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To convert from Megavolt-Ampere Reactive Hour (MVARh) to Kilovolt-Ampere Reactive Hour (kVARh), use the following formula:
Kilovolt-Ampere Reactive Hour (kVARh)
= 106 × 11000× Megavolt-Ampere Reactive Hour (MVARh)
= 1000× Megavolt-Ampere Reactive Hour (MVARh)
Let's convert 5 Megavolt-Ampere Reactive Hour (MVARh) to Kilovolt-Ampere Reactive Hour (kVARh).
Using the formula:
5 × 1000 = 5000
Therefore, 5 Megavolt-Ampere Reactive Hour (MVARh) is equal to 5000 Kilovolt-Ampere Reactive Hour (kVARh).
How many megavolt-amperes reactive hour are in one kilovolt-ampere reactive hour? One Kilovolt-Ampere Reactive Hour (kVARh) contains 0.001 Megavolt-Amperes Reactive Hour (MVARh) — the inverse of the factor above. Multiplying by 1000 takes you from megavolt-amperes reactive hour to kilovolt-amperes reactive hour; multiplying by 0.001 brings you back.
Put in words: one megavolt-ampere reactive hour equals 1000 kilovolt-amperes reactive hour, so the megavolt-ampere reactive hour is the larger unit of this pair. Converting between them never changes the amount of reactive energy being measured — only the size of the unit you count it in.
A Megavolt-Ampere Reactive Hour (MVARh) is a unit of measurement for reactive energy. It is a large-scale unit, equal to one million volt-amperes reactive hour (VARh).
A Megavolt-Ampere Reactive Hour (MVARh) quantifies the total amount of reactive energy consumed or produced over one hour. This is the "non-working" energy required to sustain magnetic fields in inductive equipment like motors and transformers.
While it doesn't contribute to actual work (like heat or motion), its flow is essential for the operation of an AC power system, and utilities track it to ensure grid stability and efficiency.
High MVARh consumption is a primary indicator of a low power factor, which signifies an inefficient electrical system. This inefficiency forces utility grids to transport more current than necessary to deliver the same amount of useful energy, leading to increased line losses.
Consequently, many utilities impose a "power factor penalty" or a reactive power charge on commercial and industrial customers' bills. Managing and reducing MVARh is a key strategy for lowering electricity costs.
While often discussed together, MVARh and MWh (Megawatt-Hour) measure two distinct types of energy.
MWh represents real or active energy—the power that performs useful work. In contrast, MVARh represents reactive energy—the power that sustains electromagnetic fields.
Both are components of the total apparent energy (measured in MVAh). Optimizing an electrical system involves minimizing MVARh to ensure that the majority of the supplied energy is productive MWh.
Since high MVARh consumption leads to inefficiency and penalty fees, managing it is a key strategy for lowering electricity costs.
The most common method to reduce reactive power is called power factor correction. This typically involves installing capacitor banks at your facility, which act as a local source of reactive energy, reducing the amount you need to draw from the utility grid.
A helpful way to understand these concepts is the "beer mug analogy."
A low power factor means your mug has too much foam (MVARh) and not enough beer (MWh). You're paying for a full mug but getting less of the useful product. Power factor correction is like adjusting the tap to get more beer and less foam in your mug.
A Kilovolt-Ampere Reactive Hour (kVARh) is the standard unit used to measure reactive energy.
It is a larger multiple of the base unit, the Volt-Ampere Reactive Hour (VARh).
1 kVARh = 1,000 VARhReactive energy is often called "wasted" or "non-working" power.
Here's a simple comparison:
A high kVARh reading indicates a low power factor, which means your electrical system is inefficient.
It's drawing more current from the grid than it actually needs to perform the useful work.
Many utility providers, especially for commercial and industrial customers, issue penalties for high reactive energy consumption.
High kVARh levels force the utility to generate and transmit more current to meet your demand, which puts extra strain on their transformers and distribution lines.
These costs are then passed on to you, often appearing as a "power factor penalty" or "reactive power charge" on your monthly electricity bill.
You can lower your kVARh consumption through a process called power factor correction.
The most common method is installing capacitor banks, which act as local reactive power generators. By supplying this energy on-site, they reduce the amount of reactive power you need to pull from the grid.
This process directly:
Here are some quick reference conversions from Megavolt-Ampere Reactive Hour (MVARh) to Kilovolt-Ampere Reactive Hour (kVARh):
| Megavolt-Amperes Reactive Hour | Kilovolt-Amperes Reactive Hour |
|---|---|
| 0.000001 MVARh | 0.001 kVARh |
| 0.001 MVARh | 1 kVARh |
| 0.1 MVARh | 100 kVARh |
| 1 MVARh | 1000 kVARh |
| 2 MVARh | 2000 kVARh |
| 3 MVARh | 3000 kVARh |
| 4 MVARh | 4000 kVARh |
| 5 MVARh | 5000 kVARh |
| 6 MVARh | 6000 kVARh |
| 7 MVARh | 7000 kVARh |
| 8 MVARh | 8000 kVARh |
| 9 MVARh | 9000 kVARh |
| 10 MVARh | 104 kVARh |
| 20 MVARh | 20000 kVARh |
| 30 MVARh | 30000 kVARh |
| 40 MVARh | 40000 kVARh |
| 50 MVARh | 50000 kVARh |
| 100 MVARh | 105 kVARh |
| 1000 MVARh | 106 kVARh |
| 10000 MVARh | 107 kVARh |
For all Reactive Energy converters, choose units using the From/To dropdowns above.