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Molar charge

Fig. 14 Total (Kt, open circles) and non-specific (Xns, open squares) gene knockdown vs cationic lipid/siRNA molar charge ratio (pchg) at nl = 0.4 for MVL5/DOPC-siRNA (left), DOTAP/ DOPC-siRNA (middle), and DOTAP/DOPE-siRNA (right) complexes targeting EF luciferase mRNA in transfected L-cells. Reprinted with permission from [79]. Copyright 2007 American Chemical Society... Fig. 14 Total (Kt, open circles) and non-specific (Xns, open squares) gene knockdown vs cationic lipid/siRNA molar charge ratio (pchg) at nl = 0.4 for MVL5/DOPC-siRNA (left), DOTAP/ DOPC-siRNA (middle), and DOTAP/DOPE-siRNA (right) complexes targeting EF luciferase mRNA in transfected L-cells. Reprinted with permission from [79]. Copyright 2007 American Chemical Society...
Always remember that a charge-balance equation is based on the equality in molar charge concentrations and that to obtain the charge concentration of an ion, you must multiply the molar concentration of the ion by its charge. [Pg.284]

Electrochemistry refers to the conversion of electrical (chemical) information and energy into chemical (electrical) information and energy, the interconnection being anchored in the central thermodynamic quantity, the electrochemical potential (of a species k) (1 = Pt + where p is the chemical potential, z F the molar charge, and ( ) the electrical potential. [Pg.1]

Note that jli, Eq. 10, includes the species standard chemical potential, an activity term, and an electrical energy term. The electrical term is composed of the electrical work required to bring the molar charge ZiF on a given ionic species from infinity into the species phase, and (]) is the standard iimer potential or work function of the phase in question (e.g., that of the metal, ( )m, or of a particular ion in solution, 0s) (Ref. 21, p. 20). [Pg.257]

The electrochemical potential is used to describe the equilibrium of charged particles. It arises naturally from the fact that when a charged particle enters or leaves the system, it takes its charge with it. Thus the molar charge Q in the system remains constant, and we have U(S, V, Q, n) as the energy function, where Q = nQ. [Pg.68]

The two equations in Eq. (5.24) are coupled because the increase of particles in the system is indispensably coupled with an increase of charge. However, we have the molar charge constant. Therefore, we get for constant S, V, Q, n ... [Pg.187]

Where zF is the molar charge transferred during the electrodeposition process and D is the diffusion coefficient of the electrodepositing species in the bulk of the solution. The same current also causes the growth of the deposit, thus, following Faraday s law ... [Pg.1012]

The symbol Ci (in mol cm" ) denotes aU the concentrations of ions contained in the solution considered. F is the molar charge (in As mol ), also known as the Faraday constant. [Pg.42]

In the course of a redox reaction, a certain amount of electric charge C quantity of electricity ) is transferred from one partner to the other. For standardized conditions, this amount of charge can be calculated if we know the number of moles of electrons z which are transferred in the reaction. This number multiphed by the molar charge (or Faraday number) F = 96 500 A s moU yields the desired amount of charge q ... [Pg.50]

FIG. 19 Arsenate adsorption to goethite at pH = 3.5 in 0.1 M NaCl. Normalization of uptake and total arsenite concentration is done by the relative molar charge concentration of the bare goethite surface at pH = 3.0. [Pg.686]

Troubleshooting analysis Laboratory results are in agreement with expected selectivity based on measured kRi/kR2 ratio and chlorine/acetone molar charge ratio as calculated by eq. (13-5). [Pg.807]

In terms of molar charge flux. Equation 7.1 is given as... [Pg.278]

Call zF (F is the Faraday) the molar charge of the particle and V the electric potential at the X-coordinate of the top of the energy barrier. In the direction of the electric force, the total energy to cross dVIdx < 0) is given as... [Pg.153]

Bulk concentration and molar charge in the Debye length (cf. Eq. 5.222) are referred to charge carrier 1 . [Pg.227]


See other pages where Molar charge is mentioned: [Pg.1339]    [Pg.8]    [Pg.172]    [Pg.212]    [Pg.1]    [Pg.26]    [Pg.1162]    [Pg.1701]    [Pg.1701]    [Pg.27]    [Pg.64]    [Pg.1343]    [Pg.172]    [Pg.1]    [Pg.1]    [Pg.387]    [Pg.213]    [Pg.369]    [Pg.45]    [Pg.760]    [Pg.763]    [Pg.1042]    [Pg.168]    [Pg.6]    [Pg.187]    [Pg.187]    [Pg.226]   
See also in sourсe #XX -- [ Pg.5 ]




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Electric charge, molar conductivity-diffusion

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