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Calculations contact

Here, x denotes film thickness and x is that corresponding to F . An equation similar to Eq. X-42 is given by Zorin et al. [188]. Also, film pressure may be estimated from potential changes [189]. Equation X-43 has been used to calculate contact angles in dilute electrolyte solutions on quartz results are in accord with DLVO theory (see Section VI-4B) [190]. Finally, the x term may be especially important in the case of liquid-liquid-solid systems [191]. [Pg.375]

Interface Measured Adhesion Tension Calculated Contact Angle... [Pg.568]

Relation for Calculating Contact Angle That the surface of the drop makes with solid surface. = . liq+ liq COSq... [Pg.74]

Since the ground state of tetrahedral complexes is orbitally degenerate (37i), it can be expected that the shifts observed in NMR spectra of pseudotetrahedral complexes are due to both contact and pseudocontact contributions. Kurland and McGarvey436 have derived the equations for calculating contact and pseudocontact terms in complexes with nearly orbitally degenerate ground states. Calculations of NMR shifts in pseudotetrahedral complexes are reported in ref. 437. Selected examples of pseudotetrahedral complexes whose NMR spectra have been studied are reported in Table 28 and ref. 455. [Pg.57]

Fig. 1. Relation of product distribution to calculated contact time in propylene disproportionation. Data obtained in tests at 163 C and 450 p.s.i.g. with C0O-M0O3-AI2O3 catalyst and 60 propylene-40 propane feed (Ref. 1)... Fig. 1. Relation of product distribution to calculated contact time in propylene disproportionation. Data obtained in tests at 163 C and 450 p.s.i.g. with C0O-M0O3-AI2O3 catalyst and 60 propylene-40 propane feed (Ref. 1)...
Table 2. Chain loading, pore radius, intrusion and extrusion pressures and calculated contact angles 0a and 0,... Table 2. Chain loading, pore radius, intrusion and extrusion pressures and calculated contact angles 0a and 0,...
Contact, or through-bond, shifts occur if there is a finite probability of finding the unpaired electron of the metal at the nucleus of interest. Predicting the direction and magnitude of contact shifts requires molecular orbital calculations. Contact shifts are significant in covalently bonded metal systems and are pronounced for paramagnetic transition metal complexes such as Ni(acac)2 and Co(acac)2. Contact shifts extend over 7T-electron systems, and are particularly large with Co(acac)2 since the Co(II) has an unpaired electron in a d-orbital that can jr-bond with certain substrates. ... [Pg.792]

Intrinsic hysteresis is a direct result of surface configuration change, which occurs as a result of wetting the surface with water. The plates were purposely immersed to a deeper immersion depth in the second cycle to observe the extent of intrinsic hysteresis. Significant surface configuration change affects the calculated contact angles on immersion and emersion, which violates the assumption of... [Pg.541]

In the calculations, contact time is represented by which is the time needed for 10% of the water to pass through the basin. In other words, describes the time, in minutes, that 90% of the water remains in the basin. For the distribution pipe, contact time is 100% of the time that water remains in the pipe. [Pg.382]

The value of the contact shift for the exo and endo protons can be derived indirectly from the calculated contact shift for the methyl groups in 1,1 -dimethyluranocene. Assuming a geometry factor for the methyl group (Table XIV) as 1/6(A + 2C + 2E + G)... [Pg.132]

Three methods are usually used to calculate contact angle—Wilhelmy plate method, sessile drop method [33], and captive bubble method [34]. Sessile drop method is the most commonly used method for biomedical polymers. In this method, about 3 pi of a liquid droplet is placed on the polymer surface and images of the drop are acquired about 30 s of equilibration of the drop. Interface energy between the solid sample snrface and hqnid can also be calculated using the Young s eqnation ... [Pg.39]

According to Eq. (IV.9), the electrical forces depend on the particle charge, which can be measured when the particles are detached from the surface. For glass particles with diameters of 40-60 fxm, the charge observed upon detachment from painted surfaces is 1.9 10 C, and the calculated contact area is 2 10" cm. The electrical component of adhesive force is equal to 1 dyn i.e., it is quite large [11]. When particles are detached from a metal surface, the charge is considerably less than when they are detached from a painted surface [124]. [Pg.98]

Table II. Calculated Contact Resistances and Total Maximum Resistance with No Anode Bags... Table II. Calculated Contact Resistances and Total Maximum Resistance with No Anode Bags...
The allowable load that can be statically loaded on rolling bearings is specihed as a basic static load rating. JIS B1519 (1989), specification has dehned it as The static radial load in the center of the contact area between the rolling element and the raceway receiving the maximum load, corresponding to the calculated contact stresses shown as follows ... [Pg.315]

Previously, it was found that the collapse pressure and the calculated contact angles of hydrophobic particles significantly depend on the number of spread particles [41]. The effect was attributed to a surface pressure gradient along the cohesive particulate layer. More moderated mass-dependence, as expected, was found for smallest hydrophobic silica particles [41]. In order to... [Pg.56]

