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Demand factor is an evaluation metric that’s used to determine the ratio of the maximum demand of an electrical system to the maximum connected load. Simply put, the demand factor tells you how much of the total connected capacity a system actually needs at its peak. The demand factor formula used by engineers when sizing an electrical system is maximum demand ÷ connected load. 

Here’s a simple breakdown of the demand factor formula for easy understanding: 

  • Maximum demand: It’s the highest simultaneous load expected in kW or kVA.
  • Total connected load: It’s the sum of ratings of all devices/appliances that could run at once.

It’s always critical to keep the demand factor in mind when sizing solar systems and any other energy distribution system, because not all connected loads will be used at the same time. Which means, the actual power requirements differ from the total capacity of the system. 

Whether it’s for sizing an on-grid rooftop solar panel system for homes, a generator, a transformer, or any other energy distribution system, the demand factor is always ≤ 1.

Calculating the demand factor for sizing electrical systems is beneficial because of the following reasons:

  • Helps with cost optimization: Using the demand factor helps you size feeders, distribution boards, transformers, generators, and rooftop on-grid solar systems correctly. Hence, you don’t overspend on capacity.
  • Protects the system against overloading in the long run: It reduces the chance of overloading and tripping when you size using real load data and code rules.

Here’s a quick example for you: If a system has 10 kW connected but the peak load is 6 kW, the demand factor will be 0.6 (6 ÷ 10) or 60%. 

If you’ve been wondering, ‘What is the demand factor and why is it so important?’, this blog has you covered. We’ve provided the definition of demand factor, the demand factor formula, and a sample calculation example you can use to understand demand factor better. We will also walk you through the difference between the demand factor and the diversity factor, explaining how the two differ and why they should not be confused. 

TL;DR Summary Box: Why is Demand Factor Important? 

Demand factor is important because it helps engineers determine the actual power requirements of electrical installations, including on-grid, hybrid, and off-grid solar systems. Understanding the demand factor is crucial for designing an effective electrical system, optimizing costs, and determining equipment sizing. 

By accurately calculating the demand factor using the demand factor formula, engineers can avoid oversizing electrical equipment and reduce infrastructure costs.

Here are the main topics covered in this blog in detail:

Main Topic Key Takeaways
What is the demand factor? It’s the ratio of the highest simultaneous load a system actually draws to the total connected load. It shows how much of the installed capacity you really use at peak. The value is always ≤ 1.
What is the demand factor formula? Demand factor = maximum demand ÷ total connected load.
How to calculate the demand factor using the demand factor formula? List all connected loads, then figure out which ones run together at the busiest time to get the maximum demand. Divide the maximum demand by the total connected load. Keep the units consistent (either in kW or kVA).
Demand factor vs diversity factor
  • Demand factor is for one installation: highest simultaneous load ÷ connected load (≤ 1).
  • The diversity factor is for many loads on one supply: the sum of their separate peaks ÷ the group’s peak (usually ≥ 1).
Factors that affect the demand factor calculation  Usage patterns and schedules, season and weather, type of loads (motors, HVAC, lighting), and equipment efficiency/age.
What are the benefits of using the demand factor for sizing a solar energy system? It helps pick the right panel, inverter, and (if used) battery sizes, so you don’t overspend on capacity. You get better performance, lower upfront cost, and a stronger payback.
Is it worth installing on-grid rooftop solar for housing societies, homes, and commercial complexes in 2025? Yes, it reduces electricity bills by 90% or more and offsets carbon dioxide, tackling the challenge of air pollution right from your rooftop.

What is the Demand Factor in Electrical Loads?

Demand factor shows the relationship between the actual peak use and the installed capacity of an electrical system. It’s the ratio of the maximum power demand that occurs during operation to the total connected load capacity of all electrical equipment.

Key characteristics of the demand factor include:

  • Value range: It always has a value between 0 and 1 (or 0% to 100%)
  • Dimensionless parameter: No units are required for calculations
  • Time-dependent variable: It changes based on usage patterns
  • Critical input: It’s an extremely essential metric for electrical design calculations

What is the Working Principle of Demand Factor?

