Use this calculator to screen whether an existing room or floor assembly is a good candidate for an underfloor (radiant) heating retrofit. It looks at how much heat your room needs, how easily heat can pass through the finished floor, how tightly pipes or cables are spaced, and how much build-up height you have to work with. The goal is to flag situations where a radiant retrofit is likely comfortable and practical, versus cases where it will struggle to meet the load or create floor height conflicts.
Underfloor heating retrofits most often occur in three scenarios: adding heat over an existing slab (basements, ground floors), over wood joists with a new top layer (kitchens, bathrooms), or as a thin system under tile, engineered wood, or luxury vinyl. In each case you must balance comfort (floor surface temperature), heat output (capacity versus design heat loss), and construction constraints (available build-up and floor covering type).
In this tool, a retrofit is considered more feasible when: (a) the floor can deliver heat capacity close to or above the room’s design heat loss, (b) the required floor surface temperature stays within typical comfort and safety limits, and (c) the needed assembly fits within your available build-up height. When any of those conditions is pushed too far, you may still install radiant heat, but you should assume supplemental heat or design changes will be required.
Conditioned Floor Area (sq ft) is the area of the room or zone you are heating. Multiply the area by the design heat loss per square foot to estimate the total design load:
where Q is total design heat loss in BTU/hr, A is floor area in sq ft, and qloss is design heat loss in BTU/hr·sq ft.
Design Heat Loss (BTU/hr·sq ft) represents how much heat the room loses at your design outdoor temperature. Typical values might be around 10–20 BTU/hr·sq ft for well-insulated, tight homes, 20–30 for average older homes, and higher for very leaky or poorly insulated spaces. This should ideally come from a room-by-room heat loss calculation; rules of thumb are only approximations.
Floor Covering R-Value is the thermal resistance of the top layer (or layers) above the heating tubes or cables. Low R-value coverings such as tile or thin vinyl (R ≈ 0.2–0.5) transfer heat easily, while thick carpet with pad or cork can be 2.0 or higher and strongly limit output. The calculator uses this R-value to estimate how much hotter the heating layer must be to achieve a given surface temperature and heat output.
Desired Supply Water Temperature (°F) applies to hydronic systems. Higher water temperature can increase output, but also reduce boiler or heat pump efficiency. Modern low-temperature systems may operate between 90–130°F; older or retrofit boilers may run 140–160°F or more. The calculator uses this and the spacing input to approximate the maximum capacity the floor can deliver.
Tubing or Cable Spacing (inches) controls how evenly heat is distributed in the floor. Tight spacing (e.g., 3–6 in) gives smoother surface temperatures and higher output per square foot; wider spacing (e.g., 9–12 in or more) can cause striping and limit output. The tool assumes typical radiant panel behavior where closer spacing improves average output for a given supply temperature.
Available Floor Build-Up (inches) describes how much additional thickness you can add on top of the existing subfloor or slab. Thin electric mats or plates may add as little as 1/8–1/4 inch under tile, while full overpour systems can add 1–1.5 inches or more. If the design you need for capacity does not fit within this allowance, the retrofit is considered constrained.
Electricity Rate ($/kWh) and Hydronic System Efficiency (%) are used to compare an electric radiant system to a hydronic system served by a boiler or heat pump. The calculator estimates daily operating cost for an 8-hour design-day run and scales this by fuel cost and efficiency to show how expensive each option is to operate under those peak conditions.
The calculator reports three main outputs: Heat Capacity (BTU/hr), Peak Surface Temp (°F), and Daily Cost (8 hr).
When reviewing results, consider the following patterns:
Suppose you have a 250 sq ft kitchen over a wood-framed floor. A recent load calculation shows a design heat loss of 22 BTU/hr·sq ft. You plan to install ceramic tile over a thin radiant panel system with a total floor covering R-value of 0.4. You are considering hydronic tubing at 6 inch spacing with 120°F supply water from a heat pump, and you have 1.0 inch of available floor build-up. Your electricity rate is $0.16/kWh, and your hydronic system has an estimated seasonal efficiency of 300% (heat pump coefficient of performance ≈ 3.0).
The total design load is:
Q = 250 sq ft × 22 BTU/hr·sq ft = 5,500 BTU/hr.
