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Solar Technology

Hybrid Solar System in India: 2026 Complete Guide

Brightleaf Solar Technical Team

Sep 27, 2026

13 Min Read

$Hybrid Solar System in India: 2026 Complete Guide \u2014 Brightleaf Energy$

Want to save money on electricity while maintaining access to power even during grid outages?

In India, a hybrid solar system offers a combination of solar panel technology, battery storage and grid power to meet both energy efficiency and access needs in case of power outage. Different from an on-grid system, the hybrid system will still be able to supply energy to certain electrical appliances in case of a power outage, provided that it has the right battery and inverter.

For the consumer, the advantage of hybrid solar lies in its flexibility where solar energy can be used to drive appliances during the day, while surplus energy can be stored in the battery and used later or even during the power outage, with the grid ready to take care of the situation if the solar and battery power fail.

The disadvantage is that it comes with a higher initial cost since you are purchasing more than just the solar technology.

So, should you go for the hybrid solar system? It really depends.

What is a Hybrid Solar System?

A hybrid solar system is a solar power system that combines:

Solar panels
A hybrid solar inverter
Battery storage
The utility grid
Household electrical loads

The solar panels generate electricity during the day. The energy is first used by the home's appliances, while surplus power can charge the battery. Depending on the system configuration and applicable regulations, additional surplus may be exported to the grid.

When solar generation is unavailable, stored battery energy can supply selected loads. If the battery becomes low and the grid is available, grid electricity can take over.

It makes a hybrid solar system particularly useful for homes that want lower electricity bills plus reliable backup power.

How Does a Hybrid Solar System Work?

The basic energy flow is:

Solar Panels → Hybrid Inverter → Home Loads → Battery → Grid

The actual priority changes depending on solar generation, household consumption, battery charge and grid availability.

During the Day

Solar panels generate electricity and the hybrid inverter directs it to household appliances. Any available surplus can charge the battery.

At Night

When the panels stop generating electricity, the system can use stored battery energy for the designated loads. Once the battery reaches its configured reserve, grid electricity can supply the home.

During a Power Cut

The hybrid inverter isolates the backup circuit from the grid and supplies selected appliances using battery power. Depending on the system design and sunlight conditions, solar generation may also contribute during the outage.

A hybrid system does not automatically keep the entire house running during a power cut. Backup capacity depends on the inverter rating, battery capacity and appliances connected to the backup circuit.

Main Components of a Hybrid Solar System

Solar Panels

The solar panels use sunlight to produce DC energy. While choosing the right panels, one must look at their efficiency, degradation, warranties, cell types, and available roof space.

N-Type and TOPCon panels can have better efficiencies that may come handy when there is insufficient roof space available. Nevertheless, panels' technology should be assessed along with other features of the whole module.

Hybrid Solar Inverter

The hybrid inverter manages electricity from the solar array, battery, grid and household loads.

Important specifications include:

Inverter capacity
MPPT configuration
Conversion efficiency
Battery compatibility
Backup output
Surge capacity
Monitoring features

The size of the inverter will depend on the loads you wish to run, especially in case of power outage.

Solar Battery

The battery stores excess solar energy for later use. Lead acid and LFP lithium are common in homes.

Battery Type	General Characteristics
Lead-acid or Tubular	Lower upfront cost, but higher maintenance and generally shorter cycle life
LFP Lithium	Higher upfront cost, low routine maintenance and generally better suited for frequent cycling

Battery capacity should be selected according to critical loads and required backup hours, rather than simply matching the solar system size.

Mounting Structure

The mounting frame is used for mounting the solar panels onto the roof. The factors that should be taken into account during the installation include roof type, wind conditions, size and orientation of the panels.

Monitoring and Protection Devices

A complete hybrid solar system also requires appropriate electrical protection, cabling, earthing and monitoring.

Components such as ACDB, DCDB, breakers, isolators and surge protection devices help protect the system when correctly specified and installed.

On-Grid vs Off-Grid vs Hybrid Solar

Choosing between these three systems depends mainly on whether you need battery backup.

Feature	On-Grid	Off-Grid	Hybrid
Grid Connection	Yes	No	Yes
Battery	Usually no	Required	Required for backup
Power Backup	No	Yes	Yes
Grid Export	Subject No	No	Subject to rules
Initial Cost	Lower	Higher	Higher than on-grid
Best Suited for	Bill Savings	Poor	Savings and Backup

Which Is Better for Your Home?

Choose on-grid solar if you have a reliable source of electricity and your objective is minimizing electricity costs.
Choose hybrid solar if you require savings from solar power and also need a battery back-up system especially in case of power outages during critical times.
Choose off-grid solar if there is no access to electricity and the property requires an independent power supply system.

There is no single system that is best for every homeowner.

