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Box diagram

Notiee that the Ml=0, Ms=0 states of 2p and of iD are given in terms of the three determinants that appear in the "eenter" of the p2 box diagram ... [Pg.256]

To treat the equivalent-orbital ease one forms a box diagram as in the atom ease ... [Pg.259]

After deleting from the box diagram entries corresponding to Ms values ranging from -S to S and Ml values of Ml and - Ml, one has (again using italics to denote the deleted entries) ... [Pg.260]

Among the remaining entries, the highest Ms value is Ms = 0, and within this Ms the highest Ml is Ml = 2. Thus, there is a state. Deleting entries with Ms = 0 and Ml = 2 and -2, one has left the following box diagram ... [Pg.260]

The lowest-energy nTi exeited eonfiguration of formaldehyde has a Iai22ai23ai2lb2 4ai2lbi25ai22b2 2bii eonfiguration, whieh has a total of four entries in its "box" diagram ... [Pg.266]

The teehniques used earlier for linear moleeules extend easily to non-linear moleeules. One begins with those states that ean be straightforwardly identified as unique entries within the box diagram. For polyatomie moleeules with no degenerate representations, the spatial symmetry of eaeh box entry is identieal and is given as the direet produet of the open-shell orbitals. For the formaldehyde example eonsidered earlier, the spatial symmetries of the nji and nn states were A2 and Ai, respeetively. [Pg.266]

When drawing a box diagram, show the electrons in different orbitals of the same subshell with parallel spins electrons sharing an orbital have paired spins. [Pg.161]

Hypothetical problem for chemists consider the global cycle of selenium which has many chemical similarities to sulfur. Construct a box diagram for the global selenium cycle based on known similarities and differences of Se and S. [Pg.358]

It is convenient to summarize the various reactions in a box diagram, such as Fig. 4.1 [17,275,280], illustrated with the equilibria of the weak base, propranolol. In Fig. 4.1 is an equation labeled pA °et. This constant refers to the octanol pKa, a term first used by Scherrer [280]. When the concentrations of the uncharged and the charged species in octanol are equal, the aqueous pH at that point defines p which is indicated for a weak acid as... [Pg.44]

Characteristic of a box diagram, the difference between the partition coefficients is equal to the difference between the two pKa values [229,275,280,362] ... [Pg.44]

In a box diagram, if any three of the equilibrium constants are known, the fourth may be readily calculated from Eq. (4.6), taking into account that octanol causes the pKa of weak acids to increase, and that of weak bases to decrease. [Pg.45]

In mixtures containing high lipid water ratios, HC1 will appreciably partition into solutions with pH <2.5, as will KOH when pH >11.5 [162,284]. General box diagrams reflecting these caveats have been discussed [275]. [Pg.45]

Recoil corrections depending on odd powers of Za are also missing in (3.5), since as was explained above all corrections generated by the one-photon exchange necessarily depend on the even powers of Za. Hence, to calculate recoil corrections of order Za) one has to consider the nontrivial contribution of the box diagram. We postpone discussion of these corrections until Sect. 4.1. [Pg.22]

Q Use the description of the operation of VSEPR theory given above for NOz to draw the thought experiment box diagram which outlines the logic necessary for deciding its structure. [Pg.93]

With the help of electronic box diagrams, show how VSEPR theory deals with the formation of N02+, NO, and NO,. ... [Pg.118]

Q Draw the box diagrams associated with the thought experiment which describes the VSEPR approach to the determination of the methane structure. [Pg.123]

It is convenient for many purposes to draw "box diagrams of electron configurations in which boxes represent individual orbitals, and electrons and their spins are indicated by arrows ... [Pg.25]

Zero-order input and one-compartment disposition (I0D1). This model and the I0D1 model only differ from the first model (IBD1) by the kinetic order of the input the disposition component remains the same. The compartmental box diagram is shown in Fig. 1.11. The differential... [Pg.18]

Figure 1.11 Zero-order input and one-compartment disposition box diagram. Figure 1.11 Zero-order input and one-compartment disposition box diagram.
Figure 1.15 Intravenous bolus input and two-compartment disposition box diagram. Figure 1.15 Intravenous bolus input and two-compartment disposition box diagram.
Identify the next unfilled sub-shell. For unfilled p and d sub-shells, draw a box-diagram. Draw three boxes for p sub-shells and five for d sub-shells (i.e., one box for each allowed m value). [Pg.1]

Follow Hund s rule and the Pauli exclusion principle to fill the box-diagram with the remaining electrons. [Pg.1]

Figure 33.12 A schematic box diagram of the Hood et al. (2001,2004) ecosystem model. The state variables are dissolved inorganic nitrogen (DIN), dissolved organic nitrogen (DON), phytoplankton (P), Trichodesmium (T), heterotrophs (H), and detritus (D). Redrawn and modified with permission from Hood et al. (2004). Figure 33.12 A schematic box diagram of the Hood et al. (2001,2004) ecosystem model. The state variables are dissolved inorganic nitrogen (DIN), dissolved organic nitrogen (DON), phytoplankton (P), Trichodesmium (T), heterotrophs (H), and detritus (D). Redrawn and modified with permission from Hood et al. (2004).
Figure 33.18 Schematic box diagram of the Laws et al. (2000) model. Redrawn with permission from Laws et al. (2000). Figure 33.18 Schematic box diagram of the Laws et al. (2000) model. Redrawn with permission from Laws et al. (2000).

See other pages where Box diagram is mentioned: [Pg.158]    [Pg.801]    [Pg.1029]    [Pg.346]    [Pg.244]    [Pg.192]    [Pg.37]    [Pg.84]    [Pg.91]    [Pg.93]    [Pg.926]    [Pg.17]    [Pg.20]    [Pg.1]    [Pg.1]    [Pg.85]    [Pg.593]    [Pg.62]    [Pg.62]    [Pg.1481]   
See also in sourсe #XX -- [ Pg.338 ]

See also in sourсe #XX -- [ Pg.278 ]

See also in sourсe #XX -- [ Pg.295 , Pg.301 ]




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