大気大循環の変動と異常気象(III)

Daily behaviours of the quasi-stationary part and travelling one of the ultra-long waves areanalyzed at 300 mb in the latitudinal zone from 300 N to 850 N for period of February-March 1968, in which a significant blocking action occurs in the North Atlantic. Remarkable amplificationof the quasi-stat...

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Bibliographic Details
Main Authors: 山元, 龍三郎, 岩嶋, 樹也, 星合, 誠
Other Authors: YAMAMOTO, Ryozaburo, IWASHIMA, Tatsuya, HOSHIAI, Makoto
Format: Report
Language:Japanese
Published: 京都大学防災研究所 1973
Subjects:
Online Access:http://hdl.handle.net/2433/69879
Description
Summary:Daily behaviours of the quasi-stationary part and travelling one of the ultra-long waves areanalyzed at 300 mb in the latitudinal zone from 300 N to 850 N for period of February-March 1968, in which a significant blocking action occurs in the North Atlantic. Remarkable amplificationof the quasi-stationary waves of wavenumbers 1 and 4, the phases of which agree approximatelywith the location of the blocking high, is noticed during the period of the blocking action. Cor-responding to this amplification, the amplitudes of travelling waves of wavenumbers 1 and 3 and ofthe quasi-stationary waves of wavenuinbers 2 and 3 decrease. This fact suggests that exchange ofthe energy may take place between travelling wave and quasi-stationary one of each wavenumber. Daily behaviours of the quasi-stationary part and travelling one of the ultra-long waves areanalyzed at 300 mb in the latitudinal zone from 300 N to 850 N for period of February-March 1968,in which a significant blocking action occurs in the North Atlantic. Remarkable amplificationof the quasi-stationary waves of wavenumbers 1 and 4, the phases of which agree approximatelywith the location of the blocking high, is noticed during the period of the blocking action. Cor-responding to this amplification, the amplitudes of travelling waves of wavenumbers 1 and 3 and ofthe quasi-stationary waves of wavenuinbers 2 and 3 decrease. This fact suggests that exchange ofthe energy may take place between travelling wave and quasi-stationary one of each wavenumber.