The panel under the bay
Front room of a 1930s semi, and the emitter under the bay is a 600 by 1400 single panel with one row of fins welded behind it. The owner wants the room usable without a jumper. The survey sheet wants a figure in watts. The catalogue that is supposed to reconcile those two is quoting a laboratory measurement taken with water at a temperature this house has very likely never delivered, on a day the boiler was not modulating, in a chamber with nothing hanging over the panel and no curtain in front of it.
So two separate numbers have to be produced for every room, by two unrelated methods, and only then compared. The first is demand: what this room loses at the outside design condition, built up element by element from fabric and air. The second is supply: what the metal already screwed to the wall, or the metal in the catalogue, hands over at the flow and return temperatures this particular system will be commissioned to. Neither number transfers between rooms and neither transfers between systems.
The first is the one everybody calculates. The second is the one that decides whether the job works, and it is the one that quietly changes underneath a survey when somebody drops the flow temperature — for a condensing boiler that is finally allowed to condense, or for a heat pump. A radiator schedule that records only the requirement, and not the water temperature the requirement was met at, is half a schedule. Six months later nobody can tell whether the emitters were undersized or the system was simply run cooler than the person who specified them assumed.
Rooms disagree about what warm means
Before any surface is measured, fix the internal design temperature for each room, because it sets the temperature difference every subsequent calculation is multiplied by. UK dwelling practice, as set out in the CIBSE Domestic Heating Design Guide and carried through into MCS heat-loss work, assigns a temperature per room: the bathroom is designed warmer than the bedroom next to it, and the hall is designed cooler than the living room it opens off. US residential practice under ACCA Manual J takes a different route and applies one indoor design temperature — commonly 70 °F (21.1 °C) — across the whole dwelling, doing its room-by-room work through the surfaces rather than through the setpoints. Canada's National Building Code takes a third: a dwelling's heating is sized to CSA F280 and must hold at least 22 °C (71.6 °F) in every living space (NBC 2020, Articles 9.33.3.1 and 9.33.5.1).
Neither convention is wrong, but they are not interchangeable and a survey that mixes them produces radiators that are too big upstairs and too small in the bathroom. Pick the convention that matches the standard you are working to and write it at the top of the sheet.
The per-room convention has a consequence people miss: internal partitions become loss paths. A bathroom at 22 °C shares a stud wall with a bedroom at 18 °C, and four kelvin across eight square metres of uninsulated partition is real heat that has to come out of the bathroom emitter. Whole-house rules of thumb erase it, which is one reason the bathroom is so often the room the owner complains about.
| Room | House built before 2007 | Built 2007 or later | Effect on the emitter |
|---|---|---|---|
| Living room | 21 °C (69.8 °F) | 21 °C (69.8 °F) | The largest temperature difference in the house, on the elevation with the most glass |
| Dining room | 21 °C (69.8 °F) | 21 °C (69.8 °F) | As the living room, but often with a colder floor over a void or a garage |
| Kitchen | 18 °C (64.4 °F) | 21 °C (69.8 °F) | Sized low because appliances and occupancy contribute; wall length is usually the binding constraint |
| Bedroom | 18 °C (64.4 °F) | 21 °C (69.8 °F) | In an older house a smaller difference, so an existing panel here often survives a flow-temperature drop |
| Bathroom | 22 °C (71.6 °F) | 22 °C (71.6 °F) | Highest setpoint, smallest room, least wall — the room most likely to need a different emitter type |
| Hall and landing | 18 °C (64.4 °F) | 21 °C (69.8 °F) | Loses to the front door and the stair void, and is what every other room borrows from |
One room at a time, the way this guide builds it: the design temperature from the table above or your own, every wall, window, ceiling and floor at its own U-value, the air the room changes, and then the ΔT50 rating that covers the total at the flow temperature the system will really run. Repeat it for each heated room and the demand half of the schedule is done.
The air temperature the room is designed to hold on the coldest design day; the help gives each country's figures.
A design figure for the location from a published table, not the coldest night anyone remembers.
Inside the room, plaster to plaster, along one side.
Inside the room, across the other side.
Floor to ceiling. It sets the room's volume and the height of its external walls.
How many of the two walls as long as the Room Length have the open air on their far side.
How many of the two walls as long as the Room Width face outside.
How readily heat passes through the wall: the lower the figure, the better insulated the wall.
All the glazing in the room's external walls, measured over the frames.
The whole window's figure, frame included, from its certificate, its label or the defaults in the help.
A solid or part-glazed outside door; RdSAP takes a standard one as 1.85 m² (19.9 sq ft).
RdSAP's figure for an outside door in a house built before 2007 is 3.0 W/m²K (0.53 BTU/hr·ft²·°F).
The ceiling loses heat only when the space above it is colder than the room.
Under a loft, read it from the depth of insulation over the ceiling; the help lists RdSAP's figures.
Decides how the floor loses heat, and which of the floor fields below appear.
Added to every element's U-value for heat that leaks round lintels, junctions and frames; 0 if your U-values already allow for it.
How many times an hour outdoor air replaces the room's air; 0.5 is the design guide's minimum for a room people live in.
Each adds a fixed flow of outdoor air from SAP 10.2's table; an open chimney alone takes more heat than all the walls of the room either unit system opens on.
The water temperature going into the radiator on the design day.
The water temperature leaving the radiator; the drop from flow to return is set by how fast the water is pumped.
