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Van dcr Waals force

In physisorpiion the udsorbiite-adsorbatc interactions are usiially comparable in strength to the adsorbate-substrate interactions, all of which are domiciled by van dcr Waals forces. One can therefore cTjamine large parrs of the phase diagrams of these adsorption systems. [Pg.73]

Graphite is perhaps the simplest layered structure. The inlralayer C—C distance (142 pm) is twice the covalent radius of aromatic carbon (cf. 139 pm in benzene) and the interlayer C—C distance is 333 pm. twice the van der Waals radius of carbon. The sheets are held together by weak van dcr Waals forces. Many substances can be... [Pg.750]

Although in teraetion s between vicinal I 4 atom s arc n om in ally treated as non bonded interactions, triost of the force fields treat these somewhat differently from normal 1 5 and greater non-bonded interactions. HyperCbern allows each of these 1 4 non-bonded interactions to be scaled down by a scale factor < 1.0 with AMBHR or OPI-S. bor HIO+ the electrostatic may be scaled and different param eters rn ay be ti sed for I 4 van dcr Waals interactions, fh e. AMBHR force field, for exam pie, n orrn a lly uses a seal in g factor of 0.5 for both van der Waals an d electrostatic interactions. [Pg.182]

Although, in a vacuum, only the Van Dcr Waals Inrccs arc important in liquids, all forces may operate simultaneously. In liquids, it is extremely difficult to separate the effects of each of the aforementioned forces. [Pg.939]

Van dcr Waals attraction just balanced by repulsive forces due to interpenetration of outer electron shells... [Pg.327]

Unlike the truly ionic CdFg (fluorite structure), the iodide forms electrically neutral layers of large extent (Fig. 95). The force between the layers is small (Van dcr Waals) and the crystal easily cleaves into parallel sheets. Layer lattices are commonly formed by the iodides and bromides of bipositive metals and even by the chlorides of certain metals with very small cations. This results from polarisation of the anions. The. same effect is exhibited by most hydroxides of the type M(OH)2, but in these the two-dimensional, giant molecules are held together by the rather stronger forces between OH ions of adjacent layers—the so-called liydrox d bonds. [Pg.150]

Even in the primitive versions of the van dcr Waals theory with m independent of p, that coefficient may still depend on the temperature T (or, equivalently, on the chemical potential fi) at which the phases are in equilibrium. While in Chapter 5 we shall see some examples, or limiting idealized cases, in which m is a fixed constant, independent of T, and is determined by the intermolecular forces alone, as in (1.38), it will, more generally, depend on T and in that event, as we shall see in 3.4, the connection between this theory and the Gibbs adsorption equation (2.31) is not entirely straightforward and requires discussion. [Pg.56]

Nonideal (Real) Gases—Because of finite molecular size and intermolecular forces of attraction (Figs. 6-22 and 6-23), real gases generally behave ideally only at high temperatures and low pressures. Other equations of state, such as the van dcr Waals equation (equation 6.26), take into account the factors causing nonideal behavior and often work when the ideal gas equation fails. [Pg.232]


See other pages where Van dcr Waals force is mentioned: [Pg.95]    [Pg.499]    [Pg.31]    [Pg.69]    [Pg.84]    [Pg.95]    [Pg.499]    [Pg.31]    [Pg.69]    [Pg.84]    [Pg.363]    [Pg.27]    [Pg.104]    [Pg.104]    [Pg.191]    [Pg.427]    [Pg.117]    [Pg.64]    [Pg.30]    [Pg.357]    [Pg.165]   
See also in sourсe #XX -- [ Pg.158 ]




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