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Hydrogen number density

At solar-like temperatures, most of the free electrons come from easily ionized metals (Na, Mg, Al, Si, Ca, Fe) which for solar chemical composition total about 10-4 of the hydrogen number density leading to an electron pressure that is about... [Pg.51]

Here is the spectral flux and n is the total hydrogen number density. Although we have strictly assumed an exponential density profile p(r), if the photosphere is sharp only the local value of AR(r), as defined by equation (1), is important. [Pg.296]

Figure 1. The total optical depth at three wavelengths is plotted versus the total hydrogen number density. The extent of the photosphere is indicated by the solid portion of the curves. A radial distance equal to the scale height is also shown. Figure 1. The total optical depth at three wavelengths is plotted versus the total hydrogen number density. The extent of the photosphere is indicated by the solid portion of the curves. A radial distance equal to the scale height is also shown.
Fig. 10.5. Calculaled structure of a PDR as a function of the penetration depth into tire cloud. The illuminating source, the mean interstellar radiation field, is to the left. The abundances are given relatit to the total hydrogen number density. Fig. 10.5. Calculaled structure of a PDR as a function of the penetration depth into tire cloud. The illuminating source, the mean interstellar radiation field, is to the left. The abundances are given relatit to the total hydrogen number density.
However, the existence of interstellar matter is not limited to these tenuous, transparent regions. Much material is concentrated in large, relatively opaque, interstellar molecular clouds (Plate 1) (5-7). In contrast with the diffuse interstellar medium which is characterized by very low hydrogen number densities (-1-10 H atoms cm ), the number densities in molecular clouds are much higher (>10" H atoms cm ). Astronomers often express measurements in terms of hydrogen because, as illustrated in Figure 1, it is the most abundant of the cosmic elements. [Pg.83]

Fig. 3.22. Ternary and radiative association of C+ with n-H2 (upper part) and P-H2 (lower part) at a nominal temperature of 10 K, measured over a wide range of hydrogen number densities. The solid lines represent fits of k = (f/2 k3 + hr to the experimental data. The resulting parameters are given in the text. In the lower figure the dashed line is the n-H2 result from above while the dash-dotted line predicts the dependence for pure 0-H2. Fig. 3.22. Ternary and radiative association of C+ with n-H2 (upper part) and P-H2 (lower part) at a nominal temperature of 10 K, measured over a wide range of hydrogen number densities. The solid lines represent fits of k = (f/2 k3 + hr to the experimental data. The resulting parameters are given in the text. In the lower figure the dashed line is the n-H2 result from above while the dash-dotted line predicts the dependence for pure 0-H2.
K. H5 ions have been injected into n-H2 (upper panel) or P-H2 (lower panel) and stored for 9.9 s at a hydrogen number density of 1.2 x 10 cm. Since there is only a small chance of double deuteration, the odd masses correspond to H+ while the even ones are In both cases the maximum... [Pg.312]

Hydrogenated amorphous silicon is not a homogeneous material. Its structure is thought to consist of voids embedded in an amorphous matrix [62, 63]. The size and number density of the voids depend on the deposition conditions. Poor-quality material can have a void fraction around 20%, while device quality a-Si H has been shown to contain fewer voids, 1%. with a diameter of 10 A [64-66]. The surfaces of the voids may be partly covered with hydrogen atoms [62, 67],... [Pg.6]

The numerical jet model [9-11] is based on the numerical solution of the time-dependent, compressible flow conservation equations for total mass, energy, momentum, and chemical species number densities, with appropriate in-flow/outfiow open-boundary conditions and an ideal gas equation of state. In the reactive simulations, multispecies temperature-dependent diffusion and thermal conduction processes [11, 12] are calculated explicitly using central difference approximations and coupled to chemical kinetics and convection using timestep-splitting techniques [13]. Global models for hydrogen [14] and propane chemistry [15] have been used in the 3D, time-dependent reactive jet simulations. Extensive comparisons with laboratory experiments have been reported for non-reactive jets [9, 16] validation of the reactive/diffusive models is discussed in [14]. [Pg.211]

From the evolution of the temperature, T oc (1 + z), and the number density of non-relativistic particles, v x (I z y we can infer that the universe was once sufficiently hot and dense to ionize the hydrogen that today makes up most of the baryon density of the Universe. Naively, we might expect this to occur when T i Ry = 13.6 eV, the binding energy of Hydrogen. [Pg.178]

Ice Space group Parameters of unit cell (pm) Z Hydrogen positions Density (g cm-3) Coordination number Hydrogen bond distance (pm) Nearest nonbonding distance (pm)... [Pg.621]

Concentration Profiles. The relative fluorescence intensity profiles for OH, S2, SH, SO, and SO2 were converted to absolute number densities according to the method already outlined. Resulting concentration profiles for a rich, sulfur bearing flame are exhibited in Figure 17. H-atom densities were calculated from the measured OH concentrations and H2 and H2O equilibrium values for each flame according to Equation 6. Similar balanced radical reactions were used to calculate H2S and S concentrations 6). Although sulfur was added as H2S to this hydrogen rich flame, the dominant sulfur product at early times in the post flame gas is S02 ... [Pg.119]

Figure 7. The Kamlet—Taft n parameter vs. solvent number density. Select molecular solvents possess little or no capacity for hydrogen bonding, and their interactions are controlled by electrostatics. Ionic liquids are categorized based on whether they possess a cyclic cation or an alkylammonium cation. A wide range of anions are employed in both categories, and no attempt is made to restrict specific interactions. Taken from Ref. [239]... Figure 7. The Kamlet—Taft n parameter vs. solvent number density. Select molecular solvents possess little or no capacity for hydrogen bonding, and their interactions are controlled by electrostatics. Ionic liquids are categorized based on whether they possess a cyclic cation or an alkylammonium cation. A wide range of anions are employed in both categories, and no attempt is made to restrict specific interactions. Taken from Ref. [239]...
Molecular hydrogen is assumed to be well mixed in the troposphere, with a mixing ratio of 0.4 to 0.6 ppm [Junge (128) and Scholz, Ehhalt, Heidt, and Martell (219)]. Koyama (142) found that swamps and paddies are very small natural sources. Levy (153) proposed both an atmospheric source (photodissociation of formaldehyde) and an atmospheric sink (oxidation by hydroxyl radical). From daily average number densities for the hydroxyl radical and a daily average hydrogen production rate,... [Pg.409]

In the previous p per, we have given just a formalism of STCF for the site number density representation, which has been outlin above. In what follows, a very preliminary numerical results of STCF for a Cl—>G process is presented based on the theories described in the previous sections. The calculation has beoi carried out for a variety of polar liquid as solvent including methyl chloride (MeCl), acetonitrile (MeCN), methanol (MeOH) and wato-. Methyl chloride and acetcHiitrile represent a class of simple rqnotic dipolar liquids while water does those liquids which feature the extensive hydrogen-bond network. The alcohol shows characteristics in between those two classes of liquids. Ihe calculation is performed at the room temperature (298 K) for all solvents except MeCl. For MeO, its liquid temperature (249 K 1 atm) is chosen. The Edward-McDonald (EM), SPC and TII models are os i fcr MeCN, water and MeOH, respectively, while the parametos detramined by Jorgensen et al. is employed for MeCl. Those models use the same functional form for the intermolecular site-site interaction, namely... [Pg.19]


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See also in sourсe #XX -- [ Pg.51 ]




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