In real life, not all loads run at full capacity at the same time. The demand factor works on this very principle that all electrical loads will rarely operate at maximum capacity simultaneously. 

As the number of independent loads increases, a 100% coincidence becomes less likely. That’s why the system’s real peak is usually lower than the sum of all loads. The concept applies across all electrical systems, from simple residential circuits to complex industrial installations.

Electrical loads follow predictable patterns that form the basis for demand factor calculations.

  • Probability of simultaneous operation: It decreases with more loads
  • Peak demand timing: It varies among different load types
  • Load coincidence: Load rarely reaches 100% in practical applications

What is the Demand Factor Formula?

Here’s the simple demand factor (DF) formula used by engineers to design electrical systems:

Demand factor (DF) = maximum demand (MD) ÷ total connected load (TCL)
  • Maximum demand is the highest simultaneous load expected (kW or kVA).
  • Total connected load is the sum of ratings of all devices/appliances that could run at once (kW).

Here are some real-world examples that’ll help you understand the demand factor formula better:

  • Office building: 200 computers are connected, but a maximum of 150 operate simultaneously. DF = 150 ÷ 200 = 0.75 (75%).
  • Residential complex: 50 apartments use power, but peak demand occurs in only 35. DF = 35 ÷ 50 = 0.70 (70%).
  • Manufacturing facility: 20 production lines are present, with typically 15 running at peak. DF = 15 ÷ 20 = 0.75 (75%).

How Do You Calculate the Demand Factor Using the Demand Factor Formula?

The demand factor formula provides a mathematical method for determining electrical system efficiency and sizing requirements.

Here’s the demand factor formula we will use to demonstrate the calculation:

DF = MD ÷ TCL

Where,

  • DF = Demand Factor (dimensionless)
  • MD = Maximum Demand (kW or kVA)
  • TCL = Total Connected Load (kW or kVA)

Let’s take an example of a commercial building with the following electrical loads to demonstrate the demand factor calculation.

Equipment Type Connected Load Quantity  Total Load
Lighting  2.5 kW 20 50 kW
HVAC units 15 kW 4 60 kW
Office equipment 3 kW 10 30 kW
Elevators  25 kW 2 50 kW
Total Connected Load (TLC) 190 kW

If the maximum recorded demand in this building is 125 kW, the demand factor will be 0.66 (66%). 

Here’s the sample calculation: DF = 125 ÷ 190 = 0.66 = 66%. 

How To Calculate the Demand Factor of a Rooftop Solar System at Home?

While you’ve seen and understood how engineers use the demand factor formula to size the electrical systems appropriately, you can also calculate the demand factor of your rooftop solar system at home. Just follow the steps given below: 

  • List all the loads: Determine the loads that will be present on the system. 
  • Find the highest load when things run together: Once you have determined all the loads, you can then determine the maximum demand by adding up all of the numbers. 
  • Add up the total connected load: Determine the total connected electrical load by adding up all the loads connected to your solar panel system. 
  • Calculate the demand factor using the demand factor formula: Divide the maximum demand by the total connected electrical load.

Let’s understand the above-listed steps through an example:

Equipment Type Connected Load Quantity Present Total Connected Load Quantity Used Maximum Demand
LED bulbs 20W or 0.02 kW 5 0.1 kW  3 0.06 kW
Ceiling fans 75W or 0.075 kW 4 0.3 kW 2 0.15 kW
LED TV 100W or 0.1 kW 1 0.1 kW 1 0.1 kW
Refrigerator  200W or 0.2 kW 1 0.2 kW 1 0.2 kW
Washing machine 800W or 0.8 kW 1 0.8 kW 1 0.8 kW
AC 1,600W or 1.6kW 2 3.2 kW 1 1.6 kW
Geyser 2,000W or 2kW 1 2 kW 1 2 kW
TCL = 6.7 kW MD = 4.91 kW

The total connected load for this solar system is 6.7 kW, but the maximum demand is 4.91 kW. Therefore, the demand factor will be 0.73 or 73%. 

