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Hydrogen atom heavy

Hydrogen atoms chemisorbed on a metal surface may be bonded to just one metal atom or may be bonded to two atoms in a symmetrical bridge. In each case, there are three normal modes. Sketch what these are, and indicate any degeneracies (assume the metal atoms to be infinitely heavy). [Pg.742]

Temperature also determines step size. An acceptable time step for room temperature simulations is about 0..5-1 fs for All Atom system s or for sim Illation s that do not con strain hydrogen atoms. For United Atom systems or systems containing only heavy atoms, you can use steps of 1-2 fs. [Pg.89]

For XH bonds, where X isany heavy atom, the hydrogen electron den sity is ri ot th ough t to be cen tered at th e position of th e hydrogen n ueleus but displaced alon g th e bon d sorn ewhat, towards X. The MM+ force field reduces the XH bond length by a factor of 0.9 I 5 strictly for th e purposes of calculatin g van der Waals in teraction s with hydrogen atoms. [Pg.188]

Thii MNDO niijthod has 22 iiniqiiLi iwo-ctMUer two-eliicLron irUti-gials Ibr each pair ol heavy (non-hydrogen ) atoms in iheir local atomic frame. They are ... [Pg.286]

In a united atomforce field the van der Waals centre of the united atom is usually associated v ilh the position of the heavy (i.e. non-hydrogen) atom. Thus, for a united CH3 or CH2 group the vem der Waals centre would be located at the carbon atom. It would be more accurate to associate the van der Waals centre with a position that was offset slightly from the carbon position, in order to reflect the presence of the hydrogen atoms. Toxvaerd has developed such a model that gives superior performance for alkemes than do the simple united atom models, particularly for simulations at high pressures [Toxvaerd 1990]. In... [Pg.239]

Hydrogen bond geometries may be reproduced or predicted fairly weH with reasonable, but sometimes underestimated heavy atom—heavy atom distances radial dependence of the hydrogen bond may be in error. [Pg.162]

Hydrogen atoms in azolium ions can be removed easily as protons (e.g. 230—>232) exchange with deuterium occurs in heavy water. The intermediate zwitterion (e.g. 231) can also be written as a carbene, and in some cases this carbenoid form can be trapped or isolated as a dimer. [Pg.70]

Eor biomolecules, such as proteins, the fastest motions are the stretching vibrations of the bonds connecting hydrogen atoms to heavy atoms (X—H stretching). The frequency of these motions is in the vicinity of 3000 cm , which means periods of about 10 fs (1 X lO s). Thus, an appropriate time step for simulating biomolecules would be At =... [Pg.49]

Quantum-chemical calculations of PES for carbonic acid dimers [Meier et al. 1982] have shown that at fixed heavy-atom coordinates the barrier is higher than 30kcal/mol, and distance between O atoms is 2.61-2.71 A. Stretching skeleton vibrations reduce this distance in the transition state to 2.45-2.35 A, when the barrier height becomes less than 3 kcal/mol. Meier et al. [1982] have stressed that the transfer is possible only due to the skeleton deformation, which shortens the distances for the hydrogen atom tunneling from 0.6-0.7 A to 0.3 A. The effective tunneling mass exceeds 2mn-... [Pg.104]

Several methods ean be employed to eonvert eoal into liquids, with or without the addition of a solvent or vehiele. Those methods which rely on simple pyrolysis or carbonization produce some liquids, but the mam produet is eoke or char Extraction yields can be dramatically increased by heating the coal over 350°C in heavy solvents sueh as anthraeene or eoal-tar oils, sometimes with applied hydrogen pressure, or the addition of a eatalyst Solvent eomponents whieh are espeeially benefieial to the dissolution and stability of the produets eontain saturated aromatic structures, for example, as found in 1,2,3,4 tctrahydronaphthalene Ilydroaromatie eompounds are known to transfer hydrogen atoms to the coal molecules and, thus, prevent polymerization... [Pg.211]

So far, the only polarized basis set we ve used is 6-31G(d). Its name indicates that it is the 6-31G basis set with d functions added to heavy atoms. This basis set is becoming very common for calculations involving up to medium-sized systems. This basis set is also known as 6-31G. Another popular polarized basis set is 6-31G(d,p), also known as 6-31G, which adds p functions to hydrogen atoms in addition to the d functions on heavy atoms. [Pg.98]

The 6-31+G(d) basis set is the 6-31G(d) basis set with diffuse functions added to heavy atoms. The double plus version, 6-31++G(d), adds diffuse functions to the hydrogen atoms as well. Diffuse functions on hydrogen atoms seldom make a significant difference in accuracy. [Pg.99]

