Abstract
管路内の液体が下端のノズルから流出する際の管路内における界面先端の前進速度をSMAC法などの数値計算より求めた.その結果先端より後方への残留液量は,ノズルの絞り比が大きい加速過程では界面先端速度にほとんど関与せず,絞り比の小さい等速過程ではノズルの損失係数により流れが決められるため関与することを示すとともに,前報で示した一次元平均流下モデルの成立条件を示した.また液の残留率について数値式を得た.
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