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Static shear stress of electrorheological fluids
Physical Review E, 1993We have calculated the static shear stress of an induced electrorheological solid for a single-chain structure, double-chain structure, triple-chain structure, and body-centered tetragonal (bct) lattice. When the shear strain is small, all of these four structures prefer slanted configurations which will come back to the original configurations if the ...
, Gulley, , Tao
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1987
Large, curved and quiescent fluid interfaces can only be realized under microgravity conditions. This enables one to investigate macroscopic, partly contained fluids having high sensitivity to weak forces. Capillary equilibrium and stability, wetting, convection driven by interfacial tension gradients, the influence of centrifugal, electric and ...
I. Martinez, J. M. Haynes, D. Langbein
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Large, curved and quiescent fluid interfaces can only be realized under microgravity conditions. This enables one to investigate macroscopic, partly contained fluids having high sensitivity to weak forces. Capillary equilibrium and stability, wetting, convection driven by interfacial tension gradients, the influence of centrifugal, electric and ...
I. Martinez, J. M. Haynes, D. Langbein
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Fluid Statics And Fluid Dynamics
1992Abstract As noted in Chapter 1, many metallurgical operations require fluid to be transferred from one location to another. Often the simultaneous transport of heat or mass as a result of such fluid convection processes can be of prime significance.
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1979
In a static fluid system there is no relative motion between fluid particles hence there are no shear surface forces. The only forces present are normal surface forces due to pressure and body forces due to gravity. The relationships obtained for a static fluid also apply to a system moving with constant velocity because there are no additional forces ...
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In a static fluid system there is no relative motion between fluid particles hence there are no shear surface forces. The only forces present are normal surface forces due to pressure and body forces due to gravity. The relationships obtained for a static fluid also apply to a system moving with constant velocity because there are no additional forces ...
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2015
We begin this chapter with a discussion on hydrostatic (Sect. 2.1), presenting a few applications (Sect. 2.2). Then, in Sects. 2.3–2.5, a few interfacial effects in fluids are described, first by defining surface tension, and then by showing a few examples of capillary hydrostatics, such as the Young-Laplace theory and the contact angle.
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We begin this chapter with a discussion on hydrostatic (Sect. 2.1), presenting a few applications (Sect. 2.2). Then, in Sects. 2.3–2.5, a few interfacial effects in fluids are described, first by defining surface tension, and then by showing a few examples of capillary hydrostatics, such as the Young-Laplace theory and the contact angle.
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