|
1. |
The Influence of an Electric Field on the Viscosity of Aeolotropic Liquids |
|
Journal of Applied Physics,
Volume 6,
Issue 8,
1935,
Page 257-264
Yngve Bjo¨rnsta˚hl,
Preview
|
PDF (426KB)
|
|
摘要:
The viscosity of aeolotropic liquids between two plates has been found to increase when an electric field, steady or alternating, is applied perpendicularly to the plates; this effect is probably due to real or apparent orientation of the axis of the swarms parallel to the electric field. A change of electrical conductivity under shearing stress has also been found. Ordinary isotropic insulating liquids show some apparent decrease in viscosity with a steady field, but this is probably due to electrolysis.
ISSN:0021-8979
DOI:10.1063/1.1745328
出版商:AIP
年代:1935
数据来源: AIP
|
2. |
The Motion of a Viscous Fluid Under a Surface Load |
|
Journal of Applied Physics,
Volume 6,
Issue 8,
1935,
Page 265-269
N. A. Haskell,
Preview
|
PDF (277KB)
|
|
摘要:
A formal solution is given for the motion of a highly viscous fluid when a symmetrical pressure is applied at the surface. This is applied to the subsidence of a cylindrical body of constant thickness and to the recovery of the fluid after removal of a load. Applying the latter case to the plastic recoil of the earth after the disappearance of the Pleistocene ice sheets, it is found that the geological data imply a kinematic viscosity of the order of 3×1021c.g.s. units.
ISSN:0021-8979
DOI:10.1063/1.1745329
出版商:AIP
年代:1935
数据来源: AIP
|
3. |
A Note on Viscosity as a Function of Volume and Temperature of Oils |
|
Journal of Applied Physics,
Volume 6,
Issue 8,
1935,
Page 270-272
R. B. Dow,
Preview
|
PDF (168KB)
|
|
摘要:
The viscosity‐volume data of Kleinschmidt and Dow have been examined at various pressures and temperatures for lard, sperm and Pennsylvania medium oil. The viscosity‐volume isotherms at 25°, 40° and 75°C are not identical for any of the oils studied, indicating that viscosity cannot be a function of the specific volume alone. The viscosity‐volume curve for lard oil at 25° departs from the one at 75° by an amount sufficient to change the viscosity by a factor of 2.3 at a volume of 0.99, and by a factor of 3.2 at a volume of 0.93. Similar curves for Pennsylvania medium oil at the same temperatures are even more relatively displaced; the discrepancy in viscosity varies from a factor of 3.8 at a volume of 0.99 to 7.6 at 0.94. The three oils do not obey Batschinski's equation at atmospheric and higher pressures up to 4000 kg/cm2.
ISSN:0021-8979
DOI:10.1063/1.1745330
出版商:AIP
年代:1935
数据来源: AIP
|
4. |
Velocity‐Gradient Methods in Rheology |
|
Journal of Applied Physics,
Volume 6,
Issue 8,
1935,
Page 273-277
E. G. Richardson,
Preview
|
PDF (313KB)
|
|
摘要:
Since in a colloidal or quasi‐plastic material, the viscosity is a function of the rate of shear, it seems best to determine the velocity‐gradient across a section perpendicular to the direction of flow under shearing forces, and to determine the coefficient of viscosity under a given velocity gradient. An account is given of the experimental methods at present available for this purpose, and a method indicated by which the viscosity may be calculated from such measurements. The viscometers described comprise instruments based on the optical, electromagnetic, hot‐wire and colorband principles, respectively.
ISSN:0021-8979
DOI:10.1063/1.1745331
出版商:AIP
年代:1935
数据来源: AIP
|
|