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Electric field calculations

Overlap of the substituent s lone-pair nx with the a (or electric-field calculations. [Pg.250]

FIGURE 25.3 Phase of the reduced d3fnamic electrophoretic mohihty p as a function of the frequency a>l2n of the applied oscillating electric field calculated via Eq. (25.45). Numerical values used are the same as in Fig. 25.2. [Pg.506]

Q.22.3 The sodium ion is essential to cell signaling in excitable cells. It moves across the charged cell membrane which is an environment of intense electrical fields. Calculate the drift velocity for sodium under the field condition of die transmembrane potentials before depolarization [-80 mV], at full discharge [-1-50 mV] and during hyperpolarization [-90 mV]. Assume the ion is unhydrated. Use the properties of bulk water at 310 K as necessary. [Pg.91]

Figure 3.3 SIMION electric field models for 28 pm diameter sprayers located 4.7 mm from the ion orifice counter electrode and a spray (solution) voltage of 1.6 kV. Equipotential lines are shown every 50 V. Electric field calculated at the tip of the Taylor cone for each model is shown. (B, C) A comparison of the models shows a 50-fold increase in the electric field generated at the tip of the Taylor cone when the silicon underlying a dielectric film is held at ground potential rather than at the spray potential. Electric field shown in (B) is equivalent to that of a 2 pm diameter pulled capillary with a 1.0 kV spray voltage at a distance of 3 mm from a counter electrode. Figure 3.3 SIMION electric field models for 28 pm diameter sprayers located 4.7 mm from the ion orifice counter electrode and a spray (solution) voltage of 1.6 kV. Equipotential lines are shown every 50 V. Electric field calculated at the tip of the Taylor cone for each model is shown. (B, C) A comparison of the models shows a 50-fold increase in the electric field generated at the tip of the Taylor cone when the silicon underlying a dielectric film is held at ground potential rather than at the spray potential. Electric field shown in (B) is equivalent to that of a 2 pm diameter pulled capillary with a 1.0 kV spray voltage at a distance of 3 mm from a counter electrode.
Figure 3.4 Graph plotting the changes in the electric field calculated at the tip of the Taylor cone as the distance between the sprayer and counter electrode varies using Equation (3.1) and the SIMION models shown in Figures 3.3A and B. The ESI Chip model (Figure 3.3B) shows that the electric field is independent of the sprayer distance from the counter electrode. Figure 3.4 Graph plotting the changes in the electric field calculated at the tip of the Taylor cone as the distance between the sprayer and counter electrode varies using Equation (3.1) and the SIMION models shown in Figures 3.3A and B. The ESI Chip model (Figure 3.3B) shows that the electric field is independent of the sprayer distance from the counter electrode.
Electric field calculations take place with respect to the vector separating the points and have the following form Ei = kilik - ... [Pg.84]

Comprehensive summaries of ion activation methods can be found in Volume 3 of this series [31,32]. In all of the above methods, precursor ions are mapped at a fixed -value for the duration of the activation period. However, the non-ideal quadrupole field and space charge will cause the ion species secular frequency to deviate away from its theoretical value such that it no longer matches the frequency of the supplemental electric field calculated for the fixed value of q. Due to the lack of a technique... [Pg.461]

P/z z perturbation will no longer be able to mix the 5[x]E and states extensively, and the electric dipole moment will be largely quenched. The electric dipole moment induced in the system by an external (E) or internal electric field, calculated along a... [Pg.245]

Fig. 3.7 Spatial distribution of electric field in an n v exelusion detector, a Dependence on injected current density for a donor concentration of 3 x lo " cm b dependence on donor concentration in excluded region for a detector current density of 300 A/cm. T = 300 K, material Hgi-xCd Te, composition x = 0.165. Dashed lines show electric field calculated numerically, solid lines are analytical values... Fig. 3.7 Spatial distribution of electric field in an n v exelusion detector, a Dependence on injected current density for a donor concentration of 3 x lo " cm b dependence on donor concentration in excluded region for a detector current density of 300 A/cm. T = 300 K, material Hgi-xCd Te, composition x = 0.165. Dashed lines show electric field calculated numerically, solid lines are analytical values...
Table 5.2 shows that the aromatic ring has high molar polarizability. This is due to the presence of unsaturated bond having a loose 7t-electron cloud which is easily polarizable under the influence of electric field. Calculation of functional... [Pg.68]


See other pages where Electric field calculations is mentioned: [Pg.323]    [Pg.591]    [Pg.202]    [Pg.91]    [Pg.237]    [Pg.344]    [Pg.353]    [Pg.20]    [Pg.378]    [Pg.262]    [Pg.55]    [Pg.560]    [Pg.130]    [Pg.317]    [Pg.161]    [Pg.307]    [Pg.174]    [Pg.277]   
See also in sourсe #XX -- [ Pg.92 ]




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