How steeply the radiator's output falls as the water cools; the maker publishes it beside the ΔT50 output.
Room design heat loss
1,220 BTU/h
Every element loses its U-value plus the bridging allowance, times its area, times the temperature difference across it. The air that comes in, the room's volume times its air changes an hour plus any chimney, flue or fan, loses 0.33 W for every cubic metre an hour (m³/h) and kelvin of the indoor-to-outdoor difference, which is 1.06 BTU/h for every cubic foot a minute (CFM) and Fahrenheit degree. The radiator rows give the share of its ΔT50 catalogue output a radiator gives at the flow and return entered, and so how many times the room's heat loss its rating has to be; a catalogue rated at another point, such as a US one at an average water temperature, converts on the Radiator Output (ΔT Correction) calculator.
- Lost through the external walls
- 198.35 BTU/h
- Lost through the windows
- 372.6 BTU/h
- Lost through the external door
- 0 BTU/h
- Lost through the ceiling or roof
- 165.05 BTU/h
- Lost through the floor
- 0 BTU/h
- Lost warming the air that comes in
- 487.27 BTU/h
- Room heat loss in watts (W)
- 358.51 W
- Room heat loss in BTU per hour (BTU/h)
- 1,223.27 BTU/h
- Floor U-value used, before the bridging allowance
- 0 BTU/(hr·ft²·°F)
- Room design temperature
- 70 °F
- Indoor-to-outdoor design difference
- 46 Δ°F
- Water temperature above the room (EN 442 excess)
- 52 Δ°F
- Radiator output here, as a share of its ΔT50 rating
- 49.01 %
- Radiator rating needed, as a multiple of the room's heat loss
- 2.04 ×
- Radiator rating to look for at ΔT50, in watts (W)
- 731.49 W
- Radiator rating to look for at ΔT50, in BTU per hour (BTU/h)
- 2,495.94 BTU/h
They open the calculator with your figures already in it
Room Heat Loss and Radiator Size Calculator (Watts and BTU): 1,223 BTU/h — shown in imperial, US market. The link sets both, so the result they see is the one on your screen.
Add the equipment this sizes
This result is a specification — 1,220 BTU/h — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.
What this calculation does not cover
- This is a design heat loss: the steady rate the room needs on the design day, built the way BS EN 12831-1 builds it for one room. It is not an energy use or running estimate, and it is not a whole-house figure. A boiler or a heat pump is chosen on the sum of every room, or on a whole-house calculation, never on one room's answer.
- Heat that moves between this room and the spaces beside it is left out. A full room-by-room design also counts the flow through internal walls, floors and ceilings to anywhere held cooler, such as a bedroom at 18 °C (64.4 °F) beside a bathroom at 22 °C (71.6 °F), an unheated hall or a neighbour's empty house. Here those surfaces lose nothing unless they are entered as external.
- Each U-value is the one typed in. The RdSAP 10 figures in the help are what an energy assessor assumes for an age band when the construction cannot be seen, and Washington's are the U-factors its energy code sets for a new house; the real wall, window or loft can be better or worse. On an older house, whether a cavity has been filled decides most of the wall's share.
- A ground floor's U-value is worked by RdSAP 10's form of BS EN ISO 13370 and rounded to two decimals as RdSAP rounds it, with RdSAP's assumptions: clay soil, insulation conducting 0.035 W/m·K (0.24 BTU·in/hr·ft²·°F), and for a suspended floor a ventilated void 0.3 m (11.8 in) deep with RdSAP's standard wind and vent openings. It is worked against MIS 3005-D's temperature difference and without BS EN 12831-1's own correction factors for the yearly swing in outdoor temperature and for groundwater. A basement, ground water close under the floor, or a floor with heating laid in it falls outside that, and a US slab on grade is handled by ACCA Manual J through its exposed edge rather than its area.
- The air term rests on the air change rate typed in, an assumption unless the house has been pressure tested, plus SAP 10.2's fixed flow for one chimney, flue or fan. Mechanical ventilation with heat recovery is not modelled, and nor is the current MCS method of working each room's rate up from the whole house's air permeability.
- Nothing is added for warming the room back up after the heating has been off, for an exposed hilltop, or as a safety margin. BS EN 12831-1 makes a reheat allowance where heating is intermittent, and a designer adds one openly. MIS 3005-D says no intermittent-heating uplift is required when a design uses its 99.6% outdoor temperatures, the column this page's London figure is taken from, and makes no such exemption for its 99% column. This is the continuous loss.
- The radiator rating assumes the emitter follows BS EN 442's power law from its ΔT50 figure, with the exponent entered. Fan convectors, underfloor heating and towel rails do not, and a shelf above a radiator, a cover or long curtains in front of it take away output that no catalogue figure includes.
Loss, one element at a time
Fabric loss is the area of each element multiplied by its thermal transmittance and by the temperature difference across it. The reason it is done element by element rather than as a single averaged envelope is that the transmittances present in one ordinary room differ by roughly a factor of ten: a filled cavity wall, a suspended timber floor over a ventilated void, and a twenty-year-old sealed unit are three completely different rates of loss occupying the same room. BS EN 12831-1 formalises this build-up for European work; ACCA Manual J does the equivalent job in the US, and Canada's National Building Code sizes a dwelling's heating to CSA F280.
