日本地球惑星科学連合2024年大会

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セッション記号 M (領域外・複数領域) » M-IS ジョイント

[M-IS21] 地球流体力学:地球惑星現象への分野横断的アプローチ

2024年5月29日(水) 10:45 〜 12:00 106 (幕張メッセ国際会議場)

コンビーナ:伊賀 啓太(東京大学大気海洋研究所)、吉田 茂生(九州大学大学院理学研究院地球惑星科学部門)、柳澤 孝寿(国立研究開発法人海洋研究開発機構 海域地震火山部門)、相木 秀則(名古屋大学)、座長:伊賀 啓太(東京大学大気海洋研究所)

11:00 〜 11:15

[MIS21-02] Rheology of bubble suspensions in unsteady shear flows

*大家 広平1田坂 裕司1、村井 祐一1 (1.北海道大学)

キーワード:レオロジー、粘弾性、気泡懸濁液、マグマ

Bubbly flows are ubiquitous in industry and nature. The dispersed bubbles change the original rheological properties and modify, for example, the eruption pattern of volcanoes. In this study, the viscoelasticity of a dilute bubble suspension is elucidated based on the constitutive equation proposed by Frankel and Acrivos. Nondimentionalization of the equation reveals that the bubble suspension rheology is systematized by three parameters, volume fraction, capillary number Ca, and dynamic capillary number Cd. The non-dimensional parameters Ca and Cd indicate the deformability of the suspended bubble in a Newtonian medium and the unsteadiness of the bubble deformation. The relative viscosity and phase of viscoelasticity were comprehensively investigated according to the volume fraction, Ca, and Cd. It was revealed that the viscosity increase or decrease depends on whether Ca or Cd exceeds a common critical value, 0.65. It also turned out that the phase of viscoelasticity takes the minimum value at Ca << 1 and Cd = O(1). This means that the bubble suspension has the most prominent viscoelasticity when the time scale of the shear deformation is as same as the relaxation time of the suspended bubble and when the bubbles keep in a spherical shape.