Abstract
The behavior of an elastic capsule by an optical force in a uniform flow is examined by using the penalty immersed boundary method. The elastic capsule is subjected to the laser beam with Gaussian distribution in the perpendicular direction to the fluid flow. The elastic capsule migrated by the optical force along the direction of the laser beam propagation, and the migration distance is dependent on its properties. The oblate capsule with b/a = 0.5 obeying the neo-Hookean constitutive law is first considered, and the effects of the surface Young's modulus and the initial inclination angle on the migration distance are studied. The migration distance of the oblate capsule is increased as the surface Young's modulus increases, and the non-inclined oblate capsule is more migrated than the differently inclined capsules. Then the spherical, oblate, and biconcave capsules obeying the Skalak constitutive law are considered. A comparison of the trajectories of the capsules indicates that the migration of the spherical capsule is the largest. Unlike the oblate capsule, the non-inclined biconcave capsule is less migrated than other inclination angles due to its initial shape.
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