Run every element that faces something colder: external walls and their openings, the ceiling where the room is on the top floor, the ground floor or any floor over an unheated void, and partitions to a garage, porch or store. That includes the party wall where the neighbour is genuinely unheated, which is worth asking about rather than assuming.
Ventilation loss is calculated separately and added: in metric work, the volumetric heat capacity of air at about 0.33 watt-hours per cubic metre per kelvin, times the room volume, times the air change rate, times the same temperature difference. The air change rate is where surveys go soft. An assumed figure for a room with a working chimney, trickle vents and a forty-year-old sash is a guess that can carry a third of the load, so measure it where the answer matters and record the assumption where you cannot.
The external figure driving all of it is a statistical design condition for the site, published as climatic design data — not a monthly mean, and not the coldest night anyone can remember. Apply one such figure consistently to every room in the building.
One element at a time: each wall by orientation, each glazing type, the roof, the floor, every partition to somewhere unheated. The resistance field wants imperial units, so a wall certified at 0.28 W/m²K, which is 3.57 m²K/W of resistance, enters here as 20.3.
The area of the specific wall, window, roof, or floor surface being analyzed.
The insulating R-value of this specific surface assembly.
Your target indoor temperature.
Your region's extreme winter (or summer) design temperature, not the average.
Heat transmission load
944 BTU/hr
This computes conductive transmission loss through one surface using standard physics — a complete Manual J (or Manual N/CIBSE-equivalent) whole-building load calculation also accounts for air infiltration, internal gains, solar gain, and every surface combined.
- U-value
- 0.08 BTU/hr·ft²·°F
- Equivalent in watts
- 276.75 W
They open the calculator with your figures already in it
HVAC Thermal Load (U-Value) Calculator: 944 BTU/hr — shown in imperial, US market. The link sets both, so the result they see is the one on your screen.
Add the equipment this sizes
This result is a specification — 944 BTU/hr — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.
What this calculation does not cover
- Conduction through one surface, nothing else. Air leakage and ventilation, solar gain through glass, internal gains from people, lighting and appliances, latent (humidity) load, and duct or distribution losses are all outside the formula. Run it on every surface and add the results and you still have a transmission subtotal, not a heating or cooling load.
- This is not a Manual J, Manual N or CIBSE-equivalent load calculation and it is not a basis for selecting or sizing equipment. Where a jurisdiction, utility programme or inspector requires a load calculation, it will require a recognised whole-building method, not a per-surface transmission figure.
- The R-value is taken at face value. Thermal bridging through framing and fasteners, gaps and compressed insulation, wind washing at the edges, and the R-value loss some foams show at cold temperatures all put the real assembly below its nominal rating, and none of them are modelled here. Interior and exterior air films are not added either.
- Steady state, and a rate rather than a quantity. It answers what the surface loses at the instant both design temperatures hold; thermal mass, night setback and the daily temperature swing are absent, so the figure cannot be multiplied by hours to get fuel use, runtime or a bill.
- Surfaces that do not face outdoor air are out of scope. A slab, a basement wall or a floor over a crawl space exchanges heat against ground and buffer-space temperatures on a different basis, and the outdoor field clamps to −40 °C to 45 °C (−40 °F to 113 °F), a range that reaches neither a summer attic nor the coldest published design conditions in the far north.
Where the R in that box comes from
Thermal resistances add in series through an assembly, so a wall build-up is the sum of every layer plus the surface air films on both faces. BS EN ISO 6946 sets out the calculation and the standard surface resistances; the interior and exterior films together are not a rounding error, and omitting them makes a modest assembly look worse than it performs.
On a retrofit survey the hard part is not the arithmetic but the input. You cannot see into a cavity from a bedroom, and the difference between an unfilled 1935 cavity and one blown in 1998 is most of the wall load. Where no boroscope inspection is possible, use the published default assumptions for the age band, mark them as assumptions on the sheet, and tell the client the radiator schedule inherits that uncertainty.
Two corrections belong on the number before it goes anywhere. Framed assemblies perform below their insulation layer because studs, plates and rim beams conduct around the batts, so apply a framing-fraction correction and use the effective figure. And where board has been added inboard of a solid wall, what counts is the finished build-up rather than the thickness on the invoice: a service void, a dot-and-dab air gap or an unclosed perimeter all bypass it.
Stack the layers of the assembly as you found it — insulation, sheathing, internal finish — and let it add the air films, so the resistance you carry into the loss calculation is the built wall rather than the insulation product on its own.
The R-value of your main insulation layer, printed on the product.
The R-value of a second layer, like exterior sheathing.
The R-value of interior finish material, like drywall (typically about R-0.45 for 1/2 in).
Total assembly R-value
15.8 R-value
- Sum of material layers
- 14.95 R
- Air film allowance
- 0.85 R
They open the calculator with your figures already in it
R-Value Calculator: 15.8 R-value — shown in imperial, US market. The link sets both, so the result they see is the one on your screen.
Add the equipment this sizes
This result is a specification — 15.8 R-value — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.
What this calculation does not cover
- Layers are summed straight through the insulated cavity. Studs, joists, plates, headers and rim areas conduct several times faster than the insulation between them and are not deducted here, so the real whole-wall or whole-ceiling figure is lower than this total. Run the Thermal Bridging Effective R-Value Calculator on the same wall to see by how much.
- The figures are imperial R-values in hr·ft²·°F/BTU, and so is the fixed R-0.85 air film allowance. Metric RSI values in m²K/W are about 5.68 times smaller, so entering those makes the film allowance alone roughly six times too generous. Convert before you type.
