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Orbitals barred

I h e n otation h ere rn ean s th at electron 1 occupies a spatial orbital tpi with spin up (no bar on top ] electron 2 occupies spatial orbital tPi with spin down (a baron top), and so on. An RIIF description of the doublet S=l/2 slate obiamed by adding an electron to would be... [Pg.226]

An old 100-m pressure vessel, a vertical cylinder, designed for a gauge pressure of 5 psi (0.3 bar), was being used to store, at atmospheric pressure, a liquid of flash point 40°C. The fire heated the vessel to above 40°C and ignited the vapor coming out of the vent the fire flashed back into the tank, where an explosion occurred. The vessel burst at the bottom seam, and the entire vessel, except for the base, and contents went into orbit like a rocket [4]. [Pg.124]

Figure 2.14. The molecular orbitals of gas phase carbon monoxide, (a) Energy diagram indicating how the molecular orbitals arise from the combination of atomic orbitals of carbon (C) and oxygen (O). Conventional arrows are used to indicate the spin orientations of electrons in the occupied orbitals. Asterisks denote antibonding molecular orbitals, (b) Spatial distributions of key orbitals involved in the chemisorption of carbon monoxide. Barring indicates empty orbitals.5 (c) Electronic configurations of CO and NO in vacuum as compared to the density of states of a Pt(lll) cluster.11 Reprinted from ref. 11 with permission from Elsevier Science. Figure 2.14. The molecular orbitals of gas phase carbon monoxide, (a) Energy diagram indicating how the molecular orbitals arise from the combination of atomic orbitals of carbon (C) and oxygen (O). Conventional arrows are used to indicate the spin orientations of electrons in the occupied orbitals. Asterisks denote antibonding molecular orbitals, (b) Spatial distributions of key orbitals involved in the chemisorption of carbon monoxide. Barring indicates empty orbitals.5 (c) Electronic configurations of CO and NO in vacuum as compared to the density of states of a Pt(lll) cluster.11 Reprinted from ref. 11 with permission from Elsevier Science.
Each atom in a bar of sodium has the same outer 3s orbital containing one electron. The individual atomic orbitals overlap, creating a huge number of molecular orbitals among which the electrons can move freely. This gives sodium and the other metals... [Pg.100]

Figure 5. The INDO/S transition densities for four conformers of Si2QH<2 (G = gauche, T = trans) in terms of the hybrid orbital basis set (contributions from Si-H bonds are negligible). Coefficient sign (bar color) and magnitude (bar length) are shown for each Si atom (circle). (Reproduced from Ref. 19. Copyright 1986 American Chemical Society.)... Figure 5. The INDO/S transition densities for four conformers of Si2QH<2 (G = gauche, T = trans) in terms of the hybrid orbital basis set (contributions from Si-H bonds are negligible). Coefficient sign (bar color) and magnitude (bar length) are shown for each Si atom (circle). (Reproduced from Ref. 19. Copyright 1986 American Chemical Society.)...
Here there is no formal electronic bar to interaction between the electrons, i.e. pairing to form the diamagnetic species (137) but this does not in fact happen, because the bulky chlorine atoms in the o-positions prevent the benzene rings from attaining a conformation close enough to coplanarity to allow of sufficient p orbital overlap for electron-pairing to occur. [Pg.339]

In Eq. (1.16a), A is the antisymmetrizer operator that converts the orbital product into a Slater determinant, insuring satisfaction of the Pauli exclusion principle. In this equation (alone), the same spatial orbital might appear twice, with different indices to indicate the change in spin. For example, / i (0,(7 ypf HA) might be the same as i<0)(F K/>,0,0" 2). a doubly occupied spatial orbital (n]m> = 2), with a bar denoting opposite spin in the second spin-orbital. [Pg.43]

