Radar Recollections - A Bournemouth University / CHiDE / HLF project

 
 
 

After the Daventry Demonstration

The Tizard Committee was wholly convinced that Watson Watt's ideas were worthy of support. & £10,000 (well over £ 1 M today) was quickly released for serious research work to begin.
Within 10 weeks (13th May 1935), four scientists including A.F.Wilkins (who had set up the Daventry demonstration), E.G. (Taffy) Bowen (later to be a key player in the development of airborne interception [AI]), Bainbridge-Bell and Watson Watt (as Superintendent) were transferred to Orford Ness, islet off the Suffolk coast. This is a bleak and unforgiving spot but ideal for beaming out over the North Sea with no physical hindrance whatsoever. It was from here that Watson Watt's 'Chain Home' network was planned and it was here that the first functional 'R.D.F' [Radio Direction Finding] system was constructed.

By late June the team had constructed a transmitter and receiver that could detect a flying boat at 17 miles. Within 2 months of commencement, it was possible to achieve a detection range of 40 miles over the sea. The RAF were asking for a detection range of 100 miles. Already the early warning time had been extended from 2-4 minutes to nearly 11 minutes and the work had hardly begun!

Watson Watt was beginning to formulate a new idea that could give defensive cover to the whole coast of Britain.

Note that the term 'RADAR' had yet to be coined and was in fact an American term introduced at the beginning of the war.

Some of the technical parameters of those preliminary systems:

Wavelengths employed 50 Metres, 26 Metres and 13 Metres
Pulsed transmitter output: Power 100kW
Pulsed transmitter output: Time interval 20 microseconds
Detection range 17 - 40 miles
Transmitter output water cooled silica envelope triode valves
Masts 6 x 75ft wooden lattice, 2 for transmission, 4 for receiving
To determine the direction of aircraft (source) crossed dipoles in the horizontal plane
To determine the height of aircraft crossed dipoles in the vertical plane

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