- The air film allowance is one fixed number written for a wall: still indoor air with sideways heat flow, and an outside face exposed to wind. It does not change for heat flowing up or down, for a surface facing a vented attic or an enclosed crawl space, or for a reflective low-emissivity face, all of which shift the film values.
- Product R-values are lab ratings for material at full thickness with no gaps. Batts compressed under wiring, voids at plates and corners, and loose fill that has settled all deliver less than the printed number, and nothing here downgrades the total for installation quality.
- R-value covers conduction only. It says nothing about air leakage, wind washing through the insulation, or moisture in the assembly, and this total is not a code compliance check: the required figure depends on climate zone and on which element you are building, and codes are frequently verified against a whole-assembly U-factor that includes the framing this sum leaves out.
The specification is in U and the field wants R
Building regulations, window certificates and manufacturers' assembly data are almost always expressed as transmittance, because transmittance is what multiplies straight through a heat-loss calculation. Insulation is marketed as resistance, because a bigger number reads better on a bag. The two are exact reciprocals, and the only rule that matters is the order of operations: total the resistances of every layer first, then invert once at the end. Adding transmittances layer by layer is not slightly wrong, it is wrong by a wide margin, and it is the single most common arithmetic error in retrofit paperwork.
There is a second trap in the same place, and it costs a factor of 5.678. A U-value written in W/m²K and a U-factor written in BTU/hr·ft²·°F are different units of the same quantity, and a regulation-style figure of 1.4 W/m²K is about 0.25 in imperial terms — which is a perfectly plausible-looking number in the wrong system. Windows make this worse because both conventions are alive in the same market: an NFRC 100 label states a whole-window U-factor in imperial units, while a unit certified under BS EN ISO 10077 states it in metric. Check which one is printed on the paper in front of you before typing anything.
Take the transmittance off the specification or the glazing certificate and invert it once, at the end, after the layers have been totalled — and confirm first which of the two U conventions the document is written in, because they differ by a factor of nearly six.
The assembly's thermal transmittance, as specified.
Equivalent R-value
20 hr·ft²·°F/BTU
R = 1 ÷ U, the exact inverse relationship. The result is the whole assembly's resistance — subtract the other layers before choosing an insulation thickness.
They open the calculator with your figures already in it
U-Value to R-Value Calculator: 20 hr·ft²·°F/BTU — shown in imperial, US market. The link sets both, so the result they see is the one on your screen.
Add the equipment this sizes
This result is a specification — 20 hr·ft²·°F/BTU — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.
What this calculation does not cover
- The conversion is arithmetic and takes the U-value at face value. It does not check that you have the right figure for the element: a window's whole-unit U-factor, its centre-of-glass value and its frame value are three different numbers, and only the whole-unit one describes what the opening actually loses.
- The field is imperial only, and the site's metric/imperial toggle does not convert it. A W/m2K figure typed in unchanged returns the metric resistance in m2K/W, which is about a fifth of the imperial R the result is labelled as. Divide a metric U-value by 5.678 before entering it.
- Thermal bridging is not in the number. A U-value quoted for a clear-wall build-up excludes studs, joists, rim boards, lintels and junctions, so the R returned describes the insulated bay rather than the whole element.
- This is not a code compliance check. It does not test the figure against any energy code's prescriptive U-factor or R-value tables, and it does not perform the area-weighted or trade-off calculation a submission needs.
- Steady-state conduction only: no air leakage, no thermal mass, no moisture. Insulation that is compressed, wind-washed or damp delivers less than its rated R, and a reciprocal cannot show that.
Building regulations and window schedules are written as maximum U-values, while insulation on a merchant's shelf is labelled in R, so specifying to a regulation means crossing between them. The arithmetic is a reciprocal and takes a second. The two traps are unit systems and scope. A metric U-value in watts per square metre kelvin is roughly 5.68 times its imperial counterpart, and mixing them produces an assembly that appears five times better insulated than it is. And the converted R covers the entire build-up, not the insulation alone: sheathing, cladding, internal linings and surface films all contribute, so the product you buy only needs to close the remaining gap.
The glass is where the room leaks
In most rooms the glazing is a small fraction of the envelope area and a large fraction of the loss, which is why a floor-area rule of thumb reads low precisely in the rooms with the bay, the patio doors or the rooflight — the rooms the client notices first. Use the whole-window figure there, never the centre-pane figure: a sealed unit and the frame around it perform differently, and the certified whole-window value takes in the frame, the spacer and the edge effects a glass-only number leaves out. Across older stock the spread between products all sold as double glazed is wide enough on its own to move a radiator by a size.
Sequencing matters more here than anywhere else in the survey. If glazing is being replaced in the same programme as the heating, size the emitters against the house that will exist when the job is finished, not the one you are standing in. Get that the wrong way round and you have specified radiators for a fabric that is about to improve, which is how a house ends up with panels that overshoot on every mild day and a system that cannot hold a low flow temperature because the emitters short-cycle the room past setpoint.
Put the existing glazing and the replacement side by side over the same window area and design temperature difference, and the reduction it reports is watts that come straight off the radiator you were about to specify for that room.
The combined area of the windows being replaced.
Lower U-factor means better insulation — check the window's label or use a typical value for its type.
The U-factor of the replacement windows, from their NFRC label.
