This is the module where a solar thermal job is won or lost. Everything before it is understanding; everything after it is fitting. The survey and the sizing decide whether the system delivers what the customer was told, and whether the roof is still doing its job in ten years' time.

This article covers Module 4 of the PlumbMate solar thermal course: what the survey has to establish, roof coverings and the defects that matter, the three structural loads and how wind uplift is assessed, hot water demand and the energy it represents, sizing the array and the store, and the MCS calculation that becomes the customer's performance estimate. There is a 10-question mock test at the end.

The site survey

Three things establish whether the job is possible at all: rights to the roof area, a largely unshaded collector location, and hot water supplied from a store. Get past those and the survey is about gathering the inputs everything downstream depends on.

What the survey must gather

Design guides also expect the building's own details — dimensions and angles, location and orientation, fabric, the existing input services and the existing hot water and heating systems. It is a longer list than it looks, and every item on it is cheap on the survey and expensive on installation day.

Assess shading across the year

The sun is high in June and low the rest of the time, so an obstruction that clears the array in midsummer may shade it right through the shoulder seasons — which is when much of the annual yield is earned. Allow for trees growing, not just their present size.

The conversation that prevents the complaint

Discuss how the system will behave at survey, not at handover. Someone used to a boiler expects hot water on demand year round. A customer who has not been prepared for seasonal variation will read entirely normal December operation as a fault — and that is the one complaint that cannot be resolved technically.

Roof types, coverings and common defects

A lap roof covering is any finish where individual elements overlap the one below, so water runs over the joints rather than through them. Tiles and slates work by overlap, not by seal — which is why the lap itself is the thing to protect.

Defects to record

Why you survey the roof twice

Survey it before so pre-existing defects are on record and are not later attributed to your work, and after so anything damaged during installation is found and put right while the access equipment is still up. Once it comes down, a five-minute repair becomes a return visit with a scaffold.

Structural loading: dead, snow and wind

The steps of surveying a roof for solar thermal
Wind uplift, not weight, is what takes an array off a roof.

Adding collectors to a roof adds three loads at once, and considering only the weight misses the one that actually causes failures.

Reading the collector's ratings

A collector may be stated as withstanding, say, snow loads to 2.75 kN/m² and wind loads to 2.1 kN/m². Those are the product's limits, not the loads it imposes. The job is to calculate the design loads for this site and confirm they fall within them. It is a distinction worth being pedantic about, because getting it backwards produces a confident answer that means nothing.

What the site calculation needs

Wind actions are assessed under BS EN 1991-1-4 (Eurocode 1), using the building height, the site altitude, the wind zone and the distance from the coast to establish the site wind pressure — then applying pressure coefficients for the roof zone the array occupies.

Which area?

Wind acts on the overall area of the collectors and any significant frame surfaces, not the aperture area. Aperture belongs to the energy calculation; keep the two uses of "area" clearly apart, because this is the one where the error has a structural consequence.

Wind uplift and flat roof ballast

Uplift is the critical structural risk for roof-mounted collectors, and it matters most on flat roofs, where arrays are frequently held down by ballast or low-penetration supports rather than being fixed to the structure.

Roof zones

Pressures are highest at edges and corners, sometimes several times the centre-zone value. Either keep the array out of those zones or accept that it needs substantially more restraint — and record which zone it actually occupies, because that is what the calculation rests on.

The assumption behind the standard method

The published methods assume the collector sits no closer than about a metre from the edges of the roof and from projections such as parapets, chimneys and dormer windows, on a roof pitched roughly 20–45°. Inside those zones, or where the array has a more complex shape, the loads can be considerably greater and specialist advice is needed. It is the practical version of "keep out of the edges and corners".

The method, in outline

  1. Determine the design wind pressure for the location and building height under Eurocode 1.
  2. Apply the appropriate pressure coefficients for the collector and frame arrangement in that roof zone.
  3. Multiply by the exposed overall area to get the net uplift force on the array.
  4. Choose the restraint: ballast only, mechanically fixed, or a hybrid of partial fixing with reduced ballast.
  5. Calculate the ballast mass or fixing capacity needed to exceed the uplift with a margin.
  6. Check the roof can carry it: collectors, frame, ballast and access loads against the maximum allowable roof loading.

Step 6 is not optional and it is regularly skipped. Ballast solves an uplift problem by adding mass, and that mass then has to be carried by the structure you were protecting. An array correctly restrained against the wind that overloads the roof doing it has not been designed — it has been half designed.

Protecting the roof, and recording it

Support rails or pads to spread the load, protection layers against the membrane, and no point loading. The array must not obstruct drainage or create standing water, and any penetrations need a proprietary waterproofing detail.

Before leaving, photograph the array and record the collector count and layout, the tilt, the roof zone, the ballast quantity or fixing specification, and the method used for the uplift assessment. Nobody can re-inspect a roof once the access has gone.

Hot water demand

Occupancy is the single biggest factor in hot water demand — hot water is used by people, not floor area, although SAP infers an assumed occupancy from treated floor area where the actual number is unknown.

Typical figures

Per person, 100–150 litres a day (80–120 in flats and small dwellings) is an upper bound for a high-use lifestyle, not a domestic average, so size a household from one of the formulae below. By activity: a shower is 30–50 L, a bath 80–100 L, hand and face washing 5–10 L, manual dishwashing 10–15 L and a modern washing machine 10–20 L.