With these inputs, the calculator might report a floor heat capacity on the order of 5,800–6,000 BTU/hr, a peak surface temperature in the low 80s°F, and a daily hydronic operating cost lower than the equivalent electric system at the same delivered heat. That combination—capacity at or above the design load, comfortable surface temperature, and acceptable build-up—would suggest that this is a strong candidate for a hydronic radiant retrofit.
If you instead chose a thick engineered wood with R ≈ 1.2 and widened spacing to 9 inches without changing supply temperature, the heat capacity could drop below 4,000 BTU/hr and the tool might show higher peak surface temperatures as the system struggles to push heat through the more resistant floor. In that case, you would either accept supplemental heat, improve the building envelope to reduce the load, or adjust the radiant design (tighter spacing, higher water temperature, or a different floor covering).
The calculator can be used to compare hydronic and electric underfloor options by looking at heat output, surface temperatures, and the Daily Cost (8 hr) result under your local energy prices. The static comparison below summarizes typical trade-offs; use it alongside your calculated costs.
| Aspect | Hydronic underfloor heating | Electric underfloor heating |
|---|---|---|
| Typical upfront cost | Higher; piping, manifolds, controls, heat source integration | Lower for small areas; mats or cables and simple controls |
| Operating cost | Often lower, especially with high-efficiency boilers or heat pumps | Can be higher where electricity is expensive relative to gas or other fuels |
| Floor build-up | May require thicker assemblies or plates; more impact on door thresholds | Thin mats can fit in tight build-up situations |
| Best use cases | Larger areas, whole-home systems, or when a boiler/heat pump already exists | Small rooms (baths, entries), isolated zones, or where hydronic distribution is impractical |
| Control and zoning | Flexible zoning but higher design complexity | Simple individual room controls, especially for small zones |
| Integration with other systems | Can share heat source with radiators, fan coils, or air handlers | Standalone electric loads; no interaction with hydronic systems |
This calculator is intended as a screening-level feasibility tool, not a full radiant design package. To keep it simple and fast, several assumptions are built in:
Because of these simplifications, results should be treated as preliminary guidance only. For any substantial project, especially in jurisdictions with code or warranty implications, confirm the final design with a qualified HVAC or radiant designer using detailed heat loss calculations and manufacturer-specific design data.
Extremely high or low inputs (e.g., design heat loss well above 40–50 BTU/hr·sq ft, floor covering R-values above 2–3, or very wide spacing) may produce scenarios where radiant alone is clearly inadequate or uncomfortably hot. If you see such outputs, consider improving the building envelope, changing floor coverings, tightening spacing, increasing available build-up, or using radiant only as a comfort supplement instead of the primary heat source.
Retrofitting radiant floors into existing homes is a balancing act. Homeowners crave the even warmth of underfloor heating but cannot afford to tear down ceilings, raise door thresholds, or blow past energy budgets. Installers must verify that the floor can deliver enough heat without pushing surface temperatures above the comfort ceiling of roughly 85°F. They also need to ensure that the finished floor height stays within building code tolerances for stair risers and door clearances. This calculator blends those constraints into a single assessment so you can decide if a hydronic or electric system fits your project before ordering manifolds or mats.
Traditional heat loss software focuses on sizing boilers or heat pumps, not on understanding the conductive bottleneck between tubing and the room. Flooring manufacturers offer charts for their own products, but those tables rarely combine structural height limits, operating costs, and water temperature compatibility. By pulling those pieces together the tool helps architects, energy auditors, and DIY renovators translate a design heat load into floor performance metrics. It flags when you need supplemental heat, when a low-temperature heat pump can handle the load, and when electric mats might be cheaper to install even if they cost more to operate.
The calculator begins by converting your design heat loss per square foot into a total heat requirement. It then estimates how much heat the floor can deliver based on its thermal resistance. Heat flux through the finished floor can be approximated by Fourier’s law for one-dimensional conduction, which states that heat flow equals the temperature difference divided by the total thermal resistance. Expressed for radiant floors, the relationship becomes:
where is the floor surface temperature, is the design room temperature (assumed 70°F), and combines the floor covering’s R-value with a nominal 0.68 hr·ft²·°F/BTU subfloor resistance. Solving for the surface temperature needed to meet your load highlights whether the floor would become uncomfortably hot. The tool also estimates the water temperature required to hit that surface temperature by considering tubing spacing and a simplified conduction factor between water and the floor surface.