The typical indoor-to-outdoor temperature difference on a cold winter day.
Heat loss reduction
3,850 BTU/hr reduction
This estimates the heat-loss-rate reduction at design conditions, not a full seasonal energy cost — actual dollar savings also depend on your heating system's efficiency, fuel cost, and how many hours per year approach the design temperature difference.
- U-factor improvement
- 0.7 U
They open the calculator with your figures already in it
Window Heat Loss Savings Calculator: 3,850 BTU/hr reduction — shown in imperial, US market. The link sets both, so the result they see is the one on your screen.
Add the equipment this sizes
This result is a specification — 3,850 BTU/hr reduction — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.
What this calculation does not cover
- Conduction only. Air moving through worn sash seals, failed hardware and the joint between frame and wall is often the larger share of what a draughty window costs in winter, and none of it is in this number — a replacement window renews all of it and gets no credit here.
- Solar heat gain is outside the model. A lower-U replacement commonly carries a lower SHGC as well, which cuts the free winter gain the old glass was admitting and pulls the net benefit below the figure shown; on a west or south elevation the same change is mostly a summer cooling story this calculation never counts.
- This is a heat loss RATE at one design condition, not an annual figure. There are no degree days, no boiler, furnace or heat pump efficiency, no fuel price and no allowance for how few hours a year actually approach the design temperature difference, so it cannot be multiplied out to a yearly saving or a payback. It is also not a room or dwelling heat loss calculation and not a compliance check against a fenestration U-factor limit.
- Both U-factors are taken as whole-window ratings covering the glass, the edge-of-glass band and the frame. Enter a centre-of-glass figure and the loss of both windows is understated. Nothing here accounts for how the unit is actually fitted either — thermal bridging at head, jamb and sill, and an unsealed or unfilled gap between frame and structural opening, all sit outside the rating.
- Nothing converts or checks the U-factor you type. The two fields are the North American IP convention, BTU per hour per square foot per degree Fahrenheit, so a product rated in W/m²K must be divided by 5.678 before it goes in — a raw EN figure entered anywhere below the field's maximum of 1.3 is accepted without complaint and produces an answer roughly 5.7 times too large.
What a catalogue watt is a measurement of
A European radiator output is a test result declared under BS EN 442-2, taken in a standardised chamber at 75 °C flow, 65 °C return and 20 °C room — a mean water temperature of 70 °C, and therefore an excess over the room of 50 K. That is the ΔT50 figure on the price list, and it is the reason two panels of the same physical size from different makers can be compared at all.
Output does not scale linearly with that excess. The characteristic relationship is a power law: output equals a constant for the emitter multiplied by the excess temperature raised to an exponent, and for pressed steel panels that exponent typically lands between about 1.24 and 1.35. The EN 442 certificate for a specific product carries the actual constant and exponent, and the manufacturer publishes correction factors derived from them. The table below uses 1.30, which is representative of steel panels and close enough to plan with, but for a schedule that is going to be built, take the maker's own factors — a cast iron column radiator, a fan-assisted convector and a towel rail do not share an exponent.
Two historical rating bases still turn up on site and both mislead. UK catalogues predating EN 442 quoted at ΔT60, from the old 90/70/20 regime, and a ΔT60 figure restated at ΔT50 is only about 79 percent of what it said — so an old data sheet flatters a radiator by more than a quarter. In North America the older convention is square feet of EDR, in which cast iron was rated at 240 BTU/hr per square foot with steam at 215 °F and around 150 BTU/hr per square foot with water at a 170 °F mean; a cast iron radiator does not have a watt figure stamped anywhere on it, and the EDR route is how you get one. Finned-tube baseboard is different again: the Hydronics Institute I=B=R rating practice publishes output per foot at stated average water temperatures with 65 °F entering air, and because the fin geometry does not follow the panel exponent, use those published tables directly rather than correcting a single rating.
Then there is the unit split itself. A UK schedule is in watts at ΔT50, a US catalogue in BTU/hr at a stated average water temperature, a heat pump datasheet in kilowatts at a stated flow temperature — and all three land in one folder the moment imported equipment is involved. Convert once, at a defined point, and record the direction.
| Flow / return / room | Mean water temperature | Excess over room | Correction factor | Output from a 1,000 W panel |
|---|---|---|---|---|
| 75 / 65 / 20 °C | 70 °C | 50 K | 1.00 | 1,000 W |
| 70 / 60 / 20 °C | 65 °C | 45 K | 0.87 | 872 W |
| 65 / 55 / 20 °C | 60 °C | 40 K | 0.75 | 748 W |
| 55 / 45 / 20 °C | 50 °C | 30 K | 0.51 | 515 W |
| 50 / 45 / 20 °C | 47.5 °C | 27.5 K | 0.46 | 460 W |
| 45 / 40 / 20 °C | 42.5 °C | 22.5 K | 0.35 | 354 W |
| 40 / 35 / 20 °C | 37.5 °C | 17.5 K | 0.26 | 255 W |
For the moment in the survey when the room load is in watts and the emitter data is in BTU/hr, or the other way round. Do the conversion once and write down which figure was the original, because a schedule that has been converted twice is impossible to audit later.
The power value to convert.
The unit your starting value is in.
Converted power
1,465 W
They open the calculator with your figures already in it
BTU/hr to Watts Calculator: 1,465 W — shown in imperial, US market. The link sets both, so the result they see is the one on your screen.
