The Experts below are selected from a list of 231 Experts worldwide ranked by ideXlab platform
Makoto Ue - One of the best experts on this subject based on the ideXlab platform.
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ionic radius of cf 3 so 2 3 c and applicability of Stokes Law to its propylene carbonate solution
Journal of The Electrochemical Society, 1996Co-Authors: Makoto UeAbstract:The ionic radius of (CF 3 SO 2 ) 3 C - was calculated to be 0.375 nm from its van der Waals volume, which was obtained by molecular mechanics calculations with the aid of its crystallogaphic data. This radius was correlated with its single ion limiting molar conductivity in propylene carbonate at 25°C, and it was proven that this anion also nearly follows the behavior of perfect slip in Stokes Law, as is observed for other popular anions for lithium battery applications
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ionic radius of cf sub 3 so sub 2 sub 3 c sup minus and applicability of Stokes Law to its propylene carbonate solution
Journal of The Electrochemical Society, 1996Co-Authors: Makoto UeAbstract:The ionic radius of (Cf{sub 3}SO{sub 2}){sub 3}C{+-}{sup {minus}} was calculated to be 0.375 nm from its van der Waals volume, which was obtained by molecular mechanics calculations with the aid of its crystallographic data. This radius was correlated with its single ion limiting molar conductivity in propylene carbonate at 25 C, and it was proven that this anion also nearly followed the behavior of perfect slip in Stokes Law, as is observed for other popular anions for lithium battery applications.
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Ionic radius of (CF{sub 3}SO{sub 2}){sub 3}C{sup {minus}} and applicability of Stokes Law to its propylene carbonate solution
Journal of The Electrochemical Society, 1996Co-Authors: Makoto UeAbstract:The ionic radius of (Cf{sub 3}SO{sub 2}){sub 3}C{+-}{sup {minus}} was calculated to be 0.375 nm from its van der Waals volume, which was obtained by molecular mechanics calculations with the aid of its crystallographic data. This radius was correlated with its single ion limiting molar conductivity in propylene carbonate at 25 C, and it was proven that this anion also nearly followed the behavior of perfect slip in Stokes Law, as is observed for other popular anions for lithium battery applications.
V A Starenchenko - One of the best experts on this subject based on the ideXlab platform.
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cottrell Stokes Law for ni3ge single crystals with different orientations of the axis of deformation
Bulletin of The Russian Academy of Sciences: Physics, 2018Co-Authors: Yu V Soloveva, S V Starenchenko, A N Solovev, V A StarenchenkoAbstract:The dependence of stress jump on applied stress is studied in experiments on varying the temperature during the plastic deformation of single crystals of Ni3Ge alloy with orientations [0 0 1], [ $$\bar 1$$ 3 9 ], and [ $$\bar 2$$ 3 4] of the axis of deformation. It is found that the dependence of stress jump on applied stress is linear and similar to the one observed in pure metals (the Cottrell–Stokes Law). Results obtained for single crystals with different orientations of the axis of deformation are compared.
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cottrell Stokes Law for ni3ge intermetallic single crystals with the overline 2 3 4 compression axis
Russian Physics Journal, 2015Co-Authors: Yu V Soloveva, S V Starenchenko, A N Solovev, M V Gettinger, V A StarenchenkoAbstract:In an experiment on the temperature variation during plastic deformation of Ni3Ge alloy single crystals with the [ $$ \overline{2} $$ 3 4] orientation of the deformation axis, a dependence of the stress jump on the applied stress is investigated. It is elucidated that under conditions of cubic slip, the dependence is linear and is similar to that observed for pure metals (the Cottrell−Stokes Law). The anomalous temperature dependence of the flow stress during cubic slip is confirmed in experiments on the variation of the deformation temperature.
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Cottrell−Stokes Law for Ni3Ge Intermetallic Single Crystals with the [$$ \overline{2} $$ 3 4] Compression Axis
Russian Physics Journal, 2015Co-Authors: Yu. V. Solov’eva, S V Starenchenko, M V Gettinger, A. N. Solov’ev, V A StarenchenkoAbstract:In an experiment on the temperature variation during plastic deformation of Ni3Ge alloy single crystals with the [ $$ \overline{2} $$ 3 4] orientation of the deformation axis, a dependence of the stress jump on the applied stress is investigated. It is elucidated that under conditions of cubic slip, the dependence is linear and is similar to that observed for pure metals (the Cottrell−Stokes Law). The anomalous temperature dependence of the flow stress during cubic slip is confirmed in experiments on the variation of the deformation temperature.
Stanley I Dodson - One of the best experts on this subject based on the ideXlab platform.