Other than the theoretical simulations described above the contact angle values calculated using Lx,H-v xq , in case of the experimentally obtained drop profile are quite sensitive to the Z-levels by X approaching 1 (Fig. 15). Nevertheless, as X increases to values around 1.5-3.0 the calculated contact angle values are less dependent on X. The sensitivity of the calculated 0-values against Z by small Z-values reveals the difficulty in determining the values... [Pg.453]

Figure 4. All the data are plotted with the relation between the calculated contact stress and the energy consumption. The results can be divided into three regions (1) 0 12 GPa, (2) 12 18 GPa, (3) over 18 GPa. Figure 4. All the data are plotted with the relation between the calculated contact stress and the energy consumption. The results can be divided into three regions (1) 0 12 GPa, (2) 12 18 GPa, (3) over 18 GPa.
For glass particles 40-60 p in diameter, the charge foimd on detachment from painted surfaces equals 1.9 10" C and the calculated contact area is 2 10 cm. The electrical component of the forces of adhesion equals 1 dyn, i.e, it is quite substantial [11], On detaching particles from a metal surface the charge is much smaller than on detaching them from a painted substrate [70],... [Pg.73]

Figure 9.22 Experimental data showing the variation of the damping coefficient as a function of the calculated contact angle deduced from the frequency shift (see text) for the three damping events in the two solutions. The clouds of experimental data gather the height of the steps observed for the three tips in the peptide-carbon solution—left clouds, first tip (orange), second tip (black), and third tip (blue) in the peptide-silica solution—right clouds, first tip (red), second tip (green), and third tip (blue). Figure 9.22 Experimental data showing the variation of the damping coefficient as a function of the calculated contact angle deduced from the frequency shift (see text) for the three damping events in the two solutions. The clouds of experimental data gather the height of the steps observed for the three tips in the peptide-carbon solution—left clouds, first tip (orange), second tip (black), and third tip (blue) in the peptide-silica solution—right clouds, first tip (red), second tip (green), and third tip (blue).
Many researchers have done finite element analysis (FEA) on knee joint [5,6,7,8,9]. Guo et al. carried out 3D FEA of knee joint in gait cycle [1]. W. Mesfar and A. Shi-razi-Adl investigated the biomechanics of human knee joint for flexion from 0° to 90° with FEA [10]. Explicit FEM was employed to analyze impact in knee during hopping [11]. Zhang et al. calculated contact pressure and contact area for... [Pg.179]

When modeling the fiber/matrix micro-structure, in order to study wear and failure mechanisms in real fiber-reinforced composites, an FE macro/micro contact model (introducing the displacement coupling technique) is much more suitable than using an equivalent macro-model. As a result, the calculated contact, stress, and strain results are significantly closer to the real conditions. [Pg.129]

In what follows, we describe methods to calculate contact distances and forces between elongated particles including ellipsoids, spherocylinders, and superquadrics. [Pg.143]

In 2011, Srinivasan et al. [20] systematically assessed the contact angle measurement of superhydrophobic surfaces using a perturbation solution of the Bashforth-Adams equation. The uncertainty in the calculated contact angle is determined by the uncertainty in the drop height measurement. For example, assuming the resolution limit of the imaging camera is 10 jm, for a 0.7 pL water drop of 153° contact angle calculated from Bashforth-Adams equation, will result in an uncertainty of 3° in the... [Pg.19]


See other pages where Calculations contact is mentioned: [Pg.164]    [Pg.33]    [Pg.128]    [Pg.201]    [Pg.300]    [Pg.302]    [Pg.312]    [Pg.312]    [Pg.321]    [Pg.319]    [Pg.72]    [Pg.98]    [Pg.98]    [Pg.132]    [Pg.132]    [Pg.554]    [Pg.335]    [Pg.455]    [Pg.264]    [Pg.1034]    [Pg.326]    [Pg.447]    [Pg.3]    [Pg.19]    [Pg.80]   


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Calculation of Surface Tension and Contact Angle

Calculations (contact Computational studies

Calculations (contact addition

Calculations (contact catalysis

Calculations (contact compared

Calculations (contact energy surfaces

Calculations (contact geometries

Calculations (contact opening

Calculations (contact oxide

Calculations (contact predictions

Calculations (contact semiempirical

Contact Angles and Calculation of Solid Surface Energies

Contact force calculation

Contacting Equipment and Design Calculations

Exposure dose, calculation dermal contact

Single contact calculations

Single contact calculations dilution water requirement

Single contact calculations flowsheet

Single contact calculations matrix for

Single contact calculations vs. %H2O in product acid

Single contact calculations vs. H2O in input gas

Single contact calculations vs. input SO3

Solid Surface Tension Calculations from Contact Angle Results

Stagewise and Differential Contacting Calculation ethods

Step 2. Calculation of the Unknown Contact Forces

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