Showing posts with label interharmonics. Show all posts
Showing posts with label interharmonics. Show all posts

Thursday, 31 January 2019

EFFECTS OF INTERHARMONICS PRESENCE

Interharmonic currents cause interharmonic distortion of the voltage depending on magnitudes of the current components and the supply system impedance at that frequency. The greater the range of the current components frequencies,the greater is the risk of the occurrence of unwanted resonant phenomena, which can increase thevolt age distortion and cause overloading or disturbances in the operation of customers' equipment and installations. Among the most common, direct, effects of interharmonics are: 

a) Thermal effects

b) Low-frequency oscillations in mechanical systems

c) Disturbances in fluorescent lamps and electronic equipment operation.  

d) Interference with control and protection signals in power supply lines. (This is now the main harmful effect of the interharmonics) 

e) Overloading passive parallel filters for high order harmonics

f) Telecommunication interference

g) Acoustic disturbance

h) Saturation of current transformers 

Sources of Interharmonics



There are two basic mechanisms for the generation of interharmonics. 

The first is the generation of components in the side-bands of the supply voltage frequency and its harmonics as a result of changes in their magnitudes and/or phase angles. These are caused by rapid changes of current in equipment and installations, which can also be a source of voltage fluctuations. Disturbances are generated by loads operating in a transient state, either continuously or temporarily, or, in many more cases, when an amplitude modulation of currents and voltages occurs. These disturbances are of largely random nature,
depending on the load changes inherent in the processes and equipment in use. 

The second mechanism is the asynchronous switching (i.e. not synchronized with the power system frequency) of semiconductor devices in static converters. Typical examples are cyclo-converters and pulse width modulation (PWM) converters. Interharmonics generated by them may be located anywhere in the spectrum with respect to the power supply voltage harmonics. 


In many kinds of equipment both mechanisms take place at the same time. 
Interharmonics may be generated at any voltage level and are transferred between levels, i.e. interharmonics generated in HV and MV systems are injected into the LV system and vice versa. Their magnitude seldom exceeds 0.5% of the voltage fundamental harmonic although higher levels can occur under resonance conditions

Basic sources of this disturbance include: 
  • arcing loads
  • variable-load electric drives
  • static converters, in particular direct and indirect frequency converters 
  • ripple controls 

Interharmonics can also be caused by oscillations occurring in the systems comprising series or parallel capacitors and transformers subject to saturation and during switching processes. 

The power system voltage contains a background Gaussian noise with a continuous spectrum.  Typical levels of this disturbance are in the range 
(IEC 61000-2-1) 


ARCING LOADS 

This group includes arc furnaces and welding machines. Arc furnaces do not normally produce significant interharmonics, except where amplification occurs due to resonance conditions. Transient operation, being a source of interharmonics, occurs most intensively during the initial phase of melting (Figure 1). 



Welding machines generate a continuous spectrum associated with a particular process. The duration of individual welding operations ranges from one to over ten seconds, depending on the type of welding machine. 

ELECTRIC MOTORS 

Induction motors can be sources of interharmonics because of the slots in the stator and rotor iron,particularly in association with saturation of the magnetic circuit (so-called „”slot harmonics“„). At the steady speed of the motor, the frequencies of the disturbing components are usually in the range of 500 Hz to
2000 Hz but, during the startup period, this range may expand significantly. Natural asymmetry of the motor (rotor misalignment, etc.) can also be a source of interharmonics – see Figure 2. 



Motors with variable-torque loading, i.e. forge drives, forging hammers, stamping machines, saws, compressors, reciprocating pumps, etc., can also be sources of subharmonics. The effect of variable load is also seen in adjustable-speed drives powered by static converters. 

In wind power plants the effect of the variation in turbine driving torque, resulting, for example, from the ”shadow effect“ of the pylon, can modulate the fundamental voltage component, thus becoming the source of undesirable, low-frequency components. 

STATIC FREQUENCY CONVERTERS -INDIRECT FREQUENCY CONVERTERS 

Indirect frequency converters contain a dc-link circuit with an input converter on the supply network side and an output converter (usually operating as an inverter) on the load side. In either current or voltage configurations the dc-link contains a filter which decouples the current or the voltage of the supply and load systems. For that reason the two fundamental (the supply and the load) frequencies are mutually decoupled. But ideal filtering does not exist, and there is always a certain degree of coupling. As a result, current components associated with the load are present in the dc-link, and components of these are present on the supply side. These components are subharmonic and interharmonic with respect to the power system frequency. 

CURRENT-SOURCE LOAD COMMUTATED INVERTERS 

Due to the semiconductor devices switching technique, these are classified as line commutated indirect frequency converters. A frequency converter (Figure 3) consists of two three-phase bridges P1 and P2 and a dc-link with reactor of inductance L . One of the bridges operates in the rectifier mode and the other in the inverter mode, although their functions could be interchangeable.



The presence of two rectifier bridges supplied from two systems of different frequencies results in the dc-link current being modulated by two frequencies–f1 & f2. Each of the converters will impose non-characteristic components on the dc link, which will appear as non-characteristic harmonics on the ac side, both in the load and in power supply system


We will See the "EFFECTS OF THE PRESENCE OF INTERHARMONICS"  in next article soon,

Please subscribe our blog https://blog.emerich.in/
Follow us LinkedIn   https://www.linkedin.com/company/emerichenergy/

Understanding INTERHARMONICS In Power System


Technically "Interharmonics"are voltages or currents with a frequency that is a non-integral multiple of the fundamental supply frequency, while each harmonic frequency is an integral multiple of the supply frequency.  


Interharmonics,always present in the power system, have recently become of more importance since the widespread use of power electronic systems results in an increase of their magnitude. Interharmonics are caused by the asynchronous switching of semiconductor devices in static converters such as cyclo converters and pulse width modulation(PWM) converters, or by rapid changes of current in loads operating in a transient state. 

Practically "Interharmonics" are explained as Electronics and communications devices in the smart grid can increase a rare, and not well-understood, distortion.

Using sophisticated power electronics and communications systems to improve power system efficiency, flexibility and reliability is increasing interharmonic distortion and putting new equipment sensitive to that distortion on the system. Understanding interharmonics is necessary to prevent them from adversely affecting system operation.

IEEE Standard 519-2014, Recommended Practice and Requirements for Harmonic Control in Electric Power Systems, defines interharmonics as any “frequency component of a periodic quantity that is not an integer multiple of the frequency at which the supply system is operating.” IEC 61000-2-1 includes a similar definition. Mathematically, with the supply (fundamental) frequency and m any positive non-integer, any signal with the frequency mf is an interharmonic of f. This is similar to the harmonic definition, nf, where f once again represents the fundamental frequency, but represents any integer greater than zero.


While interharmonic and harmonic definitions are similar, their difference that harmonics are periodic at the fundamental frequency and interharmonics are not is important. All periodic waveforms can be represented by their fundamental component and a Fourier series of harmonics with various magnitudes, frequencies and angles. Interharmonics are not periodic at the fundamental frequency, so any waveform containing interharmonics is non-periodic and any non-periodic waveform includes interharmonics. The level of interharmonic distortion can be thought of as a measure of a waveform’s non-periodicity.

We will See the sources of interhormonics in next article soon,


Please subscribe our blog https://blog.emerich.in/
Follow us LinkedIn   https://www.linkedin.com/company/emerichenergy/