Daily sunshine hours observed on 24th February 1934 at 03xxx stations (81 reports).
Date (00Z D to 24Z D)
-1 day
+1 day
Plot hours Plot % of theoretical max
UK only UK & ROI
Highest 10
Gorleston (4 m, CS)7.9 hours
Tiree (9 m, CS)5.3 hours
Scilly: St Marys (51 m, CS)5.1 hours
Stornoway Airport (15 m, CS)4.9 hours
Sutton Bonington (43 m, CS)4.2 hours
Bidston (60 m, CS)4.2 hours
Sheffield (131 m, CS)3.2 hours
Marchmont (152 m, CS)2.9 hours
Cranwell (63 m, CS)2.7 hours
Newport (salop) (66 m, CS)2.7 hours

Lowest 10
Bude (15 m, CS)0.0 hours
Sidmouth (10 m, CS)0.0 hours
Torquay, Abbey Park (15 m, CS)0.0 hours
Plymouth, Mountbatten (50 m, CS)0.0 hours
Cardiff (62 m, CS)0.0 hours
Haverfordwest (41 m, CS)0.0 hours
Dumfries (49 m, CS)0.0 hours
Southampton, East Park (20 m, CS)0.0 hours
Bournemouth (40 m, CS)0.0 hours
Hastings (45 m, CS)0.0 hours

Average Sun = 1.2 hours

*MIDAS UK data available from 1887
*SYNOP data available from 2000
*Background satellite imagery from 25/02/2000

Data courtesy of MetOffice and OGIMET
OpenMIDAS Data - Met Office (2021): MIDAS Open: UK daily temperature data, v202107. NERC EDS Centre for Environmental Data Analysis, 08 September 2021.


Methods for measuring sunshine have changed over time, older records and some climate sites today will use a Campbell-Stokes sunshine recorder, whereas nowadays the majority of measurements will be taken using a pyrheliometer and threshold of 120 W/m^2 for sunshine. The instrumentation used is indicated by the letters in the table - WMO means a pyrheliometer was used, CS means a Campbell-Stokes recorder was used, and S means that the value was extracted from the SYNOP report (most likely to be a pyrheliometer measurement but not for certain). Clicking on an icon in the map will display a popup which also contains this information.

It is possible to convert the newer pyrheliometer measurements to a Campbell-Stokes equivalent for a fairer comparison across time, which is done for climatological purposes, and is a function which I may add to this page at some point.



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