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One-Dimensional Water

The purpose of this section is to demonstrate, by a very simple model, one of the most outstanding properties of liquid water A negative thermal expansion coefficient at low temperatures. [Pg.233]

FIGURE4.9. Square-well potential U R) (left) and a hydrogen-bond potential Uaa R) (right) defined in Eqs. (4.5.46) and (4.5.47). [Pg.233]

Thus whenever two molecules in the A state approach each other within the range of cthb R + CT//S + 5, they possess an additional interaction energy Shb- [Pg.234]

The canonical PF of system of N molecules in a volume of length L and at temperature T is written as [Pg.234]

In order to apply the convolution theorem, as in section 4.5.1, we need to introduce the concept of ordering of species. The configurational PF can be rewritten by first fixing a specific ordering of the species (S.O.O.S.) and then summing over all possible orderings of species, consistent with the fixed value of Na and Nb Thus we write [Pg.234]


Figure 5 shows the MRI visualization of the transversal water content distribution in the membrane in an operational PEMFC with variation of the current density.29 The cell temperature and relative humidify were 70°C and 92%, respectively. The vertical width of the images is about 1.0 cm across the gas channels, which is in the central part of the GDL. The horizontal width of the images is 600 xm. The anode is on the left side of each figure. Figure 6 shows one-dimensional water content profiles in the membrane that were obtained from MRI visualization results at variation of the relative humidity and current density. The horizontal axis and vertical axis respectively indicate the through-plane position of the... [Pg.209]

Balcom et al. developed a novel diagnostic technique suitable for a thin-film by MRI.42 The authors obtained one-dimensional water content profiles with nominal resolution of 6 p,m using a prototype resonator and double half k-space spin echo single-point imaging (SPI) technique.15 Even at room temperature, partial dehydration of the membrane in the anode side was captured clearly with high spatial resolution. [Pg.212]

The synthesis and structure of the first tetrazolylborate H2B(tet)2 was reported by Janiak178 which also employed H2B(tet)2 in the construction of infinite two-dimensional metal-ligand frameworks and one-dimensional water substructures.179... [Pg.189]

It is also possible (at least, in a formal way) to apply a fractional version of Richards equation to simulate one-dimensional water transport in horizontal columns. We were able to fit the FADE to data on horizontal water infiltration (data not shown). However, the parameter a had to be set to values greater than two to fit the experimental data. This range of a is theoretically unjustified (Benson et al., 1999 Meerschaert et al., 1999). This example serves as a reminder about the danger of drawing analogies between water and solute transport in soils, since the underlying physical processes are different, Particles of soil water moving faster than others are affected by the structure of pore surfaces and move in films rather than in bulk volume by convection. One possible way to model the water transport is to use the diffusivity model proposed by Jumarie (1992) ... [Pg.67]

The convection-dispersion equation (CDE) is the most widely used of the velocity distribution models. For steady state, one-dimensional water flow, the CDE for a nonreactive solute can be written as (Fried Combarnous, 1971),... [Pg.80]

Fig. 6. One-dimensional water eliminated Fourier transform spectroscopy (WEFT) spectra of (A) wild-type amicyanin (B) the amicyanin mutant H96D (C) the amicyanin mutant H PFM H QGAGM (D) wild-type Pseudomonas aeruginosa azurin. The diamagnetic region from 9 to 1 ppm has been omitted from the centers of the spectra. The insets show the spectra in H2O, where an additional peak from an exchangeable proton appears. Peak assignments for wild-type amicyanin are given at the top of panel A. All spectra were collected at 32 C on samples containing 50 mAf phosphate, pH 7.0. Fig. 6. One-dimensional water eliminated Fourier transform spectroscopy (WEFT) spectra of (A) wild-type amicyanin (B) the amicyanin mutant H96D (C) the amicyanin mutant H PFM H QGAGM (D) wild-type Pseudomonas aeruginosa azurin. The diamagnetic region from 9 to 1 ppm has been omitted from the centers of the spectra. The insets show the spectra in H2O, where an additional peak from an exchangeable proton appears. Peak assignments for wild-type amicyanin are given at the top of panel A. All spectra were collected at 32 C on samples containing 50 mAf phosphate, pH 7.0.
The permeability of the cracked structure is highly dependent on the existence of open cracks, and open cracks can be major permeation paths. Here, shape of open cracks is approximated by elliptic, and one dimensional water permeation in the elliptic tube is assumed (Figure 2). In the case of single open crack problem, one open crack exists in the unit cell. The flow rate of water of a unit cell Au is given as a function of maximum crack... [Pg.543]

There are two major routes to assembly of yff-sheets. In the first, a spontaneously formed almost perfectly ordered one-dimensional water structure from the pore is released into the bulk, thereby forming yff-sheets. In the alternative case, when fluctuations guide misalignment in the orientation of the y9-sheets, water release occurs by leakage through the sides. [Pg.111]

E. Fois et al.. Water molecules in single file first-principles studies of one-dimensional water chains in zeolites. J. Phys. Chem. B 105(15), 3012-3016 (2001)... [Pg.271]


See other pages where One-Dimensional Water is mentioned: [Pg.1090]    [Pg.211]    [Pg.227]    [Pg.155]    [Pg.584]    [Pg.233]    [Pg.428]    [Pg.297]    [Pg.276]    [Pg.233]    [Pg.184]    [Pg.193]    [Pg.469]    [Pg.470]    [Pg.471]    [Pg.329]    [Pg.11]   


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A One-Dimensional Model for Water

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