How to illustrate “Re active Power” ?

June 22nd, 2009 | Posted in Energy Efficiency - kvar
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testing active power ?

In an electrical circuit, the active power P is the real power transmitted to loads such as motors, lamps, heaters, computers … The electrical active power is transformed into mechanical power, heat or light.
In a circuit where the applied r.m.s. voltage is Vrms and the circulating r.m.s. current is Irms, the apparent power S is the product Vrms x Irms.

The apparent power is then the basis for electrical equipment rating. One piece of equipment (transformer, cable, switch …) must be designed in relation to the r.m.s. values of voltage and current.

But what is re active power ?

Re active power Q is present when voltage and current are not in phase. In this situation, the current can be split up into two components:

• one component which is in phase with the voltage, called active current and which is the sole responsible for transmission of active power,
• one component which is in quadrature, called reactive current and which is commonly considered as the generator of flux in ferromagnetic circuits such as transformers, motors, ballasts.

The problem with the reactive power is that it is impossible to manage without it, and it is resulting in an increase of equipment rating.

It can be compared to the foam in a glass of beer : it is not the real stuff, but there is no way to avoid it and the glass must be oversized unless you’ll have overflow.

Jacques Schonek

Comment(s) to “How to illustrate “Re active Power” ?”

1. John says:

what a refreshing way to explain it. Thanks a lot, Jacques !

• Elie says:

As an electrical engineer, this is the best explanation I’ve ever heard.
And a better way to appreciate beer!!!

2. endar says:

nice illustration. it is very easy to understand

3. Ilias says:

Amazing! I will use it for internal communication presentation now!

4. Gener says:

Very simple yet easy to understand. Explains even elementary students can understand. “ACTIVE POWER” is only the same as “REAL POWER.” FYI only.

5. john wessels south africa says:

this is the best logical explanation i have ever heard about power factor

6. parthiban says:

Exellent example.i will use this same example for my future presentations.lot of thanks..

7. Rees says:

Simply superb, a creative way of explaining it, i’ll definitely use this illustration in my interviews in future… thanks

8. Sandeep Chaudhari says:

Very nice example of Beer is given to understand Active & Reactive Power for Electrical Maintenance Team

9. mior says:

Most of the website explaining in a same way and I guest, this is the best way to describe the Reactive Power.

10. francois b says:

thank you everyone for all these comments !

* these are for Jacques Schoneck our author of the month, see our 1st newsletter

* as you can see common target is quality of our articles & comments and i recommand that you could also either share your experience by writing an article or at least subscribe to our Electrical Engineering blog (see “subscribe to the newsletter” button top right end of the blog

see you very soon
the moderator

11. kelash kumar maheshwari says:

Illustration is so easy and and nice that every one can understand.

12. chirag says:

just best

13. This illustration is real educative and simple to get the concept of power in electrical engineering. it can be easily understood by any class of people. Bravo to Jacques.

14. zawzawlatt says:

this is the best one for everybody.

15. Amir Nsdeem says:

There are no words for tstimonial of example.Jacques live 100 & 100 years to give us such examples

16. kireeti says:

it is a different kind of presentation…nice, i liked it!!!

17. BobN says:

..a good visual aid, it’s always helpful! Thanks.

18. ramakrushna says:

easiest way to understand the difference between active & reactive power

19. vaithiyanathan says:

nice explanation…everyone can understand easily..
who donot hv electrical knowledge also……thank u

20. Sivakumar says:

Super! Its way to understand everyone easily. I need to know KVA calculation.

21. mehul patel says:

This is one of good lesson with great example

22. ABDUL says:

This is interesting,I believe it requires no further explanation,even to a primary school child!

23. Jayajith says:

Superb Explanation……….. No Need of any traditional explanations

24. David C says:

Reactive power is the energy that is transmitted from the generator to the load and is then returned to the generator every half cycle. It is not the froth on the beer , it is real beer, it is just that it is left in the glass. An appliance that consists of a magnetic circuit requires a certain energy to magnetise and de-magnetise the magnetic circuit in each half cycle. That energy is stored in the magnetic circuit but not converted in another form of energy. When the direction of the voltage in the circuit is reversed, the next half cycle, the energy is returned to the generator and then returned back to the load in the opposite direction to magnetise the circuit in the opposite direction. And so the cycle continues.
The reactive power (energy) is therefore not less real that the power that is being converted into another form of energy (mechanical power etc) it is just power that does not get use by the load.

• Scott says:

David C: I think the example is spot on. However, I think our disagreement is how you apparently rate your beer. I submit that the froth is a necessary and vital part of any brew; just like reactive power is to apparent power.

25. Jim says:

Great explanation. The foam in the beer comparison is ace!

26. I have to agree with David C. Reactive power is every bit as important. However your illustration is amusing and does help people to understand the two types of energy.
Gail

27. sai krishna says:

k its very good explantation ,but i cant come to point that tell me if a gernator produce 10 mw how u will differ active apperent and reactive power plz give me a proper explanations

28. Hareshrathod says:

Innovative way of explanation….
What a way…….! I understood it very easily……..

29. Leslie Chin says:

Using a glass of beer with a head of froth to illustrate summation of active power, reactive power and total kVA is incorrect. The summation must be done vectorially using Pythagoras’ theorem. A more appropriate example is to consider the operation of a wheelbarrow. You have to first lift the handle, this is the reactive power and then pus, this is the active or real power. The total power is the hypotenuse.

30. Serban Stroe says:

De regula, sunt locuri de consum unde grosimea stratului de bere se plateste, uneori si la un pret triplat. Calitatea unei beri conforme rezulta cand stratul de spuma este gratuit. Numai atunci poti consuma cate bere vrei fara sa tedoara capul!

31. Serban Stroe says:

Usually, there are places where the thickness of beer consumption is paid, sometimes tripled in price. Achieve consistent quality beers when the foam layer is free.
Only then you can consume many beers you want without headaches.