Here’s the calculation for your reference: DF = 4.91 ÷ 6.7 = 0.732 (~0.73) = 73%. 

Demand Factor vs Diversity Factor

Demand factor compares the highest simultaneous load a single installation actually draws to its total connected load, and helps size that installation’s circuits and equipment. Diversity factor, on the other hand, applies when several loads are combined on a shared supply. It compares the sum of each load’s separate peak to the group’s actual peak. 

Simply put, the demand factor is used for an individual installation and is always ≤ 1. Diversity factor, on the other hand, is used when sizing shared feeders, panels, transformers, or generators, and is always ≥ 1.

Let’s check out how the two differ in detail:

Feature Demand Factor Diversity Factor
Definition  Ratio of maximum demand to connected load Ratio of the sum of individual demands to the group demand
Value range Always ≤ 1 Always ≥ 1
Application Single system or user Multiple systems or users
Purpose Right-size branch circuits, breakers, cables, and equipment for one installation. Right-size shared feeders, panels, transformers, and generators for many installations.
Formula DF = Maximum coincident demand ÷ Total connected load DivF = Σ(Individual noncoincident peaks) ÷ Group coincident peak
What does it tell you? How much of the installed capacity is actually needed at peak for that installation. How much simultaneity you get across many loads.
Effect on sizing Lower DF = smaller, more cost-effective sizing for that installation. Higher DivF = greater benefit when aggregating loads.
Common use cases A house, a shop, a motor control center, a distribution board. A feeder serving many flats, a building riser with many panels, a campus transformer.

Which Factors Affect Demand Factor Calculation the Most?

The primary factors that influence demand factor calculation include load characteristics such as power consumption, temporal variations, environmental conditions, and equipment age and condition.

Let’s understand what each of these factors means and how they affect the demand factor:

  • Load type and characteristics: Different electrical equipment exhibits different power consumption behaviors that directly impact demand calculations.
  • Temporal variations: These are time-based changes in electrical usage, including daily, weekly, seasonal, and annual cycles that significantly influence demand factor values.
  • Environmental and climate conditions: Weather patterns, geographic location, and seasonal variations affect heating, cooling, and lighting demands throughout the year.
  • Equipment age and maintenance: The condition, efficiency, and maintenance status of electrical equipment influence actual power consumption and demand patterns.
  • Control system integration: Modern automated control systems, smart devices, and energy management systems can optimize demand patterns.
  • Operational schedules and processes: Production schedules, business hours, shift patterns, and process requirements directly impact when and how electrical loads operate.
  • Power quality and system efficiency: Power factor, voltage regulation, and system losses affect actual demand requirements.
  • Emergency and backup systems: Critical loads, emergency lighting, backup equipment, and uninterruptible power supplies influence overall demand calculations.

What Are the Benefits of Using Demand Factor For Sizing a Solar PV System?

The primary benefits of using the demand factor formula to size residential and commercial rooftop systems include optimal system sizing, significant cost reductions, improved return on investment, increased system reliability, and superior long-term performance.

Proper demand factor analysis enables solar designers to create perfectly matched renewable solar energy systems that align actual home consumption with solar generation capacity, resulting in maximum efficiency.

Let’s check out all the benefits in detail:

  • Optimal array sizing: Demand factor analysis ensures solar panels are sized to match actual consumption rather than total connected load. This prevents oversizing and reduces unnecessary expenditure on installing a system with a higher capacity than what’s required. 
  • Right-sized battery storage: By understanding peak demand requirements through demand factor calculations, a lithium battery bank in off-grid and hybrid solar cell power plants can be sized to handle actual maximum loads rather than theoretical connected load totals.
  • Improved system economics: Proper demand factor calculation can reduce total solar system installation cost through accurate component sizing, faster payback periods, and elimination of oversized equipment purchases.
  • Inverter optimization: Proper demand factor calculations ensure solar inverters are sized appropriately for maximum demand loads rather than total connected capacity.
  • Future expansion planning: Understanding current demand factors helps plan for future load growth and solar system expansion without the need for initial oversizing.
  • Improved ROI and payback: Accurate system sizing through demand factor analysis improves return on investment and reduces payback periods. An appropriately-sized on-grid rooftop solar system has a payback period of 3-5 years after a subsidy.