Add the equipment this sizes
This result is a specification — 1,465 W — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.
What this calculation does not cover
- A cooling or heat pump BTU/hr rating is heat MOVED, not electricity drawn, and this conversion cannot tell the two apart. A 5,000 BTU/hr window unit converts to 1,465 W here; the power it actually pulls is that capacity divided by its EER — around 455 W on an EER of 11. Size a circuit, a generator or a battery bank off the converted figure and you oversize it roughly threefold.
- The unit on this page is BTU per HOUR, a rate. A plain BTU is a quantity of energy, and the two get written the same way on appliance plates and utility bills. Push a total energy figure in BTU through this factor and what comes out is watt-hours, not watts: 100,000 BTU becomes 29,308 Wh, a 29.3 kWh quantity of energy and not a 29.3 kW load.
- A nameplate capacity belongs to the conditions it was rated at, and none of them travel through the conversion. Cooling capacity is measured at fixed indoor and outdoor conditions, and a heat pump's heating output falls steeply as it gets colder outside — the machine that converts cleanly to 10.55 kW on paper may deliver little more than half of that at your design temperature, and that gap is what a supplementary heater has to cover.
Counting panels, counting fins
The type number on a steel panel radiator is not a model code, it is a count. The first digit is the number of water-carrying panels and the second is the number of convector fin banks welded to them: one panel and one fin bank is a Type 11, two panels sharing one fin bank between them is a Type 21, two panels each with their own fins is a Type 22, and three of each is a Type 33. That is the whole scheme, and it is why two radiators of identical height and length can differ in output by a factor of two and a half.
Most of the output comes from the fins, not from the flat face. The panel radiates and the fin bank convects, and the convecting surface is many times the projected area of the thing hanging on the wall.
That also makes the type legible on site with no paperwork at all: measure the finished depth from plaster to front face. Around 50 mm is a Type 11, 65 to 75 mm a Type 21, roughly 100 mm a Type 22, and 155 mm or more a Type 33. Where the depth is ambiguous, lift the top grille off and count the fin banks.
For a heat-pump survey this is the most useful five minutes on the whole visit, because it tells you which rooms have headroom and which do not. A room with a Type 11 under the window has somewhere to go — the same height and length in Type 22 is usually available and roughly doubles the output on the same wall, the same brackets, the same tails. A room already fitted with a Type 33 has nowhere to go except longer, taller, or a different kind of emitter entirely.
What the two digits of a Type 22 are counting
- Front waterway panel — the pressed steel face the room sees, radiating from its flat surface and carrying roughly half the water in the emitter
- First convector fin bank — the folded steel welded to the back of the front panel, where most of the declared output is generated by convection rather than radiation
- Rear waterway panel — the second panel that makes a Type 21 or 22 out of a Type 11, adding depth against the wall rather than length along it
- Second convector fin bank — the bank welded behind the rear panel and facing the wall; it is the presence of this second one, not the second panel, that separates a Type 22 from a Type 21
- Reflective backing — a foil-faced board in the gap behind the emitter, worth fitting only on a solid external wall with no insulation behind it
- External wall — the assembly whose resistance sets the room load, and therefore the size of everything hanging off it R-Value Calculator
The same radiator at forty-five degrees
Now put the two halves of the survey together, because this is the moment the job is decided. A heat pump running 45 °C flow and 40 °C return into a room at 20 °C is working at an excess of 22.5 K, which is a correction factor of roughly 0.35. Every existing radiator in the house is about to deliver a third of the figure it was chosen for. A 1,600 W panel that comfortably covered a 1,200 W bedroom on a boiler becomes a 566 W panel, and the bedroom is 634 W short.
That arithmetic, applied room by room, is the survey. Measure each emitter, identify its type, look up the declared output, apply the factor for the design flow temperature, set it against the calculated room load. Some rooms pass, usually bedrooms with a modest setpoint and a generous panel. Some are one type deeper away from passing. And one or two — the bathroom with no free wall, the through-lounge with the bay — cannot be met at that temperature by anything that fits.
The trap is what happens next. Raising the design flow temperature to rescue those two rooms raises it for the whole house, and the machine pays for it everywhere: manufacturers' capacity tables generally show something in the order of two to three percent of coefficient of performance lost per kelvin of flow temperature, so a five-degree concession to one bathroom is a permanent tax on every kilowatt-hour the system ever delivers. Take the number from the specific machine's own table rather than from a rule, and price the alternative — a different emitter in the two failing rooms — against it explicitly.
Three documents police this. MCS MIS 3005 requires a calculated room-by-room heat loss and emitters assessed at the design flow temperature, not inherited from the boiler being replaced. ACCA Manual S requires selection against the Manual J load using the manufacturer's expanded performance data at the design condition. And Approved Document L, Volume 1 sets a maximum design flow temperature of 55 °C for wet systems in new English dwellings, pushing replacements in existing ones toward the lowest practicable temperature — check the edition in force, because that requirement has moved more than once.
Once the room-by-room loads are totalled, this is where the whole-house figure meets a nameplate and a balance point. Size against the calculated design heat loss, never against the output of the boiler being removed — that boiler was very often specified at twice what the house needs.
Whole-house heat loss at the design outdoor temperature.
The external design condition for your location.
The heat pump's nameplate output at the standard rating point.
How fast output falls as it gets colder, per °C.
