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In expansion

Glass has a very low thermal expansion coefficient the materials joined with glass have to be similar in expansion or must be duetile, while staying vacuum tight. Even with best-matched materials skilled craftsmanship is asked for the joining process. [Pg.533]

Time derivatives in expansion (2.113) can now be substituted using the differential equation (2.112) (Donea, 1984 The first order time derivative in expansion (2.113) is substituted using Equation (2.112) as... [Pg.67]

It has already been shown that a measure of the total work available is given by the magnitude of -A A. Since some of the work may be absorbed in expansion (FAT) the magnitude of -AF gives an estimate of the net work or free energy available. [Pg.94]

Energy here means the work which can be done by the fluid in expansion, ,wo ) This means that energy release during flashing must have been very rapid. [Pg.200]

It is not clear which measure of explosion energy is most suitable. Note that, in the method presented in Section 6.3, the energy of gas-filled pressure vessel bursts is calculated by use of Brode s formula, and for vessels filled with vapor, by use of the formula for work done in expansion. [Pg.239]

The specific work done by a fluid in expansion is calculated with Eq. (6.3.25) as follows ... [Pg.301]

The speciflc work done by the fluid in expansion can be read from Figures 6.30 or 6.31 if its temperature is unknown. Saturated propane at a pressure of 1.9 MPa (19 bar) has a temperature of 328 K, almost the superheat-limit temperature. Note that it is assumed that temperature is uniform, which is not necessarily the case. From Figure 6.30, the expansion work per unit mass for saturated liquid propane is... [Pg.306]

Since it is the d- electrons that are responsible for the formation of mtiferromagnetic order in Cr, it would be reasonable to take into account in expression (10) only the energy bands with addition of 3d—electrons. In view of double degeneracy, the number of such bmds amounts to 12J r. This magnitude will determine the minimum number of basis functions to be allowed for in expansion (10). [Pg.141]

The wave functions of Eq.(2) corresponding to the first twelve energy levels of the valence band were used as basis functions (10). Each energy level of nonmagnetic Ct being doubly degenerate, the totsd number of terms in expansion (10) amounted to 24. [Pg.147]

Energy in at. u.ne expressed as a function of the highest angular quantum number /max included in expansion III. 112 according to various methods. [Pg.295]

Copper to soft glass seals are most easily made since the difference in expansion rates is least here, but satisfactory seals of copper to Pyrex can be formed with a little more care. A further factor with... [Pg.156]

Figure 9.9 Simulated normalized line shapes of -polarized (a-c) and p-polarized (if-/) second-harmonic signals for quarter waveplate measurements (a) and (if) hypothetical achiral surface (hs = 0.5 fp = 0.75, gp = —0.5), (b) and (if) hypothetical chiral surface with in-phase chiral coefficient (fs = 0.75, hs = 0.5 fp = 0.75, gp = —0.5, hp = 0.25), (c) and (/) hypothetical chiral surface with out-of-phase chiral coefficient ( fs = 0.75 0.25i, hs = 0.5 fp = 0.75, gp = —0.5, hp = 0.25z). Upper (solid line) and lower (dashed line) sign in expansion coefficients correspond to two enantiomers. Rotation angles of 45° and 225° (135° and 315°) correspond to right-hand (left-hand) circularly polarized light and are indicated for one of enantiomers with open and filled circles, respectively. Figure 9.9 Simulated normalized line shapes of -polarized (a-c) and p-polarized (if-/) second-harmonic signals for quarter waveplate measurements (a) and (if) hypothetical achiral surface (hs = 0.5 fp = 0.75, gp = —0.5), (b) and (if) hypothetical chiral surface with in-phase chiral coefficient (fs = 0.75, hs = 0.5 fp = 0.75, gp = —0.5, hp = 0.25), (c) and (/) hypothetical chiral surface with out-of-phase chiral coefficient ( fs = 0.75 0.25i, hs = 0.5 fp = 0.75, gp = —0.5, hp = 0.25z). Upper (solid line) and lower (dashed line) sign in expansion coefficients correspond to two enantiomers. Rotation angles of 45° and 225° (135° and 315°) correspond to right-hand (left-hand) circularly polarized light and are indicated for one of enantiomers with open and filled circles, respectively.
Loads Due to Differences in Expansion Characteristics. These loads result from differences in thermal expansion where materials with different thermal expansion coefficients are combined, as in bimetallic, lined, jacketed, or metallic-nonmetallic piping. [Pg.85]

Under simple reproduction, the amount of money required for circulation is constant. Capitalists allocate all of their surplus value to personal consumption, feasting in luxury instead of investing in expansion. Since there is no room for the economy to grow, there is no demand for the money hoard to grow. Output is static, with the same volume of commodities reproduced each year, serviced by the same money hoard. [Pg.51]

BiUco N., Votyakova L, Vasylovska S. and Bilko D. (2005) Characterization of the interactions between stromal and haematopoietic progenitor cells in expansion cell culture models. Cell Biology International 29, 83-86. [Pg.208]


See other pages where In expansion is mentioned: [Pg.67]    [Pg.405]    [Pg.287]    [Pg.545]    [Pg.396]    [Pg.217]    [Pg.186]    [Pg.190]    [Pg.193]    [Pg.221]    [Pg.1151]    [Pg.147]    [Pg.514]    [Pg.271]    [Pg.147]    [Pg.971]    [Pg.324]    [Pg.190]    [Pg.113]    [Pg.115]    [Pg.465]    [Pg.125]    [Pg.196]    [Pg.134]    [Pg.772]    [Pg.177]    [Pg.318]    [Pg.232]    [Pg.83]    [Pg.35]    [Pg.84]    [Pg.264]    [Pg.203]   
See also in sourсe #XX -- [ Pg.128 ]




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A Expansion in powers of the shear rate and time

Change in coefficient of thermal expansion

Electrochemistry and Expansion Behaviour in Polyaniline Film

Examples of Polymerization with Expansion in Volume

Expansion (Dispersion) and Lateral Loss in

Expansion in Powers of

Expansion in Production of Selected CW Items, World War II

Expansion in Scalar Basis Sets

Expansion in Slater determinants

Expansion in Terms of Eigenfunctions

Expansion in a Complete Basis Set

Expansion in a basis of orbital wave functions

Expansion in powers

Expansion in powers of the shear rate

Expansion in series

Expansion in the Inner Region

Expansion in the Outer Region

Expansion in the lead block test—

Expansion in volume

Expansion of a Plane Wave in Vector Spherical Harmonics

Expansion of the Greens function in eigen-functions

Expansion of the Shikimate Pathway in Terrestrial Plants

Expansion of the density matrix in

Facilities Expansion in Wartime

Foldy-Wouthuysen Expansion in Powers of

Full Cluster Expansion Theories in Fock Space

Full Cluster Expansion Theories in Hilbert Space

In-line expansion

Local Multipole Expansions in MD Simulations

Mechanism of expansion in Type K cements

Mismatch in expansion

Mismatch in thermal expansion

Pressure drop in a sudden expansion (Borda calculation)

Ring Expansion by Cleavage of the Zero Bridge in Bicycles

Ring Expansions in Named Organic Reaction Database

Ring expansion in aporphine alkaloids

Technique to Solve Blochs Equation in a Rotating Frame Using Fourier-Series Expansion

Thermodynamic Changes in Expansion Processes

Thermodynamic Quantities in Reversible Expansions

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