Revcon Powerfactor Correction

 

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When it comes to reactive power, the following illustration has become very famous.

Power Factor, a mayor impact on your power quality

In a most common sense, when speaking about reactive power and power factor this is referring to fundamental sinewave signals where current and voltage are at a different angle.

Typically the reactive power is calculated by the cos ϕ (also referred to as power factor, pf).

When it comes to reactive power, the adjoining illustration has become very famous.

The Beer is indicating what you actually wants, while the foam is representing the reactive power. This illustration is giving a simplified picture of the reactive power only taking into account the sinewave signals. This can be used for most tyoical inductive loads such as motors connected direct on line (without Variable Speed Drive).

4 Reasons why to take care of fundamental reactive power

Power Factor:
In many regions, utilities charge customer based on power factor. Due to inefficient use, a low power factor usually lead to higher charges.

Infrastructure efficiency:
Reactive power needs to be generated, transferred nd distributed. At all times, this will cause losses in the system.

Infrastructure costs:
While reactive power does not create any real work in the final application, reactive power still increase the current in the whole system. This is causing high costs due to necessary oversizing of equipment such as transformer, switches and wire.

Voltage stability:
Avoiding reactive power and ensuring a stable pf stabilizes the voltage and helps avoiding fluctuations in the voltage.

eSVG Cost savings

With more complex loads, such as a mixture of VFD and inductive loads, the beer allegory is not sufficient. In order to evaluate the true reactive power, the distortion power caused by harmonics must be considered.

Looking at the true power factor this is affected by both THDi and cos(ϕ):

Therefore when improving power factor both harmonics and fundamental reactive power should be treated, rather than dealing with these two issues individually.

This leads to some advantages in the solution itself due to the calculation of the RMS current:

Using the equation above, fundamental current and harmonic currents are added as square sum. In a system with 100A of harmonic currents and 150A of reactive current, they would typically require two individual solutions with 100A and 150A. This leads to 250A compensation current in total.

100 A + 150 A = 250 A

With the use of REVCON active compensation by RPC-eSVG or RHF-Active, significant savings can be archieved.

The required compensation current in this example is reduced by 28% by a smarter connection.

RPC-eSVG

RPC – efficient Static VAR Generator.

This product is a SiC based active compensation module, and available from 70kVA to 480kVA in one panel, but can be parallel up to reach higher capacity if required. Unit may at the same time compensate harmonics (5-13th order), up to a maximum of 30% of the nominal capacity. The Harmonic compensation capability can be improved by combining with RHF-Active range. The efficiency of this solution >98.4%, this corresponds to 30% less losses than comparable systems using IGBT Technology.

RPC-eSVG

Typ

Harmonics compensation [A]

kVAR (400V)

kVAR (480V)

RPC-eSVG 85-480-50/60-20-A

33

70

85

RPC-eSVG 125-480-50/60-20-A

50

100

125

RPC-eSVG 170-480-50/60-20-A

66

140

170

RPC-eSVG 210-480-50/60-20-A

83

170

210

RPC-eSVG 250-480-50/60-20-A

100

200

250

RPC-eSVG 295-480-50/60-20-A

115

240

295

RPC-eSVG 335-480-50/60-20-A

133

270

335

RPC-eSVG 375-480-50/60-20-A

150

300

375

RPC-eSVG 420-480-50/60-20-A

167

340

420

RPC-eSVG 460-480-50/60-20-A

183

370

460

RPC-eSVG 500-480-50/60-20-A

200

400

500

RPC-Hybrid

The most efficient way to eliminate fundamental reactive power, is a simple detuned capacitor, which on its own has some disadvantages. The RPC-Hybrid is combining this well approved and conventional technology, with active compensation, which results in an extremely efficient solution at lower costs than an active module. At the same time this combination offers most of the advantages from an active solution such as stepless control and low response time.

RPC-Hybrid

Typ

Harmonics
compensation [A]

kVAR (400V)

kVAR (480V)

RPC-Hybrid 240/85-480-50/60-20-A

33

200

240

RPC-Hybrid 340/125-480-50/60-20-A

50

283

340

RPC-Hybrid 480/170-480-50/60-20-A

66

400

480

RPC-Hybrid 580/210-480-50/60-20-A

83

483

580

RPC-Hybrid 680/250-480-50/60-20-A

100

567

680