be calculated using different the formula It’s majorly caused by the load on the transformer during the use of electricity


            A transformer is a static piece of apparatus used for transferring power from one circuit to another at a different voltage, but without change in frequency. It can raise or lower the voltage with a corresponding decrease or increase of current. Electrical energy generated at generating stations is transported to remote load centers. Between generating station and consumers we have transmission, sub transmission and distribution levels of voltage. Since the long distance transmission at high voltage is cheap and low voltages are required for utility purpose, the voltage levels goes on decreasing from the transmission system to the distribution system. For this high voltages and low voltages transformer is necessary in transmission and distribution system.[13]

             An essential part of the design of a transformer consists of the determination of the ferromagnetic material cross-section core and the conductor’s cross-section area. These areas are determined from estimates of suitable values for the peak flux density, the winding space factor, the stacking factor, and the full-load rms current density in the windings .Ferro-magnetism is the basic mechanism by which certain materials e.g. Iron form permanent magnets or attracted to magnets ,it’s the strongest type which creates forces strong enough to be felt. This current density depends on the mode the transformers will be operated, if intermittent or in a continuous form. Today the thickness of a sheet of grain oriented silicones id (0.18-0.30) mm.

Development of Fe-Si Steel has lead to production of a low material loss whereby:

Ø Normal Si-Steel

(0.35 mm thickness and 1.5 %-3.5% of Si material)

0.9 To 1.1 Tesla


Hot Rolled  Grain Oriented Si Steel

1.4 To 1.7 Tesla


Cold Rolled Grain Oriented Si Steel

0.14 to 0.28 mm thickness

           Transformer cores are built from thin sheets of steel. These sheets are manufactured specifically for use in transformers. Core steel has low carbon content 0.1%.Increased carbon content has a detrimental influence on the hysteresis losses as well as the ageing properties. Its alloyed with silicon (Si) which increases the specific electrical resistance, reducing eddy current losses in the core and also makes the core brittle hence the content should be kept below 3%.Today only grain-oriented steel is used which is made by cold rolling the steel sheets making the magnetic domains in the steel sheet will tend to be oriented in the rolling direction. The material obtained has good loss properties in the rolling direction and the correspondingly poor properties in the transversal direction. The grain oriented core steel is available in several grades which have properties which occur due to raw material composition, the degree of cold rolling and different finishing treatments, for example laser treatment which is a mechanical treatment that divides the magnetic domains into smaller domains with lower losses as the result.

           Another indication for the ease of magnetization of amorphous metals is the high value of their relative permeability which can also be read from the B-H curve given in Fig.  1, and is summarized in the values given in Table 1.

        To minimize eddy current losses, the sheets must be insulated from each other using an inorganic material compatible with transformer oil and is corrosion and temperature resistant. The coating is very thin, 4µm which enhances a good core fill factor. The core is built up from many layers core steel sheets. Suppose the core limb was built from a solid iron bolt, the core would represent a short-circuit winding around itself, and the transformer would not work. The mutually insulated sheets prevent such a short-circuit .Eddy current losses in the core steel are proportional to the square of the thickness. Therefore the steel sheets have to be thin in order to reduce the no load losses. Typical thickness is from (0.18 – 0.3) mm. With the amorphous alloy this value is 0.025 mm and 7 to 12 times smaller than conventional silicon irons. This thinness, combined with its uneven surface, gives the amorphous material a space-factor of only 80% (86% that we can use Metglas) compared to 95% achieved with silicon-iron [3].In this paper, the amorphous alloy Fe ,B, Si, as produced by METGLAS 260HB1(not Allied Co), is the reference material. Since the amorphous alloys are produced as ribbons, they can be most naturally applied to the transformers designed with a shell-type core whereby we used five leg core types that’s why the outset amorphous alloy more longer than manufacturing availability. The reduced flux density saturation of Fe-based amorphous alloys, less than 1.3T (based on our design and 1.4T For Metglas)versus the 1.7 T (For design value due to saturation) of Fe-3% Si has been a concern to some. Although some disadvantages of amorphous design value that causes big and expensive transformer, scientists have worked to solve this problems and it  seemed that some  working theoretically can achieve 1.90T [addition 1] and amorphous material tend to decline of the prices and serious saving because of load ratio of transformers. It should be noted, however, that the trend in Fe-3% Si-cored transformers is to lower operating inductions.


        Unlike many countries around the world, Europe has no mandatory standard on energy efficiency of distribution transformers. The two main documents which describe losses in transformers are: the European Standard EN 50464-1, which has superseded the harmonized document HD428 for oil cooled transformers, and the harmonized document HD538 for dry type transformers, which is still valid (or their various country equivalents, e.g., DIN, etc.)[17] Oil cooled distribution transformers are used C036 Bk36 energy class in Turkey due to EN 50464-1. Electric distribution system operates at 33 kV, 15.8 kV, 10.5 kV, and 6.3 kV in Turkey

       While in France the distribution level is 11KV, United States 11kV, United Kingdom 33KV, New Zealand and Australia 11kV and 22KV common in South Africa.[18] As to total transformer quantity in Turkey,  86% of transformers are rated 33/0.4kV. The ratio of distribution transformers rated 33/0.4 kV is approximately 72% of installed power. It is estimated that 25% of these distribution transformers are rated 1000kVA [16] .

     The Hitachi/Metglas group manufactures amorphous metals and is the biggest promoter of amorphous technology in distribution transformers. Metglas introduced a new amorphous material, HB1, (improved from the earlier SA1 material) which compensates for the deficiency of reduced saturation induction. The new material reaches saturation at induction levels close to those typical of traditional magnetic steel. To manufacture an amorphous core prototype transformer is used Metglas 2605HB1M core alloys. [7]

     Metglas amorphous metal material is the earth-friendly high-technology material for distribution transformers that can reduce no-load loss (standby electricity) in distribution transformers to about one-third the level compared to those using grain-oriented electrical steel.