Hybrid Solar System Cost in India 2026

The hybrid solar system price in India depends on much more than solar capacity. Major cost factors include:

Solar panel capacity and technology
Hybrid inverter
Battery chemistry
Battery capacity
Mounting structure
Protection equipment
Installation complexity
Roof conditions
Cabling and earthing
Applicable metering requirements

For context, Brightleaf's existing residential guide places standard solar systems before subsidy at around ₹1.8–2.1 lakh for 3kW, ₹2.8–3.5 lakh for 5kW and ₹4.8–6.5 lakh for 10kW. A hybrid system will generally cost more because it adds battery storage and a hybrid inverter. These existing figures should not be treated as hybrid-system prices.

3kW Hybrid Solar System

A 3kW hybrid solar system can suit a smaller home with moderate consumption and a limited backup requirement.

A typical configuration may combine a 3kW solar PV system and the matching hybrid inverter with 3 to 5kWh of battery energy storage, depending on the required loads.

5kW Hybrid Solar System

A 5kW hybrid solar system is more suitable for homes with higher electricity consumption and multiple appliances.

Depending on the backup requirement, a battery of 5-10 kWh can be chosen. The configuration must be chosen on the basis of usage and load requirements instead of an off-the-shelf package.

10kW Hybrid Solar System

A 10kW hybrid solar system can be appropriate for large homes and properties with high electrical loads.

Requirements for batteries could range widely, especially when the owner wants to use ACs or pumps or any other high power-consuming appliance during the outage period.

The best way to make comparisons for hybrid solar systems' costs would be comparing the entire equipment specification rather than the kW capacity of the system alone.

How Much Battery Do You Need?

Battery sizing should be based on the appliances you want to operate during an outage.

A useful planning formula is:

Required Battery Capacity ≈ Critical Load × Backup Hours ÷ System Efficiency

For example, if your critical load is 1kW and you want five hours of backup, a simplified calculation at 90% efficiency gives:

1 × 5 ÷ 0.90 ≈ 5.6kWh

The final battery selection should then consider usable capacity, depth of discharge, inverter losses and the manufacturer's specifications.

Example Backup Loads

A smaller battery may be sufficient for:

LED lights
Fans
Wi-Fi router
Refrigerator
Laptop

Adding an AC, water pump or geyser can increase the required battery capacity substantially. That is why battery sizing should focus on critical loads, not the total connected load of the house.

How Long Does a Solar Battery Provide Backup?

For simple planning, assuming around 90% usable energy:

Battery	500 W Load	1kW Load	2kW Load
3kWh	Approx 5.4 hours	Approx 2.7 hours	Approx 1.35 hours
5kWh	Approx 9 hours	Approx 4.5 hours	Approx 2.25 hours
10kWh	Approx 18 hours	Approx 9 hours	Approx 4.5 hours

These are illustrative calculations, not guaranteed runtimes. Actual backup time can vary because of inverter losses, battery age, temperature, state of charge, appliance cycling and surge loads.

Hybrid Solar System Subsidy in India

The PM Surya Ghar: Muft Bijli Yojana provides Central Financial Assistance for eligible residential rooftop solar installations.

Under the current MNRE structure, residential CFA is:

₹30,000/kW for the first 2kW
₹18,000 for the additional 1kW
Maximum central CFA of ₹78,000 for systems of 3kW and above

Battery storage can be included in the eligible battery hybrid system, although the battery storage alone will not qualify for the CFA. This will depend on the scheme requirements and approval process.

The homeowner must also make sure that they know the DISCOM and State-specific requirements prior to installation since the metering and approval process may vary.

For a detailed explanation of eligibility and application requirements, Brightleaf's existing PM Surya Ghar subsidy guide can be linked here.

Is a Hybrid Solar System Worth It?

A hybrid system can make sense when backup power has real value to the homeowner.

Consider Hybrid Solar If You Have:

Frequent power cuts
A home office
CCTV or security systems
Refrigeration or other critical loads
High electricity consumption
Regular AC usage
A need for energy resilience
Plans for greater electricity use in the future

On-Grid May Be Better If:

Grid supply is reliable
Backup is not important
Your primary objective is maximum financial return
You want a lower initial investment

The battery should have a clear purpose. Installing more storage than you actually need can increase the hybrid solar system cost without providing proportional value.

Can a Hybrid Solar System Run an AC?

Yes, a hybrid solar system with proper capacity can operate an AC when there is a power outage. The inverter will have to bear the load of the operation and startup of the AC while the battery should have adequate capacity to supply energy.

Operating a 1.5-ton inverter AC will not be a small burden on the system; especially when it operates along with refrigerators, fans, lights, and other appliances.

For this reason, homeowners should consider:

AC's actual electrical consumption
Hybrid inverter capacity
Surge requirements
Battery usable capacity
Other simultaneous loads
Desired backup duration

A 5kW inverter may be sufficient for some AC configurations, but the complete household load must be assessed before deciding.

