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Surface force wetting perimeter

Gas adsorption into the liquid falling down a wetted wall column is of considerable interest. The flow of liquid down the surface of such a tube is essentially laminar if Re < 1200, where Re is defined as iu/vl, u being the volume flow rate of liquid, I the perimeter of the tube, and v the kinematic viscosity of the solvent. Under these conditions, if there are no surface forces acting, the velocity of the air-water surface of the... [Pg.16]

Thus, for a vapor of p,.-0.2 Ibn/Tt at an apparent velocity of l, 3 ft/s carrying an entrained liquid of density p,>45 Ibm/fl, with the interfacial tension 0.066 Ibm/s, the minimum size at which coalesced droplets will start to disengage is D >0.0I7 ft (5.000 Sim). The actual disengagement size may be smaller, due to the droplets smaller wetted perimeter (smaller surface-tension force) and droplet deformation (smaller projected area receiving the vapor momentum). [Pg.104]

One of the simplest measurements of surface tension is by means of capillary rise. A small-diameter glass tube is inserted in a bath of liquid see Fig. 17.4. The fluid is assumed to wet the surface of the tube perfectly, so that the contact angleis 0. For small-diameter tubes, the free surface of the liquid in the tube is practically a hemisphere, so the film pulls up uniformly around the perimeter, and the net surface force upward is... [Pg.492]

Fig.6.1 Equilibrium of surface tension forces on wetting perimeter... Fig.6.1 Equilibrium of surface tension forces on wetting perimeter...
Fluids flow in response to a pressure difference. Buoyancy forces, due to density differences related to differences in the temperature or salinity, can cause fluid flow. Buoyancy forces are considered in models of convective flow. Fluids also flow because of differences in the hydrostatic head between a source and discharge region. Hydrostatic head is the difference in elevation (Az, m), which produces a pressure difference because of gravitational acceleration P = pgAz). The Manning equation and Darcy s law are examples of equations that model flow driven by hydrostatic forces. The Manning equation predicts flow velocity (v, m/sec) in open chaimels (Chaudhry, 2008) as a function of the channel s cross-sectional area (A, m ), wetted perimeter P, m), and the slope of the water surface (j m/m). [Pg.129]

The force acting on the wetting perimeters, I, on each of the contacting surfaces in the direction of their displacement is the reason behind the recess of the fluid from the gap. This force F equals - llAa, where -Aag is the force per unit length of a perimeter. That force results from the lowering of the... [Pg.19]

Thus we would expect water to climb up the walls of a clean (i.e. water-wetting) glass vessel for a few millimetres but not more, and we would expect a sessile water droplet to reach a height of several mm on a hydrophobic surface, before the droplet surface is flattened by gravitational forces. The curved liquid border at the perimeter of a liquid surface or film is called the Plateau border after the French scientist who studied liquid shapes after the onset of blindness, following his personal experiments on the effects of sunlight on the human eye. [Pg.19]

For the Wilhelmy plate method, a thin plate with a perimeter of about 4 cm is lowered to the surface of a liquid and the downward force directed on the plate is measured. Surface tension is the force divided by the perimeter of the plate. For this method to be valid, the liquid should completely wet the plate before the measurement, which means that the contact angle between the plate and the liquid is zero. Furthermore, the position of the plate should be correct, which means that the lower end of the plate is exactly on the same level as the surface of the liquid. Otherwise the buoyancy effect must be calculated separately. [Pg.31]

The Wilhelmy method. In the top picture a plate of the solid surface is lowered into a submerging liquid. The liquid pushes up on the solid sample with force due to the buoyancy and the surface tension, and these forces are measured by instruments attached to the arm above the sample and depend on the length d, surface tension n, and wetted length / (the perimeter of the sample along the line of contact of the air, liquid, and solid). In the bottom picture the sample is being raised and the liquid exerts a downward force. [Pg.276]

The force F required to detach a well-wetted thin ring of radius rr, from the liquid surface is measured in the duNotiy ring detachment method [6,26]. Within the first approximation one can assume that the equation relating the surface tension, a, to the detachment force, F, is analogous to that used in the Wilhelmy plate method, with the exception that the perimeter of the ring is used in place of the plate width, i.e. F = 4nrro. In reality, however, the curvature of the liquid surface at points of contact with a ring causes the surface tension vectors to be somewhat off the vertical (Fig. 1-19). [Pg.50]

Fig. III-19. The balance between the surface tension forces acting along the perimeter of wetting... Fig. III-19. The balance between the surface tension forces acting along the perimeter of wetting...
AFM allows the surface characterisation of membranes in a dry and wet state. While resolution is better than in electron microscopy, the depth of focus is much smaller. More sophisticated techniques also allow force measurements between the tip, or objects mounted on the tip, such as colloids or organics, and membranes (Bowen et al. (1998)). While some authors have successfully used AFM to show NF pores (Bowen et al (1997)) and determined their surface radius, a major drawback of the technique is that very smooth membranes are required to achieve very high resolutions and that the pore sizes determined are surface pore sizes and not the effective pore sizes required for prediction of separation. Most membranes do not meet the smooth surface criteria. Bowen et al (1997) nevertheless demonstrated successfully that some NF membranes do have distinct pores. Knoell et al (1999) used AFM to determine aspect ratios, pore perimeters, pore length and width, and the number of pores per... [Pg.75]

The Wilhelmy-plate method consists in partially immersing a plate in a wetting liquid. The surface tension of the liquid 7/v acts downward on the plate. When the plate is wetted and its lower edge just resides on the liquid surface, the force acting on the plate is 7/v /per, where /per is the perimeter of the plate. By measuring the restraining force on the plate in air and in contact with... [Pg.470]

Wilhelmy plate This technique is broadly applicable to liquids, especially when the surface tension must be measured over a long time period. A vertical plate with known perimeter is attached to a balance and submerged in the liquid. The force due to wetting is measured by the balance. [Pg.26]

The other component of the capillary pressing force, p originates from the action of the surface tension of the liquid, a, exerted on the perimeter of the wetting, / = 2%Xo, at an angle of 0 ... [Pg.19]


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