Understanding the conversion between horsepower (HP) and kilowatts (kW) is crucial for engineers. This guide explains formulas, common values, and practical applications of HP to kW conversions.
Horsepower (HP) ↔ Kilowatts (kW) Calculator
1 HP ≈ 0.7457 kW. Conversion is bidirectional.
Common HP to kW Conversion Table
Horsepower (HP) | Kilowatts (kW) |
---|---|
0.5 | 0.37285 |
1 | 0.7457 |
2 | 1.4914 |
5 | 3.7285 |
10 | 7.457 |
20 | 14.914 |
50 | 37.285 |
100 | 74.57 |
200 | 149.14 |
500 | 372.85 |
Source: Blackcircles.com
Conversion Formulas and Detailed Explanation
1. Mechanical Horsepower (Imperial)
- Formula: kW = HP × 0.7457
- Explanation: One mechanical horsepower is defined as 745.7 watts. Since 1 kilowatt equals 1,000 watts, the conversion factor is 0.7457
2. Electrical Horsepower
- Formula: kW = HP × 0.746
- Explanation: One electrical horsepower is defined as 746 watts. This unit is commonly used for electric motors and air conditioning systems.
3. Metric Horsepower
- Formula: kW = HP × 0.7355
- Explanation: One metric horsepower is defined as 735.5 watts. This unit is widely used in Europe, particularly in the automotive industry.
4. Boiler Horsepower
- Formula: kW = HP × 9.8095
- Explanation: One boiler horsepower is defined as 9.8095 kilowatts. This unit is used to measure the energy output of steam boilers.
Real-World Applications
1. Industrial Pump Selection
In an industrial setting, selecting the appropriate pump requires converting the motor’s horsepower to kilowatts to ensure compatibility with the power supply.
- Scenario: A factory requires a pump with a 50 HP motor.
- Conversion: Using the mechanical horsepower formula: kW = 50 × 0.7457 = 37.285 kW
- Conclusion: The pump requires a power supply capable of delivering 37.285 kW.
2. Electric Motor Specification
When specifying an electric motor for a conveyor system, it’s crucial to convert the required horsepower to kilowatts to match the motor’s capacity.
- Scenario: The system requires a 75 HP motor.
- Conversion: Using the electrical horsepower formula: kW = 75 × 0.746 = 55.95 kW
- Conclusion: An electric motor with a capacity of at least 55.95 kW is necessary.
Extended Conversion Table
Horsepower (HP) | Kilowatts (kW) |
---|---|
1 | 0.7457 |
2 | 1.4914 |
5 | 3.7285 |
10 | 7.457 |
20 | 14.914 |
50 | 37.285 |
100 | 74.57 |
200 | 149.14 |
500 | 372.85 |
Source: UnitConverters.net
Detailed Conversion Formulas
1. Mechanical Horsepower (HP)
- Formula:
kW = HP × 0.7457- Explanation: This formula applies when using mechanical horsepower, commonly used in North America.
2. Electrical Horsepower (hp(E))
- Formula:
kW = HP × 0.746- Explanation: This unit is primarily used for electric motors and air conditioning systems.
3. Metric Horsepower (hp(M))
- Formula:
kW = HP × 0.7355- Explanation: Widely used in Europe and Latin America, especially in automotive applications.
4. Boiler Horsepower (hp(S))
- Formula:
kW = HP × 9.8095- Explanation: Used to measure the energy output of steam boilers.
Real-World Applications
Case 1: Industrial Pump Motor Selection
- Scenario:
A manufacturing plant requires a pump powered by a 50 HP motor. - Conversion:
Using the electrical horsepower formula:
kW = 50 × 0.746 = 37.3 kW - Conclusion:
A motor rated at at least 37.3 kW is required for efficient operation.
Case 2: Generator Sizing for Power Supply
- Scenario:
A generator must supply 100 kW to an industrial facility. - Conversion:
Using the inverse electrical HP formula:
HP = 100 / 0.746 ≈ 134.1 HP - Conclusion:
A generator with a minimum rated capacity of 134.1 HP ensures adequate power delivery.
Extended HP to kW Conversion Table
Horsepower (HP) | Kilowatts (kW) |
---|---|
1 | 0.746 |
5 | 3.73 |
10 | 7.46 |
20 | 14.92 |
50 | 37.3 |
100 | 74.6 |
200 | 149.2 |
500 | 373 |
1000 | 746 |
Additional Considerations
- Choosing the Correct Unit:
Ensure the correct HP unit (mechanical, electrical, metric, or boiler) is selected for precise conversion. - Power Supply Compatibility:
Confirm that the converted kW value matches the available electrical supply to prevent overload or underperformance. - Efficiency Factors:
Consider equipment efficiency; actual power consumption may differ from rated power due to losses in the system.