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free swimming daphnia pulex can avoid following Stokes Law
Limnology and Oceanography, 1996Co-Authors: Patrick R Gorski, Stanley I DodsonAbstract:The swimming behavior of Daphnia pulex was compared between two temperatures (5 and 25°C), with two acclimation protocols, using three-dimensional video techniques. Our hypotheses, based on Stokes' Law and metabolic considerations, predicted large changes in swimming behavior. However, free-swimming individuals did not follow Stokes' Law. They sank slower than predicted, having increased their sinking rate by ∼23% from 5 to 25°C. Anesthetized Daphnia followed Stokes' Law, showing an increase in sinking rate of 70% over the temperature range. The Q 10 values of all swimming behaviors were between 0.91 and 1.11 (which are significantly less than Q 10 values for metabolic rates) and were nearly uniform over a 20°C range. Our results also indicate that acclimation to different temperatures for 1 h is sufficient to minimize acclimation effects.
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Free‐swimming Daphnia pulex can avoid following Stokes' Law
Limnology and Oceanography, 1996Co-Authors: Patrick R Gorski, Stanley I DodsonAbstract:The swimming behavior of Daphnia pulex was compared between two temperatures (5 and 25°C), with two acclimation protocols, using three-dimensional video techniques. Our hypotheses, based on Stokes' Law and metabolic considerations, predicted large changes in swimming behavior. However, free-swimming individuals did not follow Stokes' Law. They sank slower than predicted, having increased their sinking rate by ∼23% from 5 to 25°C. Anesthetized Daphnia followed Stokes' Law, showing an increase in sinking rate of 70% over the temperature range. The Q 10 values of all swimming behaviors were between 0.91 and 1.11 (which are significantly less than Q 10 values for metabolic rates) and were nearly uniform over a 20°C range. Our results also indicate that acclimation to different temperatures for 1 h is sufficient to minimize acclimation effects.
Patrick R Gorski - One of the best experts on this subject based on the ideXlab platform.
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free swimming daphnia pulex can avoid following Stokes Law
Limnology and Oceanography, 1996Co-Authors: Patrick R Gorski, Stanley I DodsonAbstract:The swimming behavior of Daphnia pulex was compared between two temperatures (5 and 25°C), with two acclimation protocols, using three-dimensional video techniques. Our hypotheses, based on Stokes' Law and metabolic considerations, predicted large changes in swimming behavior. However, free-swimming individuals did not follow Stokes' Law. They sank slower than predicted, having increased their sinking rate by ∼23% from 5 to 25°C. Anesthetized Daphnia followed Stokes' Law, showing an increase in sinking rate of 70% over the temperature range. The Q 10 values of all swimming behaviors were between 0.91 and 1.11 (which are significantly less than Q 10 values for metabolic rates) and were nearly uniform over a 20°C range. Our results also indicate that acclimation to different temperatures for 1 h is sufficient to minimize acclimation effects.
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Free‐swimming Daphnia pulex can avoid following Stokes' Law
Limnology and Oceanography, 1996Co-Authors: Patrick R Gorski, Stanley I DodsonAbstract:The swimming behavior of Daphnia pulex was compared between two temperatures (5 and 25°C), with two acclimation protocols, using three-dimensional video techniques. Our hypotheses, based on Stokes' Law and metabolic considerations, predicted large changes in swimming behavior. However, free-swimming individuals did not follow Stokes' Law. They sank slower than predicted, having increased their sinking rate by ∼23% from 5 to 25°C. Anesthetized Daphnia followed Stokes' Law, showing an increase in sinking rate of 70% over the temperature range. The Q 10 values of all swimming behaviors were between 0.91 and 1.11 (which are significantly less than Q 10 values for metabolic rates) and were nearly uniform over a 20°C range. Our results also indicate that acclimation to different temperatures for 1 h is sufficient to minimize acclimation effects.
G Ziskind - One of the best experts on this subject based on the ideXlab platform.
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experimental validation of the Stokes Law at nonisothermal conditions
Physics of Fluids, 2002Co-Authors: Ezra Barziv, Bin Zhao, Elaad Mograbi, David Katoshevski, G ZiskindAbstract:Novel experimental results on the hydrodynamic forces acting on a small heated particle at low Reynolds and Grashof numbers are presented. The temperature difference between the particle and the ambient causes free convection flow around the particle. As a result, the drag force exerted on the particle by forced flow deviates significantly from the Stokes Law. This deviation is represented quantitatively for three basic directions of forced flow, namely assisting, opposing, and crossing with respect to free convection flow. Validity of the Stokes formula at mixed-convection creeping flow conditions is discussed.