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Volume and density

Here is the volume density and the scalar component of the attraction field, that is, the force per unit mass. To describe the effect of surface forces, consider front- and the backsides of the volume, dS(x + dxl2,y,z) and dS x—dxl2,y,z), which are perpendicular to the v-axis. Due to the action of the neighboring part of the medium the surface force acting on backside is... [Pg.60]

Cuy [3], for example, observed that certain physical properties, such as melting points, boiling points, molecular volumes, densities and viscosities, are an alternating function of the number of carbon atoms in any homologous series, in such a manner that if melting points, for instance, are plotted against the number of carbon atoms the curve has a saw-tooth appearance (see Fig. 2.1). [Pg.40]

Similarly, the last two variables in the above list (volume/density and phase amounts) are difficult to measure with commonly available instruments. As a result, hydrate phase equilibria are normally determined in terms of four variables (1) pressure, (2) temperature, (3) water-free hydrocarbon phase composition, and (4) the free-water phase composition (excluding hydrocarbons but including salts, alcohols, and glycols). [Pg.194]

In this section, you will learn more about two properties of a gas that are closely related to molar volume density and molar mass. You have already encountered these properties, but now you will use them to help you with your gas calculations. [Pg.489]

The molar mass of a gas refers to the mass (in g) of one mole of the gas. You can calculate molar mass by adding the masses of atoms in the periodic table. You can also calculate molar mass by dividing the mass of a sample by the number of moles that are present. Molar mass is always expressed in the units g/mol. Table 12.2 summarizes molar volume, density, and molar mass. [Pg.490]

Table 12.2 Molar Volume, Density, and Molar Mass... Table 12.2 Molar Volume, Density, and Molar Mass...
Cohen G, Eisenberg H (1968) Deoxyribonucleate solutions Sedimentation in a density gradient, partial specific volumes, density and refractive index measurements, and preferential interactions. Biopolymers 6 1077-1100... [Pg.545]

The bales into which cotton is packed are of varying dimensions, volumes, densities, and weights (see Table 1.1) and are mainly covered with woven polypropylene, polyethylene film, burlap, or cotton fabrics (Figure 1.8). [Pg.19]

The results are given in Table B. The initial entries in the table are physical and critical properties. This includes molecular weight, freezing point, boiling point, density, refractive index, and acentric factor for the physical properties. Critical temperature, pressure, volume, density, and compressibility factor are provided for the critical properties. [Pg.791]

Specify the basic and derived units in the SI and American engineering systems for mass, length, volume, density, and time, and their equivalences. [Pg.4]

In the experiment, mass fractions rather than volume fractions are used. The conversion from the volume densities and into the mass fractions Wg and i A is effected by... [Pg.166]

Entering volume, concentration, and purity for solutions. Entering volume, density, and purity for solutions. [Pg.311]

Correlations for the key volumetric properties (the van der Waals volume and the molar volumes, densities and coefficients of thermal expansion of amorphous polymers) will be developed in Chapter 3 followed by discussions of pressure-volume-temperature relationships and of the effects of crystallinity on the density. [Pg.54]

Finally, local statistical fluctuations of thermodynamic and volumetric quantities [7] can also be predicted by using Cp(T) and CV(T). These fluctuations are often neglected in discussions of the thermodynamic properties of polymers. They are, however, important in determining certain aspects of the performance of materials. The local fluctuations of volume, density and enthalpy in polymers and in other amorphous solids have been extensively studied experimentally and theoretically [8-21]. They have also been used to provide valid reasons for choosing between competing models for the structures of polymeric glasses and melts [22]. [Pg.142]

Ammonium sulfate precipitation. Mixing of the ammonium sulfate with the antibody solution is not instantaneous and takes time, which depends on the properties of the components as well as on the processing conditions, i.e., mixing intensity, the volume, density and viscosity of the medium as well as on the power input for mixing. The volume of saturated ammonium sulfate solution in mL that has to be added to a sample to salt out proteins at any concentration is given by the equation V (mL) = 100 mL X (S2-S1)/(1-S2) where SI and S2 are expressed as fractions of the saturated solution, 100 is the volume of the sample and V(mL) is the volume of saturated ammonium sulfate that has to be added to the sample to obtain the desired concentration. For example A 100 mL sample is precipitated sequentially first to an initial saturation of 25% and then to a final 50% ammonium sulfate saturation. V(mL) = 100x(0.25-0)/(l-0.25). V(mL) = 33.3 mL. The volume of 33.3 mL of saturated ammonium sulfate is added... [Pg.23]

Heterogeneous reaction rates on particles in polar stratospheric clouds (PSCs) are more difficult to estimate because of the uncertainties in the type of PSC particles present in the lower stratosphere. The particle composition, volume density and radius must be derived from a thermodynamic model (e.g., Carslaw cl at, 1994 1997). Condensation of HNO3 occurs when the partial pressure of nitric acid in air exceeds the equilibrium vapor pressure Pjjnq F°r example, in the case of nitric acid trihydrates (NAT), if partial pressures are expressed in Torr and the temperature T in Kelvin, we have (Hanson and Mauersberger, 1988)... [Pg.36]

Measurements that we will utilize frequently in our study of chemistry include time, mass, volume, density, and temperature. [Pg.15]

Fig. 1 Molecular simulation of a microporous hypercrossUnked polydichloroxylene network (a-c) and simulation of hydrogen sorption within the micropores (d) [31]. This model simulates properties such as pore volume, density, and average pore size quite well. Hydrogen sorption is overestimated by the simulation shown in (d) because a Connolly surface, rather than a solvent accessible surface [30], is used to calculate the uptake... Fig. 1 Molecular simulation of a microporous hypercrossUnked polydichloroxylene network (a-c) and simulation of hydrogen sorption within the micropores (d) [31]. This model simulates properties such as pore volume, density, and average pore size quite well. Hydrogen sorption is overestimated by the simulation shown in (d) because a Connolly surface, rather than a solvent accessible surface [30], is used to calculate the uptake...

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See also in sourсe #XX -- [ Pg.25 , Pg.26 ]

See also in sourсe #XX -- [ Pg.25 ]

See also in sourсe #XX -- [ Pg.27 ]

See also in sourсe #XX -- [ Pg.24 ]




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