Generator Load Calculation Load calculations are the foundation of proper generator sizing. Get the math right, and you have a reliable backup power system. Get it wrong, and you face expensive oversizing, dangerous undersizing, or system failure when you need power most. This guide explains the professional methodology electrical engineers use to calculate electrical loads […]

Load calculations are the foundation of proper generator sizing. Get the math right, and you have a reliable backup power system. Get it wrong, and you face expensive oversizing, dangerous undersizing, or system failure when you need power most.
This guide explains the professional methodology electrical engineers use to calculate electrical loads for generator sizing. Whether you’re reviewing an engineer’s work, managing a construction project, or planning a backup power installation, you’ll understand how load calculations determine the correct generator capacity.
What you’ll learn:
Every generator sizing decision starts with load calculations. These calculations answer the fundamental question: “How much electrical power does this building actually need?”
Without accurate load calculations:
The financial impact of calculation errors:
Professional approach:
Result: Optimized generator size, proper operation, code compliance
Guesswork approach:
Result: 30-50% chance of significant under/oversizing

Connected Load is the sum of all electrical equipment nameplate ratings. This represents the theoretical maximum if everything ran at 100% capacity simultaneously.
Demand Load is the actual maximum power the building will consume, accounting for diversity (not everything operates at full capacity simultaneously).
Critical distinction: Connected load is always higher than demand load. Sizing a generator to connected load wastes money.
Example Building:
| Equipment | Nameplate Rating | Connected Load |
|---|---|---|
| HVAC System | 150 kW | 150 kW |
| Lighting | 60 kW | 60 kW |
| Receptacles | 40 kW | 40 kW |
| Elevators | 50 kW | 50 kW |
| Kitchen Equipment | 35 kW | 35 kW |
| IT Equipment | 25 kW | 25 kW |
| TOTAL | 360 kW | 360 kW |
Connected load = 360 kW
But will all equipment actually run at 100% simultaneously? No.
With diversity factors applied:
| Equipment | Nameplate | Diversity | Demand Load |
|---|---|---|---|
| HVAC System | 150 kW | 0.80 | 120 kW |
| Lighting | 60 kW | 0.70 | 42 kW |
| Receptacles | 40 kW | 0.50 | 20 kW |
| Elevators | 50 kW | 0.60 | 30 kW |
| Kitchen Equipment | 35 kW | 0.70 | 24.5 kW |
| IT Equipment | 25 kW | 1.00 | 25 kW |
| TOTAL | 360 kW | — | 261.5 kW |
Demand load = 261.5 kW
Generator sized to connected load: 400 kW (next standard size)
Generator sized to demand load: 300 kW (next standard size)
Cost difference: $50,000-$75,000
This is why proper load calculations matter.
Create comprehensive equipment list:
For each piece of electrical equipment, document:
Data sources:
Common mistake: Using estimated loads (“approximately 100 HP”) instead of actual nameplate data. This introduces 15-30% error.
Resistive loads (heating, lighting, most electronics) are straightforward.
Formula:
kW = Nameplate kW (use directly)
If rated in amps:
For single-phase:
kW = (Volts × Amps) ÷ 1000
For three-phase:
kW = (Volts × Amps × 1.732) ÷ 1000
Examples:
Electric heater:
Lighting circuit:
LED lighting system:
Motor loads require more complex calculations because motors draw additional current due to power factor and efficiency losses.
Formula for motor running load:
kW = (HP × 0.746) ÷ Efficiency ÷ Power Factor
Where:
Standard motor efficiency values (when not on nameplate):
Examples:
50 HP HVAC fan motor:
Nameplate: 50 HP, efficiency not listed, power factor 0.85
Assume efficiency: 0.90 (medium motor)
kW = (50 × 0.746) ÷ 0.90 ÷ 0.85
kW = 37.3 ÷ 0.90 ÷ 0.85
kW = 48.8 kW running load
10 HP pump motor:
Nameplate: 10 HP, 89.5% efficiency, 0.82 power factor
kW = (10 × 0.746) ÷ 0.895 ÷ 0.82
kW = 7.46 ÷ 0.895 ÷ 0.82
kW = 10.2 kW running load
200 HP compressor with premium efficiency motor:
Nameplate: 200 HP, 95.4% efficiency, 0.90 power factor
kW = (200 × 0.746) ÷ 0.954 ÷ 0.90
kW = 149.2 ÷ 0.954 ÷ 0.90
kW = 173.8 kW running load

