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Compressibility constant

Az = Zgas - znqUid (where z is the compressibility constant), calculated... [Pg.329]

K = compressibility constant for granular solid L = length of briquet in direction of rolling (in.)... [Pg.106]

The Carnot65 cycle, using a perfect gas as the working fluid and reversible steps, will maximize t/. The full cycle consists of four steps (i) an adiabat (S = constant) followed by (ii) an isothermal expansion (constant TH), then (iii) one more adiabat (S = constant), then (iv) a final isothermal compression (constant Tc). Other cycles are given in Table 4.3. [Pg.278]

K Lagrange multiplier K Transmission coefficient K Compressibility constant fcg Boltzmann constant k, k Force constant (for atoms A, B,...) K Anharmonic constants (third derivative) K F.xchange operator r, 9, (f) Polar coordinates (T Order of rotational subgroup (T Charge density Pauli 2x2 spin matrices s Electron spin operator S Entropy... [Pg.210]

SCF and the solubility of the solid in the SCF. Therefore, the isothermal solubility curves deviate from linearity as the SCF approaches a highly compressed constant density, at which point the solid solubility reaches a limiting value. The solubility curves also deviate from linearity as the UCEP for the solid-SCF mixture is approached. This deviation from linearity near the system UCEP is clearly shown in the work of Schmitt and Reid (1984) for the naphthalene-ethylene system. Finally, the solubility curves will deviate from linearity if there are specific solute-solvent interactions, such as acid-base interactions or hydrogen bonding (Schmitt, 1984). [Pg.134]

The possible existence of an endpoint for the supercooled liquid locus is particularly Interesting in view of the experiments of Angell and coworkers (7,8,9,10). They find that pure water at ordinary pressures (even very finely dispersed) cannot apparently be supercooled below about —40 "C, and that virtually all physical properties manifest an impending "lambda anomaly at T, = —45 . The most striking features of this anomaly are the apparent divergences to infinity of isothermal compressibility, constant-pressure heat capacity, thermal expansion, and viscosity. We now seem to have in hand a qualitative basis for explaining these observations. [Pg.17]

Critical temperature Tc(K) Critical C pressure Pc (MN/m-) Compressibility constant in critical state 2< ... [Pg.802]

Nuclear magnetic moment or spin Ionization potential Spin-spin coupling matrix Coulomb operator Coulomb integral Coulomb functional Lagrange multiplier Transmission coefficient Compressibility constant Boltzmann s constant Rate constant... [Pg.567]

E = compacted powder porosity E, = uncompacted powder porosity P = compaction pressure k = compressibility constant... [Pg.281]

X component of force, N (Ibj, dyn) compressibility constant, dimensionless mean surface renewal factor, s" conduction shape factor, m (ft)... [Pg.900]

Otto Cycle. The Otto cycle consists of isentropic compression, constant volume heat addition, isentropic expansion, and constant-volume heat rejection. [Pg.473]

Similarly, the layer compressibility constant, B, exhibits a critical variation in the vicinity of the transition. This pretransitional behavior above AN has been recognized by de Vries [32], who, by X-ray diffraction experiments, has shown the existence of small domains with a smectic... [Pg.1010]

Yet another technique, measuring ultrasonic velocity anisotropies in the vicinity of the NA transition, however, also find anisotropies consistent with crossover behaviour. Sonntag et al [52] studied the divergence of three elastic constants, the bulk compression constant A, the layer compression constant B and the bulk-layer coupling constant C. B and C have critical exponents that are unequal and are in between that of the 3DXY values and anisotropic scaling values. [Pg.192]

The first term of Equation 8.4 comes from the dipole moment of the nanofiber web at constant thickness, which mainly depends on the number of effective dipoles (N ) present in the nanofiber web. The second term is known as the elastic compressibility constant (cry) directly related to the dimensional changes. One of the vital advantages of the nanofiber web-based pressure sensor or generator is that the expected piezoelectric effect is much higher due to the high compressibihty associated with the large thickness change at the identical pressure compared to its film form and to ceramic-based piezoelectric materials. [Pg.254]

The addition of a layer compression energy Wcomp such as those of the forms introduced at equations (6.147) and (6.148), can also be added to w. Some preliminary theoretical results involving the onset of layer undulations in a Helfrich-Hurault transition in SmC using such an energy obtained, for example, via (6.147), (6.299), (6.301) and (6.302), has been reported by Stewart [263]. Also, the smectic layer compression constant B has been measured for various materials that exhibit SmA and SmC phases see the comments and references on page 284. [Pg.311]

In this formula C represents the compressibility constant that can be found for any material or particle size, x represents the height, in feet, of the material for which the bulk density is to be found, and Bq is the original... [Pg.2098]

Compressibility Constants and Original Bulk Densities for Materials Tested... [Pg.2100]


See other pages where Compressibility constant is mentioned: [Pg.404]    [Pg.802]    [Pg.338]    [Pg.362]    [Pg.449]    [Pg.404]    [Pg.280]    [Pg.147]    [Pg.454]    [Pg.122]    [Pg.344]    [Pg.274]    [Pg.3]    [Pg.51]    [Pg.809]    [Pg.845]    [Pg.270]    [Pg.824]    [Pg.210]    [Pg.281]    [Pg.284]    [Pg.2099]    [Pg.2099]   
See also in sourсe #XX -- [ Pg.37 ]




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