Advantages of a Hybrid Solar System

The main benefits include:

Lower electricity bills through solar generation
Backup during power cuts through battery storage
Better solar self-consumption by storing surplus energy
Reduced dependence on the grid
Potential grid export where permitted
Greater energy resilience for critical household loads

Disadvantages of Hybrid Solar

Hybrid solar also has limitations:

Higher upfront cost than on-grid solar
Battery degradation over time
More complex system design
More components to maintain
Potential battery replacement costs
Financial payback can be slower than on-grid solar

A hybrid system therefore makes the most sense when the homeowner values backup and energy resilience, not just electricity savings.

Common Hybrid Solar Installation Mistakes

Avoid these common problems when purchasing a hybrid system:

1\] Oversizing the Battery

More storage is not always better. Size the battery according to actual backup requirements.

2\] Undersizing the Inverter

The inverter should be designed to take care of the total simultaneous load and the surge.

3\] Putting Every Appliance on Backup

High loads can consume the battery fast; critical load circuiting is more feasible.

4\] Ignoring Surge Loads

Pumps, compressors and motors can require higher starting power.

5\] Choosing Equipment Only on Price

Consider the panel, inverter, battery, protection equipment, guarantee and installation, besides cost of system.

6\] Ignoring DISCOM Requirements

Make sure you know about metering requirements and grid connections before you finalise your system.

How to Choose the Best Hybrid Solar System in India

When comparing systems, evaluate:

Efficiency of solar panels and warranty period
Capacity and efficiency of hybrid inverters
Battery technology and capacity
Depth of discharge
Cycle life of batteries
Surge capacity of inverters
Monitoring facilities
Warranty and after-sales service
Protection devices
Installation quality
Net metering capability

Above all, get a detailed quotation because two systems of 5 kW each may use different types of batteries, inverters, and protection devices.

Hybrid Solar System Installation Process

A typical installation involves:

Electricity bill and load analysis
Roof inspection and shading evaluation
Panel, inverter, and battery capacity determination
Component selection
Panel, inverter and battery installation
Protection and grounding
Metering and DISCOM process if necessary
Testing, commissioning and monitoring system setup

Final System design must consider real electrical usage, critical load and site conditions.

Hybrid Solar System Maintenance

Routine maintenance generally includes:

Cleaning of solar panels in accordance with local requirements
Battery condition monitoring
Inverter alerts check
Cables and connection check
Earthing check
Solar generation review
Regular professional inspection

Monitoring performance can help identify problems before they affect generation or backup reliability.

Final Verdict: Is Hybrid Solar Right for You?

A hybrid solar system in India is a practical option when you want two things from your rooftop solar investment: lower electricity bills and backup power.

It is not necessarily better than grid solar system in all cases. If your grid is stable and power backup is not an issue, grid solar will work well. However, in case power outages affect your productivity, appliances or security system, power backup can make this extra investment worth the money spent.

The right system should be based on your electricity consumption, peak load, critical appliances, required backup hours, roof area and budget. Before buying, compare the complete system specification rather than the advertised kW capacity alone.

Calculate Your Solar and Battery Requirement

Start with your recent electricity bills, major appliance loads, roof area and the appliances you want to keep running during a power cut. Brightleaf Energy's solar load calculator can help estimate your solar requirement and potential savings.

A site-specific assessment can then determine the appropriate combination of solar capacity, hybrid inverter and battery storage for your home.

Reports

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>

Got Questions?

Frequently Asked Questions

Q.1\] What is a hybrid solar system?

It incorporates solar panels, battery storage, hybrid inverter, and grid electricity to reduce electricity bills and have a back-up electricity supply.

Q.2\] How much does a hybrid solar system cost in India?

The costs vary depending on the solar capacity, battery capacity, battery chemistry, inverter type, and installation cost. The cost of the hybrid solar system will definitely be higher than that of the conventional on-grid solar system.

Q.3\] Is hybrid solar better than on-grid solar?

When you need power back-up, then hybrid may work better for you. When saving on electricity costs is what matters most to you and you have reliable electricity access, on-grid solar will make more sense financially.

Q.4\] Does hybrid solar work during a power cut?

Yes. A battery and backup-capable inverter can supply designated loads during an outage.

Q.5\] How much battery is required for a 5kW solar system?

There is no fixed requirement. Battery capacity should be calculated from the critical load and number of backup hours required.

Q.6\] Can a hybrid solar system run an AC?

Yes, if the inverter and battery are appropriately sized for the AC and other simultaneous loads.

Q.7\] Is hybrid solar eligible for PM Surya Ghar subsidy?

Eligible grid-connected battery-hybrid systems are eligible on condition of satisfying the MNRE guidelines and permissions. CFA is tied with eligible solar capacity, not battery capacity.

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