Motors are rated in kilowatts (kW), while transformers are rated in kilovolt-amperes (kVA) due to the nature of the power they handle and how efficiency and power factors come into play.
### 1. **Motor Rating in kW (Kilowatts):**
Motors convert electrical power into mechanical power, and this conversion involves the concept of efficiency and power factor. The power that a motor can deliver is **active power (kW)**, which is the actual usable power doing the mechanical work.
- **Active Power (kW)** is the portion of electrical power that is converted into useful work, and it depends on the power factor of the motor.
- Motors have a relatively fixed power factor, typically around 0.8 to 0.9 for induction motors.
- Since the motor efficiency and power factor are known or fixed, the rating is given in kW, representing the real power the motor will consume or convert into mechanical energy.
### 2. **Transformer Rating in kVA (Kilovolt-Amperes):**
Transformers are devices that transfer electrical energy from one circuit to another via electromagnetic induction, and they don't directly convert electrical energy into other forms like motors do. Transformers are concerned with **apparent power (kVA)** because they transfer both active (real) power and reactive power.
- **Apparent Power (kVA)** is the combination of active power (kW) and reactive power (kVAR).
- Since a transformer does not consume any active power itself (it only transfers power), itβs rated based on the apparent power (kVA), which includes both the real and reactive components.
- The power factor of the load connected to the transformer is unknown and can vary, so manufacturers cannot specify a kW rating without knowing the load's power factor. Thus, they rate transformers in kVA, which encompasses all types of loads (inductive or capacitive).
### Summary:
- **Motors** are rated in **kW** because they are designed to deliver **real (active) power**, which depends on efficiency and power factor.
- **Transformers** are rated in **kVA** because they transfer **apparent power**, and the load's power factor (which determines the division between real and reactive power) is unknown.
This difference ensures accurate and relevant ratings for each type of electrical device.