M
Mika Kawai
Researcher at Yamagata University
Publications - 6
Citations - 224
Mika Kawai is an academic researcher from Yamagata University. The author has contributed to research in topics: Magnetic field & Magnetic nanoparticles. The author has an hindex of 4, co-authored 6 publications receiving 193 citations.
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Magnetically Tunable Elasticity for Magnetic Hydrogels Consisting of Carrageenan and Carbonyl Iron Particles
TL;DR: The evidence that the magnetic particles embedded in the gel were aligned in the direction of magnetic fields, accompanied by stretching of the gel network concludes that the giant magnetoelastic phenomenon originates from the chain structure consisting of magnetic particles similar to magnetic fluids.
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Magnetism and viscoelasticity of magnetic elastomers with wide range modulation of dynamic modulus
TL;DR: In this paper, the magnetic properties of polyurethane and carbonyl iron elastomers were investigated and it was shown that the magnetic particles are randomly dispersed in the elastomer.
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Enhancement of magnetoelastic behavior of bimodal magnetic elastomers by stress transfer via nonmagnetic particles
TL;DR: In this paper, the magnetoelastic behavior of bimodal magnetic elastomers consisting of magnetic particles, carbonyl iron, and nonmagnetic particles, zinc oxide, has been investigated by dynamic viscoelastic measurements.
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Ionic state and chain conformation for aqueous solutions of supergiant cyanobacterial polysaccharide.
TL;DR: The electric conductivity, dielectric relaxation behavior, and viscosity for the aqueous solution of cyanobacterial megamolecules, named sacran, and the fact that sacran has two types of counterions with different counterion-polyion interaction, i.e., strongly bound and loosely bound counterions are investigated.
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Frequency spectra of vibration transmissibility for magnetic elastomers with various plasticizer contents
TL;DR: In this article, the effect of plasticizer content on the vibration absorbing properties for polyurethane elastomers was investigated, and the linear relation between the natural frequency and (G'/m)1/2 revealed that the observed vibration can be basically described by a simple harmonic oscillation.