Electric motors draw 3-7 times their running current during startup. This “inrush current” or “locked rotor current” lasts only seconds but can overload an undersized generator.
Starting current multipliers by starting method:
Across-the-Line (Direct-On-Line) Starting:
Reduced Voltage Starting (Auto-transformer, Part-Winding):
Soft-Start Controllers:
Variable Frequency Drives (VFD):
Calculation method:
Example – 50 HP motor with across-the-line starting:
Running load: 48.8 kW (from previous example)
Starting multiplier: 6× (medium motor, across-the-line)
Starting load: 48.8 × 6 = 292.8 kW momentary
Generator must handle:
If generator cannot handle this surge:

What is a diversity factor?
A diversity factor accounts for the reality that not all equipment operates at 100% capacity simultaneously. Diversity reduces the calculated load to match actual operating conditions.
Diversity factor formula:
Demand Load = Connected Load × Diversity Factor
Standard diversity factors by equipment type:
| Equipment Type | Typical Diversity Factor | Range |
|---|---|---|
| HVAC Equipment | 0.80 | 0.75-0.90 |
| General Lighting | 0.75 | 0.70-0.85 |
| Receptacle Loads | 0.50 | 0.40-0.60 |
| Elevator Systems | 0.65 | 0.60-0.75 |
| Kitchen Equipment | 0.70 | 0.60-0.80 |
| Data Center IT | 0.95 | 0.90-1.00 |
| Manufacturing Process | 0.85 | 0.80-0.95 |
| Office Equipment | 0.60 | 0.50-0.70 |
| Emergency Lighting | 1.00 | 1.00 |
| Life Safety Systems | 1.00 | 1.00 |
Important notes:
Example calculation:
Office building HVAC system:
Connected load: 180 kW
Diversity factor: 0.80 (not all zones at peak simultaneously)
Demand load: 180 × 0.80 = 144 kW
Explanation:
Office lighting:
Connected load: 75 kW
Diversity factor: 0.75 (some areas unoccupied)
Demand load: 75 × 0.75 = 56.25 kW
Emergency lighting:
Connected load: 12 kW
Diversity factor: 1.00 (ALL must operate during emergency)
Demand load: 12 × 1.00 = 12 kW
Add all demand loads to get total building demand:
Example building total:
| Load Category | Demand Load |
|---|---|
| HVAC | 144 kW |
| Lighting | 56.25 kW |
| Emergency Lighting | 12 kW |
| Receptacles | 28 kW |
| Elevators | 32.5 kW |
| Kitchen | 24.5 kW |
| IT Equipment | 25 kW |
| TOTAL DEMAND | 322.25 kW |

Safety margin for motor starting:
The generator must handle:
Example with 50 HP motor (largest):
Total demand: 322.25 kW
Largest motor running: 48.8 kW
Other loads: 322.25 - 48.8 = 273.45 kW
Motor starting: 292.8 kW
Required momentary capacity: 273.45 + 292.8 = 566.25 kW
Generator must handle 566.25 kW momentary surge.
Future growth allowance:
Add 20-30% for future equipment additions:
Current demand: 322.25 kW
Growth allowance: 25%
Sized demand: 322.25 × 1.25 = 402.8 kW
Final generator selection:
Recommended generator: 450 kW
NEC Article 220 – Branch-Circuit, Feeder, and Service Load Calculations
This article provides mandatory calculation methods:
Article 220.40 – General:
Article 220.50 – Motors:
Article 220.87 – Determining Existing Loads:
NEC Table 220.42 – Lighting Load Demand Factors:
| Type of Occupancy | Demand Factor |
|---|---|
| Hospitals | First 50,000 VA at 40%, remainder at 20% |
| Hotels/Motels | First 20,000 VA at 50%, next 80,000 at 40%, remainder at 30% |
| Warehouses | First 12,500 VA at 100%, remainder at 50% |
| Office Buildings | First 20,000 VA at 100%, remainder at 70% |
Chapter 4 – Performance Requirements:
Section 4.2 – Capacity and Rating:
Section 4.2.2 – Load Verification:
Chapter 3 – Load Analysis:
3.2 – Load Classification:
3.3 – Load Calculations:
3.4 – Motor Starting:

