Harmonics create pollution in our power system just like carbon dioxide and other gases create air pollution. It has adverse effects directly or indirectly on equipment like motors, transformers, induction heaters, etc. It leads to energy loss due to poor power factor.
Following content has been covered:
- The definition of harmonics is briefly interpreted.
- Factors which are responsible for harmonics current generation is discussed.
- Often the failure of equipment like motors, transformer, etc. has been put on harmonics current. But this is not always the case. This ambiguity is being tried to clear by putting content "What harmonics are not"? so that readers who are associated with operation and maintenance can efficiently do analysis and find the root cause of failure of equipment.
- IEEE Std. 519-1992, 2014 has been interpreted.
2. Learning Objective
At the end of seminar we can be able to:
Increased awareness of Harmonics and its effect.
Interpretation of definition of harmonics.
Know how harmonics are generated.
Know adverse effects of harmonics in electrical system.
Interpreting IEEE 519-1992, 2014 tables for limiting
Harmonics in Power system.
3. Benefits of Seminar
Understanding and awareness related to harmonics
would increase.
Clarity on harmonics would help engineers to find
root cause of failures of equipments.
Maintenance engineers can take corrective actions
in context with harmonics.
4. Content
What is Fundamental Frequency?
Definition of Harmonics
Origin of Harmonics
Effects of harmonics
IEEE 519-1992, 2014
5. What is Frequency?
So 50hz frequency means, 50 cycles completed in 1
sec.
+
-
+
Time
One Cycle
7. Definition
Fourier theory tells us that any repetitive waveform can be
defined in terms of summing sinusoidal waveforms which
are integer multiples (or harmonics) of the fundamental
frequency.
The harmonic with frequency corresponding to the period
of the original waveform is called fundamental and the
harmonic with frequency equal to “n” times that of the
fundamental is called harmonic component of order “n”.
To Summarize: the harmonics are nothing less than the
components of a distorted waveform and their use allows us
to analyse any periodic non-sinusoidal waveform through
different sinusoidal waveform components.
11. Linear Loads:
-A linear element in a power
system is a component in
which the current is
proportional to voltage.
-This means current waveform
shape is same as the voltage.
Typical example is motors,
heaters etc.
Types of Loads
12. Types of Loads (contd.)
Non-Linear Loads:
-When we apply a voltage
to solid state device
current drawn would be
zero until firing voltage
reached.
-Now the current is drawn
and reached to its peak
value.The current drawn
would be decreasing, when
the voltage waveform goes
downwards, and it
becomes zero till the firing
voltage. Same holds true
for negative half cycle.
-So the current waveform
shape is not sinusoidal but
it is periodic.
13. Conclusion:
We can conclude that, as non-linear load produces periodic
waveform, this waveform combines as integer multiples of
fundamental waveform and results in distorted sinusoidal
waveform.
15. What Harmonics are not?
• Dips
• ImpulsiveTransient (very short rise and
decay time)
e.g. lightening strike, ESD, poor grounding,
stray capacitance etc.
• OscillatoryTransient (decays within an electric
cycle)
e.g. abruptly on or off of inductive motors,
switching on or off of power factor
capacitors.
17. Engineering Perspective:
Neutral conductor overheating:
When the balance load distribution is not there then
the current also flows from neutral and neutral gets
overheated.
Also when harmonics are present in power system
then also the neutral may get overheated.
Effects onTransformer:
The transformer eddy current losses increases with
square of harmonics number.This results in heating
of transformer.
18. Nuisance tripping of Circuit Breakers:
RCCB’s and MCB’s may trip due to presence of harmonic
current which could be higher than rated.
19. Over stressing of power factor correction capacitors:
The impedance of the PFC capacitor reduces as frequency
rises. Hence they carry large harmonic current and may
prone to damage.
20. Overheating of Cables:
Skin effect is normally ignored at fundamental frequency.
At higher frequency skin effect is more.This results in
overheating of conductor.
Induction Motor overheating:
As like transformer, induction motor undergoes more eddy
current losses which results in overheating.
21. Voltage drops may occur due to harmonics.
Causing EMI to sensitive signals.
Business Perspective
• Increased maintenance and replacement cost.
• Interruptions and downtimes cost.
• Reduced system capacity and thus increaseCAPEX by
unnecessary expansion.
23. • IEEE is worried aboutVoltage harmonics caused by
current waveform distortion.
• IEEE is concern with your neighboring factories.
ISC / IL 3≤h<11 11≤h<17 17≤h<23 23≤h<35 35≤h<50 TDD
<20 4.0 2.0 1.5 0.6 0.3 5.0
20<50 7.0 3.5 2.5 1.0 0.5 8.0
50<100 10.0 4.5 4.0 1.5 0.7 12.0
100<1000 12.0 5.5 5.0 2.0 1.0 15.0
>1000 15.0 7.0 6.0 2.5 1.4 20.0
Maximum harmonic current distortion in percent of IL
Individual harmonic order (odd harmonics)
Source: IEEE 519-1992, 2014 recommended practice for limiting power system harmonics.
24. V ≤ 1.0 kV 5.0 8.0
1 kV < V ≤ 69 kV 3.0 5.0
69 kV < V ≤ 161 kV 1.5 2.5
Bus voltage V at
PCC
Individual
harmonic (%)
Total harmonic
distortion THD(%)
Voltage harmonics distortion limits
Source: IEEE 519-1992, 2014 recommended practice for limiting power system harmonics.
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