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Comparing the theoretical versions of the Beaufort scale, the T-Scale and the Fujita scale
Authors:G Terence Meaden  S Kochev  L Kolendowicz  A Kosa-Kiss  Izolda Marcinoniene  Michalis Sioutas  Heino Tooming  John Tyrrell
Affiliation:1. TORRO HQ, Tornado and Storm Research Organisation, Oxford Brookes University, Oxford, OX3 0BP, UK;2. TORRO Bulgaria, National Institute of Meteorology, 1784 Sofia, Bulgaria;3. TORRO Poland, Adam Mickiewicz University, Institute of Physical Geography, Poznań, Poland;4. TORRO Romania–Hungary, Str. I.C. Bratianu 3, 415500 Salonta, Romania;5. TORRO Lithuania, Lithuanian Hydrometeorological Service, 09300 Rudnios 6, Vilnius, Lithuania;6. TORRO Greece, ELGA–Meteorological Applications Center, 55103 Thessaloniki, Greece;7. TORRO Estonia, Estonian Meteorological Institute, 10143 Rävala 8, Tallinn, Estonia;8. TORRO Ireland, Department of Geography, National University of Ireland, Cork, Ireland
Abstract:2005 is the bicentenary of the Beaufort Scale and its wind-speed codes: the marine version in 1805 and the land version later. In the 1920s when anemometers had come into general use, the Beaufort Scale was quantified by a formula based on experiment. In the early 1970s two tornado wind-speed scales were proposed: (1) an International T-Scale based on the Beaufort Scale; and (2) Fujita's damage scale developed for North America. The International Beaufort Scale and the T-Scale share a common root in having an integral theoretical relationship with an established scientific basis, whereas Fujita's Scale introduces criteria that make its intensities non-integral with Beaufort. Forces on the T-Scale, where T stands for Tornado force, span the range 0 to 10 which is highly useful world wide. The shorter range of Fujita's Scale (0 to 5) is acceptable for American use but less convenient elsewhere. To illustrate the simplicity of the decimal T-Scale, mean hurricane wind speed of Beaufort 12 is T2 on the T-Scale but F1.121 on the F-Scale; while a tornado wind speed of T9 (= B26) becomes F4.761. However, the three wind scales can be uni-fied by either making F-Scale numbers exactly half the magnitude of T-Scale numbers i.e. F′half = T / 2 = (B / 4) − 4] or by doubling the numbers of this revised version to give integral equivalence with the T-Scale. The result is a decimal formula F′double = T = (B / 2) − 4 named the TF-Scale where TF stands for Tornado Force. This harmonious 10-digit scale has all the criteria needed for world-wide practical effectiveness.
Keywords:Tornadoes  Intensities  Wind  Wind-speed scales  Beaufort Scale
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