16 research outputs found

    Lift and thrust generation by a butterfly-like flapping wing-body model: immersed boundary-lattice Boltzmann simulations

    Get PDF
    The flapping flight of tiny insects such as flies or larger insects such as butterflies is of fundamental interest not only in biology itself but also in its practical use for the development of micro air vehicles (MAVs). It is known that a butterfly flaps downward for generating the lift force and backward for generating the thrust force. In this study, we consider a simple butterfly-like flapping wing body model in which the body is a thin rod and the rectangular rigid wings flap in a simple motion. We investigate lift and thrust generation of the model by using the immersed boundary lattice Boltzmann method. First, we compute the lift and thrust forces when the body of the model is fixed for Reynolds numbers in the range of 50-1000. In addition, we estimate the supportable mass for each Reynolds number from the computed lift force. Second, we simulate free flights when the body can only move translationally. It is found that the expected supportable mass can be supported even in the free flight except when the mass of the body relative to the mass of the fluid is too small, and the wing body model with the mass of actual insects can go upward against the gravity. Finally, we simulate free flights when the body can move translationally and rotationally. It is found that the body has a large pitch motion and consequently gets off-balance. Then, we discuss a way to control the pitching angle by flexing the body of the wing body model.ArticleJOURNAL OF FLUID MECHANICS. 767:659-695 (2015)journal articl

    Numerical study of discrete‐velocity gases

    Full text link

    Numerical Simulations of Binary Droplet Collision Dynamics with the Size Ratio of 0.5 by the Two-Phase LBM

    No full text

    Lattice Boltzmann simulation of the dispersion of aggregated Brownian particles in shear flows(Poster session 2, New Frontiers in Colloidal Physics : A Bridge between Micro- and Macroscopic Concepts in Soft Matter)

    Get PDF
    この論文は国立情報学研究所の電子図書館事業により電子化されました。せん断流れ場における微粒子凝集体の分散挙動を二相系格子ボルツマン法を応用した新しい微粒子分散系シミュレーション法を用いて調べた.粒子に作用する力としてファン・デル・ワールス粒子間引力とブラウン揺動力を考慮し,粒子に作用する流体抗力と粒子間凝集力の比,I,粒子の直径とデバイ長の比,s,流体抗力とブラウン揺動力の相対的な影響力を表すペクレ数,Pe,についてそれらのパラメータの凝集体の分散挙動への影響を調べた
    corecore