Electric Power

Compressed Air Wiki Basic Theory Electricity

In order to turn air into In order to turn air into In order to turn air into In order to turn air into compressed air, you need power. This power comes in the form of In order to turn air into In order to turn air into In order to turn air into compressed air, you need power. This power comes in the form of In order to turn air into compressed air, you need power. This power comes in the form of In order to turn air into In order to turn air into compressed air, you need power. This power comes in the form of In order to turn air into compressed air, you need power. This power comes in the form of electricity. Here we will learn about the three types of electric power: active, reactive and apparent power. We will also take a look at the power factor.

What is active, reactive and apparent power?

Active power P (in Watts) is the useful power that can be used for Active power P (in Watts) is the useful power that can be used for Active power P (in Watts) is the useful power that can be used for Active power P (in Watts) is the useful power that can be used for work. A Watt-meter only measures the current component that is in phase with the voltage. This is the current flowing through the resistance in the circuit. Reactive power Q (V.Ar) is the "useless" power or "out-of-phase" or "phantom" power and cannot be used for work. However, it is useful for providing the magnetizing field necessary for the motor. Apparent power S (V.A) is the power that must be consumed from the mains supply to gain access to active power.

Formula active, reactive and apparent power

It includes the active and reactive power and any heat losses from the electric distribution system.

The relationship between active, reactive and apparent power is usually illustrated by a power triangle.

The active power for three-phase star and delta configurations is:

What is the Power Factor?

The phase angle expresses the degree to which current and voltage are out of phase. A quantity known as the Power Factor (PF) is equal to cos φ. Many power utilities apply a penalty to their consumers for applications with a low, lagging Power Factor. This is because the electric distribution, transmission and generating equipment must be substantially oversized to accommodate the apparent power (sum of active and reactive power and of heat losses), while consumers are billed based on kWh (kilowatt hour) consumption registering active power only. Power Factor improvements often result in The phase angle expresses the degree to which current and voltage are out of phase. A quantity known as the Power Factor (PF) is equal to cos φ. Many power utilities apply a penalty to their consumers for applications with a low, lagging Power Factor. This is because the electric distribution, transmission and generating equipment must be substantially oversized to accommodate the apparent power (sum of active and reactive power and of heat losses), while consumers are billed based on kWh (kilowatt hour) consumption registering active power only. Power Factor improvements often result in The phase angle expresses the degree to which current and voltage are out of phase. A quantity known as the Power Factor (PF) is equal to cos φ. Many power utilities apply a penalty to their consumers for applications with a low, lagging Power Factor. This is because the electric distribution, transmission and generating equipment must be substantially oversized to accommodate the apparent power (sum of active and reactive power and of heat losses), while consumers are billed based on kWh (kilowatt hour) consumption registering active power only. Power Factor improvements often result in The phase angle expresses the degree to which current and voltage are out of phase. A quantity known as the Power Factor (PF) is equal to cos φ. Many power utilities apply a penalty to their consumers for applications with a low, lagging Power Factor. This is because the electric distribution, transmission and generating equipment must be substantially oversized to accommodate the apparent power (sum of active and reactive power and of heat losses), while consumers are billed based on kWh (kilowatt hour) consumption registering active power only. Power Factor improvements often result in substantial cost savings. The PF can be improved by reducing the reactive power by: