Best Angle for Solar Panels in the UK: What the Numbers Actually Show
The best angle for solar panels in the UK is close to 40 degrees from horizontal, facing south. Anything from 30 to 50 degrees comes within about one per cent of that, which covers the pitch of most British roofs.
For plenty of households that is the whole answer. The roof is already pitched somewhere inside that band, so tilt is settled and there is nothing left to work out. The question opens up when the roof faces east or west, or when you are picking the angle yourself, on a flat roof, a ground mount, a garden frame or a balcony.
Orientation is a different matter, and it moves the annual figure further than tilt does. The numbers below come from the European Commission's PVGIS model, which computes yield from measured satellite irradiance for any coordinates you give it.
What is the optimum tilt angle across the UK?
The tool was run for a 1 kWp south-facing array at nine locations, using its standard 14 per cent system losses. For each place it returns the optimum slope it calculates, alongside the annual yield. Figures are rounded to the nearest kilowatt-hour, and a run at the computed optimum can differ by about one kilowatt-hour from a run fixed at a whole number of degrees, because the true optimum falls between degrees.
| Location | Latitude | Optimum tilt | Optimum direction | Annual yield (kWh per kWp) |
|---|---|---|---|---|
| London | 51.5°N | 40° | 5° E of S | 1,029 |
| Cardiff | 51.5°N | 40° | 4° W of S | 1,032 |
| Birmingham | 52.5°N | 40° | 5° E of S | 972 |
| Manchester | 53.5°N | 39° | 4° E of S | 888 |
| Leeds | 53.8°N | 41° | 3° E of S | 950 |
| Belfast | 54.6°N | 41° | 1° E of S | 922 |
| Glasgow | 55.9°N | 40° | 2° W of S | 853 |
| Edinburgh | 56.0°N | 42° | 1° E of S | 921 |
| Inverness | 57.5°N | 40° | due S | 809 |
Two things stand out. The optimum tilt barely moves. Six degrees of latitude separate London from Inverness, yet both come out at 40 degrees, and the full national spread is only 39 to 42 degrees. The optimum direction is equally stable, landing within five degrees of due south everywhere.
Annual yield is the figure that actually varies. Cardiff produces around 1,032 kWh per kWp while Inverness manages 809. That gap of more than a fifth is one no amount of tilt adjustment can recover. Where you live sets how much sun arrives, and the angle only sets how much of it you catch.

How much does being off the optimum angle actually cost?
This is where the panic usually sets in unnecessarily. Holding a London array due south and sweeping the tilt from flat to vertical gives the following losses against the 40-degree optimum.
| Tilt | Annual yield (kWh per kWp) | Against optimum |
|---|---|---|
| 0° (flat) | 852 | −17.1% |
| 15° | 957 | −6.8% |
| 20° | 983 | −4.4% |
| 25° | 1,002 | −2.5% |
| 30° | 1,017 | −1.1% |
| 35° | 1,025 | −0.3% |
| 40° | 1,028 | 0.0% |
| 45° | 1,025 | −0.3% |
| 50° | 1,016 | −1.1% |
| 60° | 982 | −4.5% |
| 90° (vertical) | 746 | −27.4% |
The curve is remarkably flat through the middle. Everything from 30 to 50 degrees stays within 1.1 per cent of the best possible figure, and British roof pitches overwhelmingly fall inside that band. A 35-degree roof gives up three kilowatt-hours a year per kWp against a perfectly angled one. On a typical four-kilowatt system that is worth pennies.
Losses only become meaningful at the extremes. Lying flat on a flat roof costs 17 per cent, and mounting vertically on a wall or balcony rail costs 27 per cent. Both remain perfectly workable. They simply need that shortfall built into the expectation from the outset.
Good to know
Shading beats both tilt and orientation as a cause of lost output, and it is the one factor a survey can identify and help you mitigate. A single chimney or neighbouring tree crossing the array for part of the afternoon can cost more than the entire difference between a 30-degree and a 40-degree pitch. Walk the roofline at three points on a clear day before anyone quotes you a yield figure.
