Free Online Reactive Power Converter | VAR, kVAR, MVAR Conversion

Reactive Power Converter

The ultimate online tool to convert reactive power between VAR, kVAR, MVAR, GVAR and μVAR units. Perfect for electrical engineers, students, and power system analysis.

Enter Reactive Power Value

#

Conversion Result

0.1

kVAR

100 VAR = 0.1 kVAR

Reactive power is measured in Volt-Ampere Reactive (VAR)

Free Online Reactive Power Converter

Our Reactive Power Converter is a powerful online tool that helps engineers and students convert between different reactive power units. With support for VAR, kVAR, MVAR, GVAR and μVAR units, power system calculations have never been easier. Whether you’re working on power factor correction, electrical system design, or academic projects, our tool makes unit conversion simple and accurate.

Power Conversion

Convert between all reactive power units

Precision

Accurate calculations with decimal precision

Easy Switching

Quickly swap between units

Reference Table

Comprehensive conversion table

Reactive Power Conversion Table

Unit Equivalent in μVAR Equivalent in VAR Equivalent in kVAR Equivalent in MVAR Equivalent in GVAR
1 μVAR 1 0.000001 1e-9 1e-12 1e-15
1 VAR 1,000,000 1 0.001 0.000001 1e-9
1 kVAR 1,000,000,000 1,000 1 0.001 0.000001
1 MVAR 1,000,000,000,000 1,000,000 1,000 1 0.001
1 GVAR 1,000,000,000,000,000 1,000,000,000 1,000,000 1,000 1

Reactive Power Basics

Reactive power is the portion of electricity that establishes and sustains the electric and magnetic fields in AC equipment.

Industrial Applications

Essential for power factor correction, motor operation, and maintaining voltage stability in electrical grids.

Power System Analysis

Critical for electrical engineers designing and analyzing power transmission and distribution systems.

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Reactive Power Converter FAQ | Common Questions Answered

Reactive Power Converter - Frequently Asked Questions

Find answers to common questions about reactive power conversion. Learn how to use our free online Reactive Power Converter effectively for VAR, kVAR, and MVAR calculations.

What is a reactive power converter and how does it work?

A reactive power converter is a tool that calculates and converts between different units of reactive power, such as VAR (Volt-Ampere Reactive), kVAR (Kilo Volt-Ampere Reactive), and MVAR (Mega Volt-Ampere Reactive). Our online converter works by taking your input value and unit, then applying conversion formulas to provide the equivalent value in your desired output unit. The calculations happen instantly in your browser, ensuring quick and accurate results for electrical engineering applications.

What is the formula for reactive power conversion?

The reactive power conversion formula is based on standard metric prefixes. The basic relationships are:

1 kVAR = 1,000 VAR
1 MVAR = 1,000 kVAR = 1,000,000 VAR
1 GVAR = 1,000 MVAR = 1,000,000 kVAR = 1,000,000,000 VAR
1 μVAR = 0.000001 VAR

To convert between units, you multiply or divide by these conversion factors. Our reactive power converter calculator automatically applies these formulas, eliminating manual calculation errors.

What is the difference between active and reactive power?

Active power (measured in Watts) is the actual power consumed by electrical equipment to perform work, such as producing heat, light, or motion. Reactive power (measured in VAR) doesn't perform actual work but is needed to maintain the electromagnetic fields in inductive equipment like motors and transformers. While active power represents real energy consumption, reactive power oscillates between the source and load, creating additional current flow without doing useful work. Both are essential components in AC power systems.

How is reactive power generated and why is it important?

Reactive power is generated when AC current and voltage are out of phase, which occurs in circuits with inductive or capacitive elements. Inductive loads (like motors) consume reactive power, while capacitive loads generate it. Reactive power is crucial for maintaining voltage levels in power transmission systems and enabling the operation of inductive equipment. Without proper reactive power management, voltage instability can occur, potentially leading to blackouts or equipment damage. Power systems must balance reactive power to ensure stable operation.

What are typical reactive power requirements for electrical systems?

Reactive power requirements vary based on the type and size of electrical equipment. Industrial facilities with large motors typically have high reactive power demands, often requiring power factor correction. Common requirements include:

- Small motors: 0.5-5 kVAR
- Medium industrial motors: 10-100 kVAR
- Large industrial plants: 1-50 MVAR
- Power transmission systems: 10-500 MVAR

These requirements are often managed through capacitors, synchronous condensers, or other reactive power compensation devices to maintain optimal power factor and system stability.

What is reactive power consumption and how is it measured?

Reactive power consumption refers to the reactive power drawn by inductive loads in an electrical system. Unlike active power consumption which does useful work, reactive power consumption doesn't directly consume energy but increases the current flow in the system. It's measured in VAR (Volt-Ampere Reactive) units using specialized meters or power analyzers. Utilities often charge commercial and industrial customers for excessive reactive power consumption because it increases transmission losses and requires larger infrastructure. Our reactive power converter helps engineers calculate and manage these consumption values across different unit scales.

What is reactive power (VAR) and how does it relate to voltage?

Reactive power (VAR) represents the power that oscillates between the source and reactive components (inductors and capacitors) in an AC circuit. The relationship between voltage and reactive power is crucial: reactive power flow affects voltage levels in power systems. When inductive loads consume reactive power, voltage tends to drop, while capacitive loads generating reactive power can cause voltage to rise. This voltage-reactive power relationship is fundamental to power system stability and is managed through various control devices to maintain voltage within acceptable limits across the grid.

How do I use the reactive power converter calculator?

Using our reactive power converter calculator is simple:

1. Enter the numerical value you want to convert in the input field
2. Select the unit of your input value (VAR, kVAR, MVAR, etc.)
3. Choose the unit you want to convert to
4. Click the "Convert" button or let the tool automatically calculate
5. View your converted value in the results section

You can also use the swap button to quickly reverse the conversion direction, or the copy button to save your results. The tool handles all calculations instantly with precision.

Is there a limit to the values I can convert with this tool?

Our reactive power converter can handle an extremely wide range of values, from very small measurements (microVAR) to very large values (gigaVAR). The tool uses precise floating-point calculations to ensure accuracy across all scales. While there's no strict limit to the values you can convert, extremely large numbers (above 1e+15) or extremely small numbers (below 1e-15) may be displayed in scientific notation for clarity. For typical electrical engineering applications involving VAR, kVAR, and MVAR conversions, the tool provides exact decimal results with high precision.

Is the Reactive Power Converter completely free to use?

Yes, our Reactive Power Converter is completely free to use with no hidden costs, registration requirements, or usage limitations. You can perform unlimited conversions between VAR, kVAR, MVAR, GVAR, and μVAR units without any restrictions. The tool runs entirely in your browser, ensuring your data remains private and secure. We're committed to providing free, high-quality tools for electrical engineers, students, and professionals working with power systems and reactive power calculations.

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Comprehensive Guide

Read our detailed blog post

Dive deeper into reactive power concepts with our comprehensive guide covering formulas, applications, and practical examples.

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Learn how to use all features of our Reactive Power Converter with visual guides and examples.

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