Two formulae worth knowing

They disagree — SAP gives 136 for four occupants against BSRIA's 150 — so state which one you have used. A sizing argued from an unnamed formula cannot be checked by anyone.

Turning volume into energy

Work with cold mains at 10 °C, delivered hot at 45 °C and storage at 60 °C, and a specific heat of 1.163 Wh per litre per °C.

E (Wh/day) = volume (L) × ΔT (K) × 1.163

A four-person household on the BSRIA figure of 150 L a day: 150 × 35 × 1.163 = 6,106 Wh/day, about 6.1 kWh, or roughly 2,230 kWh a year.

Take ΔT from the cold main to the delivered temperature, not the storage temperature. Using 60 °C instead of 45 inflates the answer by about 40%, and everything sized from it comes out too big. It is the single commonest error on this calculation.

Sizing the collector area and the store

The sequence is fixed, and the same five steps work for any dwelling.

Worked through: a four-person home

  1. Daily use: BSRIA gives 46 + (26 × 4) = 150 L/day at 45 °C.
  2. Energy: ΔT = 35 K, so 150 × 35 × 1.163 ≈ 6.1 kWh/day ≈ 2,230 kWh/yr.
  3. Solar share at 50%: ≈ 1,115 kWh/yr.
  4. Collector area at a planning yield of 450 kWh/m²/yr: 1,115 ÷ 450 = 2.5 m² → specify 2.5–3 m².
  5. Cylinder: 200–250 L twin-coil, comfortably more than the 150 L a day, with dedicated solar volume of at least 25 L per m² — for 3 m², at least 75 L.

Solar fraction, worked the other way

Sizing runs forwards — demand times fraction. You will also be asked to work it backwards from a system that already exists:

solar fraction (%) = solar heat contribution ÷ total heat required for DHW × 100

A system contributing 1,800 kWh against a total hot water demand of 3,500 kWh: 1,800 ÷ 3,500 = 0.51, so 51%. The same quantity, stated as a result rather than as a target.

Checks that follow

Why not fill the roof?

Because the benefit plateaus and the costs do not. Take that four-person house with 14 m² of available roof: 14 × 450 = 6,300 kWh a year against a demand of 2,230 — 283% on paper, nearly three times the load. But hot water is needed every day and the surplus arrives in summer, when the store is already full by mid-afternoon. The array would spend months stagnating, degrading its fluid, for a benefit it cannot deliver. Size to 50–60% and stop.

The MCS energy calculation

The MCS solar thermal energy calculator produces the estimated annual energy contribution for that specific property. That figure becomes the customer's performance estimate, given before they commit — which is a very good reason for the inputs to be honest rather than optimistic.

The inputs

The aperture trap, once more

Two collectors at 1.92 m² aperture and 2.02 m² overall give 3.84 m², not 4.04 m². Entering overall area inflates the estimate the customer is shown, which is exactly the wrong direction for a figure you may later be held to.

Why backup efficiency matters more than it looks

A boiler running in summer purely for hot water works well below its rated efficiency — short cycles, standing losses, and a load far below its minimum modulation. So each kWh the array supplies displaces more than a kWh of fuel, and the saving expressed to the customer has to account for that.

Natural gas carries roughly 10.4 kWh per m³. On the SAP 10.2 carbon factors that Approved Document L 2021 uses, gas is 0.210 kg CO₂/kWh and grid electricity 0.136 kg/kWh, so gas is now the higher of the two. Per kWh of heat, displacing a summer gas boiler at about 60% efficiency saves about 0.35 kg of CO₂, and displacing an immersion saves 0.136 kg. Older factors put electricity at about 0.43, and you may still see that.

What comes next

Module 5 is installation practice: mounting systems, weathering and penetrations, pipework and insulation, the pump station and expansion vessel, cylinder and sensor positions, and the electrical connection. It is the module about decisions you cannot revisit.

📝 10-Question Mock Test

Click an option to see whether you got it right. Explanations appear instantly — no submitting at the end.

Your score: 0 / 10
Question 1 of 10
Which conversation at survey prevents the complaint that cannot be resolved technically?
Question 2 of 10
Why is a roof surveyed both before and after installation?
Question 3 of 10
A collector is rated to withstand a wind load of 2.1 kN/m². What does that figure represent?
Question 4 of 10
Which collector area is used for the wind uplift assessment?
Question 5 of 10
The published wind load methods assume the array sits how far from roof edges and projections?
Question 6 of 10
Ballast has been calculated to resist the uplift on a flat roof array. What must follow?
Question 7 of 10
A four-person household uses 150 litres a day, the BSRIA figure. What is the daily hot water energy, taking the cold main at 10 °C and delivery at 45 °C?
Question 8 of 10
What daily demand does the SAP formula give for three occupants?
Question 9 of 10
A system contributes 1,800 kWh a year against a total hot water requirement of 3,500 kWh. What solar fraction is that?
Question 10 of 10
Why does the backup heat source efficiency matter to the saving quoted to a customer?

Two errors account for most of the trouble in this module, and they are mirror images. Overall area in the energy calculation inflates what the customer is promised. Aperture area in the wind calculation understates what the roof has to resist. One costs an argument; the other costs a roof.

And the check people skip: ballast solves uplift by adding mass, and that mass has to be carried. Work out the ballast, then work out whether the roof can take it.