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Comparison Volter Smart 9 11.7 kVA / 9000 W vs Volter Smart 7 9.1 kVA / 7000 W

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Volter Smart 9 11.7 kVA / 9000 W
Volter Smart 7 9.1 kVA / 7000 W
Volter Smart 9 11.7 kVA / 9000 WVolter Smart 7 9.1 kVA / 7000 W
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AVR typedouble conversiondouble conversion
Input voltage230V (1 phase)230V (1 phase)
Power9000 W7000 W
Power11.7 kVA9.1 kVA
Specs
Input voltage range110 – 380 В110 – 330 В
Output voltage accuracy (±)0.5 %0.5 %
Efficiency98 %
Voltmeterdigitaldigital
Sockets
Terminal connection
Protection levels
Protection
overheating
short circuit
overload
over / under voltage
overheating
short circuit
overload
over / under voltage
General
Installation
wall
floor
wall
floor
Coolingactiveactive
IP protection rating2020
Dimensions415x610x125 mm360x555x60 mm
Weight17.5 kg9.8 kg
Added to E-Catalogseptember 2018june 2018
Compare Volter Smart 9 and Smart 7
Volter Smart 9 often compared
Volter Smart 7 often compared
Glossary

Power

The maximum active power load permissible for this model.

Active power is the power consumed by AC devices for useful work or heat generation. Additionally, such devices consume reactive power — used for the function of specific components, primarily capacitors and inductive coils. The apparent power, measured in volt-amperes (kilovolt-amperes), is the sum of active and reactive power; see below for more on that. Here, we note that in simple household situations, active power data in watts is usually sufficient for calculations. This parameter is considered key when choosing voltage stabilizers for washing machines and for dishwashers: for the former, an optimal power range is from 2 to 5 kW, and for the latter, from 1.8 to 2.5 kW.

Regardless, the total active power of the connected load should not exceed the figures specified in the stabilizer's specifications. For full assurance, it's wise to have some reserve, though it shouldn't be too large — increasing permissible power significantly affects the size, weight, and price of the device. It's also worth mentioning that there are formulas to convert active power consumption to apparent power, considering the type of connected electrical appliance; these formulas can be found in specialized sources.


It should be noted that manufacturers don't always specify power in watts, sometimes only providing values in kVA. In such case...s, we apply an approximate conversion. Overall, while the value is approximate, it adequately describes the stabilizer's capabilities and helps match specific needs.

Power

Maximum total load power allowed for this model

In electrical engineering, total power is referred to as the power that accounts for both active and reactive power; the former is discussed above, and the latter can be described as the influence of windings, inductors, and capacitors on the operation of AC networks. Total power is the main parameter for calculating equipment loads in professional electrical engineering and is denoted in volt-amperes (VA), and for stabilizers, in kilovolt-amperes (kVA). Note that for convenience, different types of powers in electrical engineering are designated with units of different names. That's why the power indicated for a stabilizer in watts usually does not equal its power in VA.

When choosing a stabilizer for some household appliances, data on active power is often sufficient, but if possible, it is better to use total power. In particular, this parameter is key when searching for a stabilizer for a refrigerator or a stabilizer for a boiler: in the first case, the optimal value is considered to be 0.4 – 1 kVA, and in the second — from 0.1 to 0.7 kVA. However, in any case, you should choose a specific model so that its total power is not lower than the total power of the entire connected load — and it's better to have a reserve (in case of unforeseen circumstances or connecting additional equipment). At the same time, it should be noted that powerf...ul models are characterized by large dimensions and weight, and above all — high cost; therefore, it is not always wise to chase maximum figures.

It should be noted that manufacturers do not always specify power in kVA, and there is only a value in watts. In such cases, we apply an approximate recalculation. While approximate, the value sufficiently describes the capabilities of the stabilizer and helps select according to specific needs.

We also note that there are formulas that allow deriving the optimal total power of the stabilizer based on data on active power and load type; these can be found in specialized sources.

Input voltage range

The voltage range at the input of the stabilizer, at which it is able to operate in normal mode and supply a constant voltage of 230 or 400 V to the load (depending on the number of phases, see above). The wider this range — the more versatile the device, the more serious power surges it can extinguish without going beyond the standard operating parameters. However, note that this parameter is not the only, and not even far from the main indicator of the quality of work: a lot also depends on the accuracy of the output voltage and the response speed (see both points below).

Also note that some models may have several modes of operation (for example, with 230 V, 230 V or 240 V output). In this case, the characteristics indicate the "general" input voltage range, from the smallest minimum to the largest maximum; the actual ranges for each particular mode will vary.

In addition, there are stabilizers that can operate outside the nominal input voltage range: with a slight deviation beyond its limits, the device provides relatively safe output indicators (also with some deviations from the nominal 230 or 400 V), but if the drop or rise becomes critical, it works appropriate protection (see below).

Efficiency

The efficiency of the stabilizer is the ratio, expressed as a percentage, between the amount of electricity at the output of the device to the amount of energy at the input. In other words, efficiency describes how much of the energy received from the network the device transfers to the connected load without loss. And losses during operation will be inevitable — firstly, not a single transformer is perfect, and secondly, the control circuits of the stabilizer also require a certain amount of energy to work. At the same time, all these costs are quite small, and even in relatively simple modern models, the efficiency can reach 97-98%.