| THE HEATING FIELD IN AN ASYMMETRIC HURRICANE PART II:RESULTS OF COMPUTATIONS |
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| 作者姓名： | T.N.Krishnamurti 盛剑 |
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| 作者单位： | Department of Meteorology Florida State Universjty U.S.A.，Department of Meteorology Florida State Universjty U.S.A. |
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| 基金项目： | The research reported here was Supported by the National Science Foundation NSF grant No.ATM 83040809 |
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| 摘 要： | This is the second part of a paper on the distribution of heating fields in a hurricane. The first part dealt with the mathematical framework. The second part, i. e. the present paper deals with numerical calculations for an actual hurricane.The following sequence of calculations has been performed after the analysis and tabulation of an initial field of the tangential velocity V (r, θ, p): (1) the radial equation of motion is used to determine the geopotential heights; (2) the hydrostatic equation is used to determine the temperature field; (3) the tangential equation and the mass continuity equation are combined to obtain an omega equation whose solution determines the vertical velocity; (4) the radial velocity is next determined from the mass continuity equation; and (5) the heating function is finally determined from the first law of thermodynamics.The results of this study show an asymmetric banded structure (eye wall and rainband) of the vertical motion field as well as the heating field; these s
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