Capacity required at design temperature
8 kW at design
The derate is a linear planning approximation. Use the manufacturer's published capacity table for the actual machine before committing.
- Nameplate capacity at 7 °C
- 8 kW
- Capacity at the design temperature
- 6.4 kW
- Shortfall needing supplementary heat
- 1.6 kW
- Balance point
- 32 °F
- Capacity retained at design
- 80 %
They open the calculator with your figures already in it
Heat Pump Sizing Calculator: 8 kW at design — shown in imperial, US market. The link sets both, so the result they see is the one on your screen.
Add the equipment this sizes
This result is a specification — 8 kW at design — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.
What this calculation does not cover
- Capacity derate is linear here; real machines follow a curve that varies with refrigerant, compressor type and defrost behaviour.
- Defrost cycles reduce delivered output in damp near-freezing conditions and are not modelled.
- Says nothing about whether the emitters — radiators or underfloor — can deliver the heat at the lower flow temperature a heat pump uses. That is usually the harder problem in a retrofit.
Four times the water for the same heat
Bigger emitters at lower temperatures change the hydraulics, and this is the consequence most radiator schedules ignore. The flow a circuit carries is its heat output divided by the specific heat capacity of water and by the temperature drop across the emitter, so a boiler system designed on a 20 K drop and a heat pump system designed on a 5 K drop stand four times apart in flow rate for exactly the same kilowatt into the room. Friction does not respond politely to that. Pressure loss climbs with flow to a power near 1.85, so quadrupling the flow multiplies the friction loss rate by roughly thirteen. Tails, valve bodies and lockshields that were unremarkable on the old system become the restriction, and the effect concentrates in the fittings rather than the straight runs. Fifteen-millimetre tails feeding a heavily upsized emitter are the classic finding, and no amount of pump is a cure for a bore.
Work the loop that resists most — furthest out, smallest bore, most fittings — and see what duty it now demands. If the pump has to work substantially harder than before, revisit the temperature drop before revisiting the pump: widening the design drop reduces the flow, but it also lowers the mean water temperature in the emitter and therefore its output, which sends you straight back to the correction table. That loop between emitter size, temperature drop and flow is the real design work in a low-temperature retrofit, and it is why a radiator schedule and a pipework layout cannot be produced by two people who never speak.
Put in the friction loss rate for the pipe size and flow the schedule has settled on, scaled over that longest and most resistant loop with its valves and bends counted. What comes back is the head the pump now has to find, and on a retrofit that figure has almost always moved since the pump was chosen.
The friction head loss per 100 ft (or 100 m) of pipe run, from a pipe sizing chart or a Hazen-Williams friction loss calculation at the design flow rate.
The straight pipe length plus the equivalent length of all fittings, valves, and equipment in the circuit's index (longest/most-resistant) run.
Total pump head required
10 head units
Friction loss rate must come from your system's actual pipe sizing chart or Hazen-Williams calculation for the design flow rate — this calculator only scales that rate by total equivalent length; it does not calculate the friction loss rate itself.
They open the calculator with your figures already in it
Hydronic Circulator Pump Head Loss Calculator: 10 head units — shown in imperial, US market. The link sets both, so the result they see is the one on your screen.
Estimated cost — your price
This site holds no price list for this material — local prices vary too much to publish honestly. Enter your supplier's price and the result is costed with it.
What this calculation does not cover
- Head on its own selects no circulator. A pump is chosen where the required head and the design flow meet on its curve, so this figure has to be carried forward with the same flow rate the friction loss rate was read at — two systems needing identical head at very different flows take entirely different pumps.
- Plain water is assumed. A 30 to 50 percent propylene glycol charge is thicker and heavier, raising circuit friction at the same flow and cutting the flow any given pump delivers, so a snowmelt slab or a freeze-protected loop sized from a water friction rate ends up short of flow at the far end of the circuit.
- In a closed loop the pump lifts nothing — the down-leg balances the up-leg — so building height belongs nowhere in this figure and adding it oversizes the pump. The reverse applies to an open circuit such as a drainback array or an open tank: there the vertical rise from the water surface to the discharge is real head, and it is not included here.
Rooms where no radiator fits
Every survey turns up at least one room where the arithmetic is satisfiable and the geometry is not. A bathroom with a bath along one wall, a door, a window and a basin has perhaps 700 mm of free wall, and 700 mm of anything will not make the output a 22 °C setpoint demands at heat-pump temperatures. A galley kitchen is often worse, because the only free wall is the one the units are on. The honest responses are changes of emitter type, not changes of size. A fan-assisted convector gives several times the output of a passive panel off the same wall length, specified from its own data at the actual water temperature with fan speed and noise level as real selection criteria. Underfloor heating removes the wall problem outright and suits low water temperatures better than any panel. A towel rail is the weakest option and should never be counted at its catalogue figure in a room it is meant to heat, because that figure assumes no towels on it. In care settings, HSE guidance on accessible hot surfaces caps what a resident can touch at 43 °C, which rules out several product families before sizing begins.
There is also the room that is simply not on the wet system at all: a loft conversion, a garden office, a study stranded at the end of a microbore leg. Electric panel or baseboard heating answers those, and it is sized far more crudely, on watts against floor area. Know what that basis assumes — average insulation, a standard ceiling height, nothing at all about glazing, exposure or setpoint — and treat a wide gap between it and a proper room loss as a prompt to re-check inputs, with the element-by-element figure carrying the authority.