Even larger basis sets are now practical for many systems. Such basis sets add multiple polarization functions per atom to the triple zeta basis set. For example, the 6-31G(2d) basis set adds two d functions per heavy atom instead of just one, while the 6-311++G(3df,3pd) basis set contains three sets of valence region functions, diffuse functions on both heavy atoms and hydrogens, and multiple polarization functions 3 d functions and 1 f function on heavy atoms and 3 p functions and 1 d function on hydrogen atoms. Such basis sets are useful for describing the interactions between... [Pg.100]

Some large basis sets specify different sets of polarization functions for heavy atoms depending upon the row of the periodic table in which they are located. For example, the 6-311+(3df,2df,p) basis set places 3 d functions and 1 f function on heavy atoms in the second and higher rows of the periodic table, and it places 2 d functions and 1 f function on first row heavy atoms and 1 p function on hydrogen atoms. Note that quantum chemists ignore H and Ffe when numbering the rows of the periodic table. [Pg.101]

The final term computes the correction for a third set of f functions on heavy atoms and a second set of p functions on the hydrogen atoms. ... [Pg.153]

The presence of a single polarization function (either a full set of the six Cartesian Gaussians dxx, d z, dyy, dyz and dzz, or five spherical harmonic ones) on each first row atom in a molecule is denoted by the addition of a. Thus, STO/3G means the STO/3G basis set with a set of six Cartesian Gaussians per heavy atom. A second star as in STO/3G implies the presence of 2p polarization functions on each hydrogen atom. Details of these polarization functions are usually stored internally within the software package. [Pg.170]

It should be noted that the G2-1 data set, with two exceptions (SO2 and CO2), only includes data for molecules containing one or two heavy (non-hydrogen) atoms. It is likely that the typical error for a given model to a certain extent depends on the size of the system, i.e. the G2 method is presumably not able to predict the heat of formation of... [Pg.168]

The determination of the structure of adenine hydrochloride (see Volume 2, Section IV,K, of article IV by Katritzky and Lagowski) is an example of extremely accurate X-ray crystallography whereby the positions of individual hydrogen atoms were located. An example of the deduction of structure from bond lengths between heavy atoms is provided by Penfold s investigation of pyrid-2-thione. ... [Pg.333]

As happens so often in science, a new and more precise technique of measurement led to a major discovery. When scientists first used mass spectrometers they found—much to their surprise—that not all the atoms of a single element have the same mass. In a sample of perfectly pure neon, for example, most of the atoms have mass 3.32 X 10-26 kg, which is about 20 times as great as the mass of a hydrogen atom. Some neon atoms, however, are found to be about 22 times as heavy as hydrogen. Others are about 21 times as heavy (Fig. B.6). All three types of atoms have the same atomic number so they are definitely atoms of neon. [Pg.42]

The total number of protons and neutrons in a nucleus is called the mass number, A, of the atom. A nucleus of mass number A is about A times as heavy as a hydrogen atom, which has a nucleus that consists of a single proton. Therefore, if we know that an atom is a certain number of times as heavy as a hydrogen atom, then we can infer the mass number of the atom. For example, because mass spectrometry shows that the three varieties of neon atoms are 20, 21, and 22 times as heavy as a hydrogen atom, we know that the mass numbers of the three types of neon atoms are 20, 21, and 22. Because for each of them Z = 10, these neon atoms must contain 10, 11, and 12 neutrons, respectively (Fig. B.7). [Pg.42]

Structure factors corresponding to 3,195 reflections between lOA and 1.7A were calculated for each of 50 coordinate sets at each temperature. Only the 246 heavy atoms of the hexamer were included in the structure factor calculations hydrogen atoms were not included in the refinement. [Pg.89]

Exclude hydrogen atoms since their position is in many cases fixed by the heavy atoms they are attached to. This reduces the amount of noise in the RMS value significantly. [Pg.174]


See other pages where Hydrogen atom heavy is mentioned: [Pg.1828]    [Pg.352]    [Pg.91]    [Pg.94]    [Pg.339]    [Pg.156]    [Pg.428]    [Pg.50]    [Pg.10]    [Pg.98]    [Pg.102]    [Pg.153]    [Pg.160]    [Pg.397]    [Pg.53]    [Pg.445]    [Pg.1024]    [Pg.795]    [Pg.38]    [Pg.121]    [Pg.97]    [Pg.139]    [Pg.36]    [Pg.151]    [Pg.3]   
See also in sourсe #XX -- [ Pg.284 , Pg.285 ]




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