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- W420070963 abstract "A theoretical investigation has been made of the deformation of an elastic prolate spheroidal particle in Poiseuille flow by taking the deformation velocity into account. Although the elongational deformation is also considered, the leading deformation is the bending due to the buckling under the present condition in which the short-/long-axis ratio of the particle is considerablly small.It is well known that deformation due to the buckling is unstable. However, as long as the particle exists in the viscous fluid, the deflection can be determined as a function of time or of Eulerian angles. This is because resistant force is produced against buckling by the deformation velocity of the particle.In this treatment, the deflection, which is here represented in terms of curvature, is given as a special case in which the particle is much shorter than the tube radius, since otherwise the numerical method of integration must be used to solve the differential equations.The results obtained, however, are not capable of theoretcal interpretation of the radial migration, which occurrs from the wall toward the tube axis." @default.
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- W420070963 date "1971-01-01" @default.
- W420070963 modified "2023-09-27" @default.
- W420070963 title "Radial Migration of a Rod-Like Particle Deformed to a Circular Arc in Poiseuille Flow (II)" @default.
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- W420070963 doi "https://doi.org/10.2472/jsms.20.646" @default.
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