Which way should solar panels face in the UK?
Holding the tilt at 40 degrees in London and rotating the array through the compass produces a far steeper set of penalties.
| Orientation | Annual yield (kWh per kWp) | Against due south |
|---|---|---|
| South | 1,028 | 0.0% |
| South-east | 973 | −5.4% |
| South-west | 952 | −7.3% |
| East | 810 | −21.2% |
| West | 782 | −23.9% |
| North-east | 610 | −40.7% |
| North | 505 | −50.9% |
Anything within 45 degrees of south is close enough not to worry about, costing between five and seven per cent. Turning fully east or west takes more than a fifth off the annual total, and a north-facing slope halves it.
Set the two tables side by side and the priority becomes obvious. Getting the tilt wrong by ten degrees costs about one per cent. Getting the direction wrong by ninety degrees costs over twenty. If a roof offers a choice of slopes, the one pointing closest to south wins even when its pitch is the less favourable of the two.
What about east-west split arrays?
Splitting an array across east and west slopes looks poor on an annual total and often performs better in practice. At a 20-degree tilt in London, an east face returns 845 kWh per kWp and a west face 827, both close to a fifth below a south-facing optimum.
What the annual figure hides is the shape of the day. A south array concentrates its output into a midday peak that most households are not at home to use. An east-west pair spreads generation from breakfast through to the evening meal. If the electricity is exported for a few pence and bought back for far more, the split can leave you better off despite generating less.
That logic also explains why the orientation penalty matters less once storage enters the picture. A battery decouples the moment of generation from the moment of use, which is precisely the problem a south-facing roof creates and an east-west roof partly solves on its own.
For an existing rooftop system this is a retrofit question rather than a rebuild. An AC-coupled battery such as the Zendure SolarFlow 2400 AC+ sits alongside the existing inverter rather than replacing it, offering 2,400 W of bidirectional AC and a 2.4 kWh base that stacks to 16.8 kWh.
The practical answer
If a number is wanted, it is 40 degrees facing due south, and that figure holds across the whole United Kingdom rather than sliding with latitude the way intuition suggests.
The far more useful finding is how little the tilt matters. Any pitch from 30 to 50 degrees lands within about one per cent of the best case, which covers the overwhelming majority of British roofs. A homeowner with a 35-degree or 45-degree slope has nothing to fix. Orientation carries the real weight: five to seven per cent for south-east or south-west, over twenty per cent for due east or west, and about half the yield gone on a north-facing slope.
That ordering should shape the decision. Choose the slope closest to south, clear or accept the shading, and leave the pitch alone. Where the roof points east and west instead, the answer is not a tilt frame but a better match between when the electricity arrives and when the household uses it.
Frequently asked questions
Is 30 degrees or 45 degrees better for a UK roof?
Both are fine. At London latitudes a 30-degree pitch returns about 1.1 per cent less than the 40-degree optimum and a 45-degree pitch about 0.3 per cent less. The difference between them is smaller than the year-to-year variation in British weather, so neither should influence a decision about which property to buy or which slope to use.
Should I adjust the tilt seasonally?
Only where the panels are genuinely accessible and unfixed, such as a small ground-mounted or balcony array. A steeper winter setting and a shallower summer one do capture a little more across the year, but the gain on a domestic system rarely justifies the handling, and on a pitched roof the permitted development limit rules it out anyway.
Do bifacial panels change the optimum angle?
They shift it slightly, because a steeper tilt exposes more of the rear face to reflected light and a brighter surface underneath raises the rear contribution. The effect depends heavily on the mounting height and ground reflectance, so treat any single recommended figure with caution and ask the installer to model your specific arrangement.
How accurate are these yield figures for my own address?
The table values come from PVGIS run at city-centre coordinates with generic 14 per cent system losses and no shading, so treat them as a comparison between angles rather than a forecast for your roof. Running the same tool with your own coordinates, roof pitch and orientation takes a couple of minutes and gives a far more relevant baseline.
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