The possible donor-acceptor interactions among the valence hybrids are constrained by diatomic symmetry to the five possible combinations shown in Table 3.14. For simplicity, we shall temporarily suppress the subscript atoms in the NBO symbols (which are now simply indicated as a, nx,...). We also introduce a special typographic convention to denote each type of NBO (curved bonds for 7tx and ny, opposed arrows for complementary y and y, and so forth), as shown in Table 3.14. (The corresponding typographic convention for nonbonded NBOs will consist of a short bar on the atomic symbol, A for hn, A for pA, and A for py.) We also employ the convention of attaching an asterisk ( ) to denote an unfilled orbital, i.e., an orbital that is formally serving as an acceptor in a donor-acceptor interaction (the star says I m empty ). Thus, the notation px —> pf denotes an interaction from a filled pA orbital on the first atom to an unfilled pA on the second atom.46... [Pg.162]

U.S. Senator John Glenn is also an American national hero. He was the first man to orbit the earth way back in 1962. He wasn t a one hit wonder. He went on to hold a seat in the United States Senate and then go BACK into space near his 77th birthday. Do you think he has ambition, confidence and personal power Check out his t-bars and think about his success. We could all learn a thing or two about success from Mr. John Glenn. [Pg.43]

We have studied the FCl results for the ground, Xg, state of the linear, D i,BeH2 molecule with a minimal basis set. The orbitals 1, 2, and 3 are of the a type 4 and 5 area and 6 and 7 are degenerate The HF corresponds to a double occupancy of orbitals 1, 2 and 4. A bar over the orbital label indicates that its spin is p. It is important to note that 2 and 4 may be considered the homo of the Og and a symmetry-shells respectively. Similarly, 3 and 5 are the respective lumo for the same symmetry-shells. In the following analysis we will denote genetically the homos by hi and the lumos by U. [Pg.10]

Convection mixers use a different principle for blending. These mixers have an impeller. This class includes ribbon blenders, orbiting screw blenders, vertical and horizontal high-intensity mixers, as well as diffusion blenders with an intensifier bar. Scale-up considerations are similar to those for the tumble blenders. [Pg.322]

Since interchange of the rows of a determinant multiplies it by — 1, (1.259) is antisymmetric. To fully specify the Slater determinant, it suffices to simply list the spin-orbitals hence we abbreviate (1.259) to l5al5025 . Adopting the convention that a bar indicates spin function 0 and the absence of a bar indicates spin function a, we further abbreviate (1.259) to... [Pg.29]

An essential feature of such stabilization is that the atoms in the tt system are planar. The extended molecular orbital is constructed from atomic orbitals that are perpendicular to the plane. Thus, for the electrons involved in any bond making or breaking processes to be stabilized by delocalization, the bonds that are being made or broken must also be perpendicular to the plane. This criterion may be used by pyridoxal phosphate-utilizing enzymes in choosing which bond jp cleave, as may be seen when the intermediate 8.44 is redrawn so that it is perpendicular to the plane of the paper (structures 8.45 the pyridine ring is represented as a solid bar). In each case, the bond that is broken is the one at the top, so that the electrons may be fed into the tt system. [Pg.471]


See other pages where Orbitals barred is mentioned: [Pg.272]    [Pg.152]    [Pg.153]    [Pg.272]    [Pg.152]    [Pg.153]    [Pg.126]    [Pg.204]    [Pg.205]    [Pg.234]    [Pg.33]    [Pg.194]    [Pg.423]    [Pg.49]    [Pg.148]    [Pg.331]    [Pg.399]    [Pg.34]    [Pg.127]    [Pg.116]    [Pg.359]    [Pg.395]    [Pg.167]    [Pg.58]    [Pg.114]    [Pg.67]    [Pg.103]    [Pg.208]    [Pg.208]    [Pg.487]    [Pg.196]    [Pg.291]    [Pg.136]    [Pg.200]    [Pg.203]    [Pg.1322]   
See also in sourсe #XX -- [ Pg.6 ]




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