Javascript must be enabled to continue!
Representation of capillary phenomena from the physical model of unpacking a liquid
View through CrossRef
Based on the physical model of «unpacking» a fluid, published in 1983 to explain the physical nature of surface tension, an explanation of capillary phenomena was proposed. The unified physical nature of the condensation process and the processes in the capillaries expressed in terms of the surface tension of the liquid is proved. To prove the applicability of the «unpacking» model for capillary phenomena, an empirical Borelli-Jurin formula for determining the height of fluid lifting in capillaries was theoretically derived depending on the magnitude of the surface tension. The assumptions under which the formula is obtained are indicated. In addition, the article proposes a new formula for determining the maximum height of liquid lift in the capillaries, depending on the critical temperature of the liquid and the molecular weight of the liquid.
TSNS Interaktiv Plus, LLC
Title: Representation of capillary phenomena from the physical model of unpacking a liquid
Description:
Based on the physical model of «unpacking» a fluid, published in 1983 to explain the physical nature of surface tension, an explanation of capillary phenomena was proposed.
The unified physical nature of the condensation process and the processes in the capillaries expressed in terms of the surface tension of the liquid is proved.
To prove the applicability of the «unpacking» model for capillary phenomena, an empirical Borelli-Jurin formula for determining the height of fluid lifting in capillaries was theoretically derived depending on the magnitude of the surface tension.
The assumptions under which the formula is obtained are indicated.
In addition, the article proposes a new formula for determining the maximum height of liquid lift in the capillaries, depending on the critical temperature of the liquid and the molecular weight of the liquid.
Related Results
A New Displacement Capillary Pressure Model
A New Displacement Capillary Pressure Model
Abstract
A capillary pressure function for porous media (commonly known as the J-function) was postulated by Leverett and has been widely used for correlation pur...
Evaluating the Science to Inform the Physical Activity Guidelines for Americans Midcourse Report
Evaluating the Science to Inform the Physical Activity Guidelines for Americans Midcourse Report
Abstract
The Physical Activity Guidelines for Americans (Guidelines) advises older adults to be as active as possible. Yet, despite the well documented benefits of physical activi...
The capillary fascicle in skeletal muscle: Structural and functional physiology of RBC distribution in capillary networks
The capillary fascicle in skeletal muscle: Structural and functional physiology of RBC distribution in capillary networks
Key points
The capillary module, consisting of parallel capillaries from arteriole to venule, is classically considered as the building block of complex capillary networks. In skel...
Capillary Pressure During Immiscible Displacement
Capillary Pressure During Immiscible Displacement
Abstract
Experiments performed on immiscible displacement of heptanes and mineral oil by water in capillary tubing showed that capillary pressure during drainage ...
Principles of Three Phase Capillary Pressures
Principles of Three Phase Capillary Pressures
Abstract
In porous media, there are a variety of configurations in which three immiscible fluids can be distributed within a single body. For example, the fluids ...
Principles of Three-phase Capillary Pressures
Principles of Three-phase Capillary Pressures
Abstract
In porous media, there are a variety of configurations in which threeimmiscible fluids can be distributed within a single body. For example, thefluids ma...
Dynamic evolution of 100-keV H+ through polycarbonate nanocapillaries
Dynamic evolution of 100-keV H+ through polycarbonate nanocapillaries
In recent years, the guiding effect of highly charged ions (HCIs) through insulating nanocapillary membrane has received extensive attention. It is found that slow highly charged i...
Capillary Number Correlations for Gas-Liquid Systems
Capillary Number Correlations for Gas-Liquid Systems
Abstract
Conventional Capillary Number theory predicts that residual oil will not be mobilized until a critical capillary number (2E-05) is exceeded. This theory ...

