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CHANGES OF TYPHOON INTENSITY AND ITS POSSIBLE INFLUENCING FACTORS IN AN f-PLANE BAROTROPIC QUASIGEOSTROPHIC MODEL

CHANGES OF TYPHOON INTENSITY AND ITS POSSIBLE INFLUENCING FACTORS IN AN f-PLANE BAROTROPIC QUASIGEOSTROPHIC MODEL
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摘要 By using an f-plane barotropic quasigeostrophic model with the grid-spacing being 5 km,21 experiments whose integration time is 36 h are performed in this paper in order to investigate interactions between a typhoon vortex and its adjacent mesoscale vortices.Results show that whether the interaction leads to the intensification of the typhoon vortex depends on two kinds of factors:one is the value of the maximum wind speed of the typhoon vortex and the intensity of the shearing of circular basic flow:and the other is the condition of mesoscale vortices in the shearing basic flow,such as the spatial distribution,scale,intensity and structure of mesoscale vortices. There is the nonlinear relation between typhoon intensity and the scale and intensity of initial mesoscale vortices. By using an f-plane barotropic quasigeostrophic model with the grid-spacing being 5 km,21 experiments whose integration time is 36 h are performed in this paper in order to investigate interactions between a typhoon vortex and its adjacent mesoscale vortices.Results show that whether the interaction leads to the intensification of the typhoon vortex depends on two kinds of factors:one is the value of the maximum wind speed of the typhoon vortex and the intensity of the shearing of circular basic flow:and the other is the condition of mesoscale vortices in the shearing basic flow,such as the spatial distribution,scale,intensity and structure of mesoscale vortices. There is the nonlinear relation between typhoon intensity and the scale and intensity of initial mesoscale vortices.
作者 罗哲贤
出处 《Acta meteorologica Sinica》 SCIE 2004年第1期73-86,共14页
基金 supported by the National Natural Science Foundation of China under grant No.40333028 and No.40175019
关键词 TYPHOON VORTEX intensity change nonlinear interaction typhoon vortex intensity change nonlinear interaction
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