Wrong approach:
"We use 5 watts per square foot for commercial buildings"
100,000 sq ft × 5 W/sq ft = 500 kW generator needed
Why it’s wrong:
Result: 2-10× error possible
Wrong calculation (50 HP motor):
kW = 50 × 0.746 = 37.3 kW
Missing: Power factor and efficiency corrections
Correct calculation:
kW = (50 × 0.746) ÷ 0.90 ÷ 0.85 = 48.8 kW
Error: 31% underestimation of motor load
Wrong approach:
All equipment at 100% simultaneously
Connected load = demand load
Result: 25-40% oversizing, wasted money
Correct approach:
Apply verified diversity factors
Demand load significantly less than connected load
Wrong approach:
Generator sized for running loads only
Total running: 350 kW
Generator selected: 400 kW
What happens:
100 HP motor starts (requires 450 kW momentary)
Generator cannot handle surge
System trips or voltage sags
Equipment malfunction
Correct approach:
Verify motor starting requirements
Size generator for starting surge
May need 500-600 kW to handle starting
Wrong approach:
"The HVAC is probably 75 tons, so about 90 kW"
Actual:
Nameplate shows 60 tons, multiple compressors
Actual load: 72 kW, not 90 kW
Error: 25% overestimation
Correct approach:
Field verify every nameplate
Photograph nameplate data
Use actual manufacturer data sheets
Commercial software packages:
Features:
Cost: $2,000-$10,000+ per license
For smaller projects, Excel spreadsheets work well:
Basic template should include:
Advantage: Transparent, auditable, customizable
Disadvantage: No automatic code checking
For very small projects:
When appropriate:
Not appropriate for:
Project: New backup generator for critical manufacturing equipment
Step 1: Equipment Inventory
| Equipment | Qty | HP/kW | Notes |
|---|---|---|---|
| Air Compressor | 2 | 100 HP each | Across-the-line start |
| Process Pump | 3 | 25 HP each | VFD controlled |
| HVAC Units | 4 | 40 HP each | Soft-start |
| Emergency Lighting | — | 18 kW | LED system |
| Control Systems | — | 12 kW | UPS backed |
| Material Handling | 1 | 50 HP | Across-the-line |
Step 2: Calculate Running Loads
Air Compressors (2 × 100 HP):
kW = (100 × 0.746) ÷ 0.92 ÷ 0.87 × 2
kW = 74.6 ÷ 0.92 ÷ 0.87 × 2
kW = 186.4 kW total
Process Pumps (3 × 25 HP with VFD):
kW = (25 × 0.746) ÷ 0.89 ÷ 0.85 × 3
kW = 18.65 ÷ 0.89 ÷ 0.85 × 3
kW = 73.7 kW total
HVAC Units (4 × 40 HP):
kW = (40 × 0.746) ÷ 0.90 ÷ 0.86 × 4
kW = 29.84 ÷ 0.90 ÷ 0.86 × 4
kW = 154.4 kW total
Material Handling (1 × 50 HP):
kW = (50 × 0.746) ÷ 0.91 ÷ 0.85
kW = 37.3 ÷ 0.91 ÷ 0.85
kW = 48.2 kW
Resistive Loads:
Emergency Lighting: 18 kW
Control Systems: 12 kW
Total: 30 kW
Total Running Load: 492.7 kW
Step 3: Calculate Motor Starting
Largest motor: 100 HP air compressor
Running: 93.2 kW (one compressor)
Starting multiplier: 6× (large motor, across-the-line)
Starting load: 93.2 × 6 = 559.2 kW momentary
Step 4: Apply Diversity
| Equipment | Running kW | Diversity | Demand kW |
|---|---|---|---|
| Air Compressors | 186.4 | 0.90 | 167.8 |
| Process Pumps | 73.7 | 0.85 | 62.6 |
| HVAC Units | 154.4 | 0.75 | 115.8 |
| Material Handling | 48.2 | 0.80 | 38.6 |
| Emergency Lighting | 18.0 | 1.00 | 18.0 |
| Control Systems | 12.0 | 1.00 | 12.0 |
| TOTAL | 492.7 | — | 414.8 kW |
Step 5: Verify Motor Starting
Total demand: 414.8 kW
Largest motor running: 93.2 kW
Other loads: 414.8 - 93.2 = 321.6 kW
Motor starting surge: 559.2 kW
Required momentary: 321.6 + 559.2 = 880.8 kW
Step 6: Add Growth Allowance
Current demand: 414.8 kW
Growth allowance: 25%
Sized demand: 414.8 × 1.25 = 518.5 kW
Step 7: Generator Selection
Running capacity needed: 518.5 kW minimum
Standard size: 600 kW generator
Starting capacity: 600 × 3 = 1,800 kW momentary
Required starting: 880.8 kW
Margin: 1,800 ÷ 880.8 = 2.04× (adequate)
RECOMMENDED: 600 kW diesel generator
Cost implications:
Load calculations are not optional or negotiable. They are the engineering foundation that ensures your backup generator:
Key principles to remember:
The investment in proper load calculations:
Professional load calculations pay for themselves many times over.
Wolverine Power Systems provides comprehensive load calculation services for Michigan commercial and industrial facilities:
Our load calculation services include:
Schedule your load calculation:
Phone: 800-485-8068
Email: info@wolverinepower.com
Web: Contact Us – Wolverine Power Systems