For the room that comes off the wet system entirely, and as a rough screen against a room load you have already built up properly. It reports watts and BTU/hr side by side, which is useful when the survey folder holds both electric and hydronic data sheets.
The floor area of the room to heat.
Recommended heater size
2,200 W
This is a general rule of thumb for average-insulated rooms with standard 8 ft (2.5 m) ceilings. Poorly insulated rooms, high ceilings, large uncovered windows, or very cold climates need more capacity — a full room-by-room heat loss calculation gives a more precise number.
- Equivalent heat output
- 7,506.71 BTU/hr
They open the calculator with your figures already in it
Electric Baseboard Heater Sizing Calculator: 2,200 W — shown in imperial, US market. The link sets both, so the result they see is the one on your screen.
Add the equipment this sizes
This result is a specification — 2,200 W — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.
What this calculation does not cover
- The 10 watts per square foot figure is a flat rule of thumb, not a heat loss calculation. Insulation level, air tightness, window area and orientation, how many walls face outside, and the local design temperature are not inputs, so a corner room with large glazing in a cold climate and an interior room in a well-insulated house of the same floor area return the same number.
- Floor area is the only input, so the assumed standard ceiling height is baked in. Vaulted or double-height rooms, and rooms sitting over an unheated crawl space, garage or open porch, are not accounted for.
- This is a heat output figure, not an electrical calculation. It does not size a branch circuit, check conductor ampacity or breaker rating, distinguish 120 V from 240 V units, or consider how many heaters share a circuit. Electric space heating is a continuous load and the circuit has to be designed and permitted separately.
- The answer is a continuous wattage, not a product. Baseboard heaters are sold in fixed wattages at a fixed watts-per-foot density, so the required output translates into a specific physical length that has to fit on clear wall — usually under a window, away from furniture, curtains and receptacles.
- Use a room-by-room heat loss calculation anywhere a design figure has to stand up: whole-house sizing, permit or rebate submissions, or high-performance builds, where this rule of thumb consistently oversizes because it was calibrated on ordinary older construction.
The schedule, and the things that quietly derate it
A radiator schedule is only useful if it records the conditions it was written under. Room, design temperature, calculated loss, chosen emitter, declared output at ΔT50, the design flow and return, the correction factor applied, and the resulting output at those temperatures. That last column is the one that gets left off and the one that answers every question anyone asks afterwards.
Then allow for what installation does to a laboratory figure. EN 442 measures a panel in clear air, and site does not offer clear air. A shelf close above the top grille interrupts the convection plume; full-length curtains divert output to the glass behind; a joinery enclosure with a decorative grille can take away a substantial fraction, governed entirely by how freely air enters low and leaves high. Ordinary paint over the face is fine, metallic finishes on a panel that relies on radiation are not.
Finally, resist the private safety margin. BS EN 12831 provides an explicit warm-up allowance for intermittently heated buildings, and that is where an uplift belongs: declared, applied consistently, visible to whoever reviews the design. An undeclared ten percent added by habit, on top of a conservative air change rate, on top of a setpoint nobody argued with, compounds into a system oversized everywhere. Generous emitters do far less harm at low water temperatures than at high ones, which is a real argument for erring upward in a heat-pump retrofit — but make it an argument rather than a reflex.
- Fix the internal design temperature for every room and the external design condition for the site, and write both at the head of the sheet before anything is measured.
- Measure each element separately: walls by orientation, glazing by type, roof, floor, and every partition to unheated space.
- Build an assembly resistance for each element, marking which build-ups were inspected and which were assumed from the age of the property.
- Total the fabric loss, then add ventilation loss from room volume and the air change rate chosen.
- Survey each existing emitter: height, length, type by fin-bank count or finished depth, valve arrangement, tail size, condition of the connections.
- Take the declared output at ΔT50 and apply the maker's correction factor for the design flow, return and room temperatures.
- Set corrected output against room load, and mark every room keep, upsize or change type.
- Re-check flow, worst circuit and pump duty once the emitter sizes are settled, since a low-temperature schedule moves far more water.
- Issue the schedule carrying the correction factor and the design temperatures, so commissioning sets the system the design assumed.
The figures a radiator schedule stands on
Build the sheet in this order — demand first, then supply at the temperature the system will actually run — so the comparison at the end is between two numbers taken on the same basis rather than two numbers taken from different documents.
- Internal and external design temperatures — One per room internally under UK practice, one for the whole dwelling under Manual J, plus the published design condition for the site. Everything downstream is multiplied by these.
- Element areas, by orientation and by type — Walls, glazing, roof, floor and partitions to unheated space, measured separately. Averaging them across an envelope hides the loss the client will feel.
- Assembly resistance for each element — Layer build-up plus surface films, with a framing correction where the assembly is studded. Mark which build-ups were inspected and which were assumed.
- Air change rate per room — A chimney, trickle vents and old sashes can carry a third of a room load. Record the figure assumed, since it is rarely measured and always load-bearing.
- Existing emitter schedule — Height, length, panel and fin-bank count, tail size. Depth from plaster to face identifies the type when there is no label left on the panel.
- Design flow and return, and the correction factor they imply — The column most often missing. Without it nobody can later tell whether a cold room was undersized or simply run cooler than the design assumed.
Opens the calculators above on one screen with the dimensions from this article already filled in. Quantities only — this site publishes no price list, because local prices vary too much to publish honestly.