Consider a 450 square foot bedroom above an unconditioned garage. Heat loss calculations show it needs 28 BTU/hr per square foot on the coldest design day. The homeowner wants to reuse the existing engineered wood flooring with an R-value of 1.4, can only add 0.75 inches of floor build-up, and plans to run the radiant loop off a 120°F heat pump buffer tank. Tubing spacing is limited to 6 inches because the joist bay layout is tight. Entering these values reveals that the floor would need to reach 81°F to meet the load, well within comfort limits. The estimated supply water temperature is 118°F, comfortably below the 120°F constraint, and the hydronic assembly height of roughly 1.25 inches would exceed the available build-up. The calculator therefore recommends a sleeper system with planed-down sleepers or a thin-mat electric approach.
The comparison table shows that a hydronic panel could deliver 12,600 BTU/hr with an 81°F surface, costing about $3.00 for an eight-hour design-day run at a 93% boiler efficiency and $0.14/kWh electricity. The electric mat delivers slightly less capacity because of higher resistance but still covers the heat loss. Its daily energy cost is closer to $9.40 because electric resistance heat converts at nearly 100% but lacks the coefficient of performance advantage of a heat pump. This side-by-side view helps the homeowner weigh the lower operating cost of hydronic against the simpler installation and lower profile of electric mats.
The table below highlights how flooring resistance and available height influence feasibility for a 300 square foot space requiring 20 BTU/hr per square foot.
| Floor Covering | R-Value | Hydronic Height (in) | Meets Load? | Supply Temp Need |
|---|---|---|---|---|
| Tile over thinset | 0.25 | 1.25 | Yes | 102°F |
| Engineered wood | 1.2 | 1.25 | Borderline | 122°F |
| Thick carpet | 2.5 | 1.25 | No | 142°F |
Seeing the numbers laid out reinforces why many retrofits pair radiant floors with low-resistance finishes like tile. The calculator helps you quantify that intuition and communicate with clients who may be reluctant to give up plush carpet. You can show exactly how much supplemental heat would be required or how a thinner pad could bring the system back into spec.
Once feasibility is confirmed, designers can jump into layout using the radiant-floor-heating-loop-calculator.html to size loops and manifolds. If a hydronic option is viable, pairing this tool with the heat-pump-operating-cost-estimator.html reveals how a low-temperature heat source impacts annual bills. Electric retrofits can be cross-checked with the home-energy-audit-roi-calculator.html to see whether envelope upgrades would reduce heat load enough to avoid peak demand charges.
The thermal model assumes steady-state conduction and ignores the thermal mass of concrete or gypcrete toppings. Real floors respond more slowly, and transient effects can either help or hurt depending on control strategy. The calculator also assumes a uniform tubing layout; closely spaced supply runs near exterior walls can deliver more heat than the average predicts. Use the tool for initial feasibility, then run detailed simulations or consult manufacturer design guides before finalizing a specification.
Another assumption is that hydronic efficiency remains constant. In reality, condensing boilers and heat pumps experience higher efficiency at lower water temperatures. If your project uses a heat pump with a coefficient of performance of 3.0 at 110°F but only 2.4 at 130°F, the operating cost gap between hydronic and electric systems will widen as supply temperatures climb. Be sure to revisit the numbers after selecting your equipment.
Existing radiant calculators often expect new construction assemblies or require deep HVAC expertise. Renovators and homeowners rarely have the background to juggle heat flux, flooring resistance, and build-up constraints simultaneously. By presenting those considerations in a single place, this tool bridges the gap between energy modeling and practical remodeling decisions. It empowers you to have data-backed conversations with flooring installers, code officials, and mechanical contractors before you open up a single floorboard.
Take your field measurements, plug them into the calculator, and print the results for your project binder. If the load exceeds the floor’s capacity, explore envelope improvements or supplemental panel radiators. If the build-up height is the limiting factor, discuss low-profile hydronic panels or electric mats with your supplier. The more iterations you run, the clearer your retrofit roadmap becomes.
Glide a virtual mixing loop through shifting heat pulses and insulation gaps. Match supply water to the room’s load, keep the floor surface under control, and feel how spacing, resistance, and build-up shape the retrofit story.
The session pauses automatically if the window loses focus. Reduced-motion users experience softened background drift while the core challenge remains intact.