Is It Worth Installing a Rooftop On-Grid Solar System in 2025? 

Installing a right-sized on-grid rooftop solar system can reduce electricity bills by 90%, and make them zero in many cases. On top of it, the system’s initial investment breaks even in 3-5 years after a subsidy under the PM Surya Ghar Muft Bijli Yojana. Post that, you get free solar electricity for as long as the system lasts, which is usually 25+ years with proper maintenance.

To demonstrate how beneficial installing a solar system is in 2025, we’ve created a comparison table between the estimated cost of installing an on-grid solar system in Nagpur vs the savings the system offers in its lifespan of 25 years:

Solar System Size  Solar Plate Price in Nagpur With Subsidy (Starting Price – Indicative for Base Variant)*  Solar Savings in Nagpur in 25 Years*
2 kWp  ~ Rs. 1.15 lakh ~ Rs. 11.05 lakh
3 kWp ~ Rs. 1.32 lakh ~ Rs. 16.58 lakh
4 kWp ~ Rs. 1.77 lakh ~ Rs. 22.11 lakh
5 kWp ~ Rs. 2.27 lakh ~ Rs. 34.43 lakh
10 kWp ~ Rs. 5.02 lakh ~ Rs. 68.86 lakh

*Please note: The above-mentioned solar panel price is indicative as of 10th September 2025 for the SolarSquare Blue 6ft variant. The final cost of installing an on-grid rooftop solar panel system at home depends on your DISCOM charges, product variant opted for, panel type, inverter type, mounting structure height, type of after-sales service, savings guarantee, roof height, etc. Prices are subject to change. Additionally, while calculating savings, we have considered the annual tariff escalation at 3% and the annual degradation at 1%. The actual final savings from solar panel installation depend on the types of solar panels you’ve installed and their efficiency, intensity of sunlight your rooftop receives, orientation of the panels and tilt angle, the pollution level and weather conditions in your city, the temperature, shadow on the roof, impact of dirt/dust, and how well you maintain your panels after installation.

Eager to check how much money a solar system can save in your city, vs the initial investment you will have to make, and the subsidy you will receive? Use SolarSquare’s free solar roof calculator today!

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Conclusion 

The demand factor helps electrical engineers size electrical systems correctly. It tells how much capacity is actually needed at peak. This helps engineers choose cables, breakers, panels, transformers, or generators that are safe without being oversized. 

In solar PV, the demand factor is especially useful. If you look at when and how your loads run and use the right demand factor, you can design a system that runs efficiently and saves money over time.

If you’re looking to install a solar system at your place and require any further information, you can download SolarSquare’s free solar handbook or book a free solar consultation with our experts

FAQs

Q1. Can the demand factor be greater than 1?

Ans. No, the demand factor is always less than or equal to 1. If you get a value above 1, check your inputs, use the same units (kW or kVA), use running watts, and make sure you add all connected loads. It’s the diversity factor that’s always greater than 1, not the demand factor.

Q2. What is the difference between the demand factor and the diversity factor?

Ans. Demand factor looks at one installation. It can be calculated as the highest load at the same time ÷ total connected load, and is always ≤ 1. Diversity factor, on the other hand, applies to many loads on one supply. It’s calculated as the sum of their separate peaks ÷ the group’s peak, and is always ≥ 1.

Q3. How to calculate the maximum demand?

Ans. List all loads and figure out which ones are likely to run together during the busiest period. Add those running watts (keep the basis the same: all in kW or all in kVA). If you have a meter, use the highest 15- or 30-minute peak reading.

Q4. How often is the demand factor of an electrical system calculated?

Ans. The demand factor is first calculated at design and whenever loads change. In operation, it can also be tracked every month using the utility’s monthly maximum demand, based on 15- or 30-minute intervals.

About the Author

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Shreya Mishra
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