Schematic illustration showing advection of vorticity in the Northern Hemisphere. The red (blue) region is where there is positive (negative) vorticity advection.

Beta drift refers to the southwestward motion in the Southern Hemisphere and the northwestward motion in the Northern Hemisphere of a tropical cyclone caused by the variation in the Coriolis parameter. Also referred to as beta gyres or the beta effect. The drift results in a propagation speed of about 1–2 meters per second (3.6–7.2 kilometers per hour, 2.2–4.4 miles per hour, 2–4 knots).[1]

For a mesoscale system like a tropical cyclone, there is a significant difference between the value of the Coriolis parameter at the northern edge and the southern edge. As a result of the circulation of winds around the storm, the relative vorticity is changed because the absolute vorticity is advected around the storm.[2]


[3] [4] [5] [6] [7] [8] [9] [10] [11]

References

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  1. ^ Todd S. Glickman, ed. (June 2000). "Beta drift". AMS Glossary Second Edition. Retrieved 08 July 2010. {{cite web}}: Check date values in: |accessdate= (help)
  2. ^ The COMET Program (2010). "Tropical Cyclone Motion". Introduction to Tropical Meteorology 1st Edition. University Corporation for Atmospheric Research. Retrieved 08 July 2010. {{cite web}}: Check date values in: |accessdate= (help) Requires free registration.
  3. ^ The COMET Program (2010). "The "β-Effect"". Introduction to Tropical Meteorology 1st Edition. University Corporation for Atmospheric Research. Retrieved 08 July 2010. {{cite web}}: Check date values in: |accessdate= (help)
  4. ^ The COMET Program (2010). "Environmental "β" Effects". Introduction to Tropical Meteorology 1st Edition. University Corporation for Atmospheric Research. Retrieved 08 July 2010. {{cite web}}: Check date values in: |accessdate= (help)
  5. ^ Chan, Johnny C. L.; Williams, R. T. (1987). "Analytical and Numerical Studies of the Beta-Effect in Tropical Cyclone Motion. Part I: Zero Mean Flow". Journal of the Atmospheric Sciences. 44 (9): 1257–1265.
  6. ^ Smith, Ronald B. (1993). "A Hurricane Beta-Drift Law". Journal of the Atmospheric Sciences. 50 (18): 3213–3215.
  7. ^ Liang, Xudong; Chan, Johnny C. L. (2005). "The Effects of the Full Coriolis Force on the Structure and Motion of a Tropical Cyclone. Part I: Effects due to Vertical Motion". Journal of the Atmospheric Sciences. 62 (10): 3825–3830.
  8. ^ Li, Xiaofan; Wang, Bin (1994). "Barotropic Dynamics of the Beta Gyres and Beta Drift". Journal of the Atmospheric Sciences. 51 (5): 746–756. doi:10.1175/1520-0469(1994)051<0746:BDOTBG>2.0.CO;2.
  9. ^ Wang, Yuqing; Holland, Greg J. "The Beta Drift of Baroclinic Vortices. Part II: Diabatic Vortices". Journal of the Atmospheric Sciences. 53 (24): 3737–3756. {{cite journal}}: Unknown parameter |years= ignored (help)
  10. ^ Sutyrin, Georgi (2001). "Effects of topography on the beta-drift of a baroclinic vortex". Journal of Marine Research. 59: 977–989. doi:10.1357/00222400160497733.
  11. ^ Ritchie, Elizabeth A.; Frank, William M. (2007). "Interactions between Simulated Tropical Cyclones and an Environment with a Variable Coriolis Parameter". Monthly Weather Review. 135 (5): 1889–1905. doi:10.1175/MWR3359.1.