Equation no

Unknown or known conditions^a

Symbol for K_D,j

Equations

I/mol·L⁻¹

I_org/mol·L⁻¹

dep/V

T1 or 10

x

u

v

K_D,j^b or $K_{\text{D},j}^{u/x}$ ^b

$\log K_{\text{D},j}=\log K_{\text{D},j}^{\text{S}\%}+\left(f/\text{2}.\text{3}0\text{3}\right)z_{j}v-A{z}_j^{2}f\left(x\right)+A_{\text{org}}{z}_j^2{\left(u\right)}^{1/2}$ ^c

T2 or 6

x

u

0

$K_{\text{D},j}^{\text{S}}$ or $K_{\text{D},j}^{\text{S}u/x}$

$\log K_{\text{D},j}=\log K_{\text{D},j}^{\text{S}\%}-A{z}_j^{2}f\left(x\right)+A_{\text{org}}{z}_j^2{\left(u\right)}^{1/2}$

T3

x

0 or u₁

v

$K_{\text{D},j}^{0/x}$ ^d

$\log K_{\text{D},j}=\log K_{\text{D},j}^{\text{S}\%}+\left(f/\text{2}.\text{3}0\text{3}\right)z_{j}v-A{z}_j^{2}f\left(x\right)$ or $\log K_{\text{D},j}^{0/x}=\log K_{\text{D},j}-A_{\text{org}}{z}_j^2{\left(0\text{or}{u}_{\text{1}}\right)}^{1/2}$

T4

0 or x₁

u

v

$K_{\text{D},j}^{u/0}$ ^e

$\log K_{\text{D},j}=\log K_{\text{D},j}^{\text{S}\%}+\left(f/\text{2}.\text{3}0\text{3}\right)z_{j}v+A_{\text{org}}{z}_j^2{\left(u\right)}^{1/2}$ or $\log K_{\text{D},j}^{u/0}{}^{}=\log K_{\text{D},j}+A{z}_j^{2}f\left(0\text{or}{x}_{\text{1}}\right)$

T5

x

0 or u₁

0

$K_{\text{D},j}^{\text{S}0/x}$

$\log K_{\text{D},j}=\log K_{\text{D},j}^{\text{S}\%}-A{z}_j^{2}f\left(x\right)$ or $\log K_{\text{D},j}^{\text{S}0/x}=\log K_{\text{D},j}-A_{\text{org}}{z}_j^2{\left(0\text{or}{u}_{\text{1}}\right)}^{1/2}$

T6

0 or x₁

u

0

$K_{\text{D},j}^{\text{S}u/0}$

$\log K_{\text{D},j}=\log K_{\text{D},j}^{\text{S}\%}+A_{\text{org}}{z}_j^2{\left(u\right)}^{1/2}$ or $\log K_{\text{D},j}^{\text{S}u/0}=\log K_{\text{D},j}+A{z}_j^{2}f\left(0\text{or}{x}_{\text{1}}\right)$

T7

0 or x₁

0 or u₁

v

$K_{\text{D},j}^{\%}$ ^f

$\log K_{\text{D},j}=\log K_{\text{D},j}^{\text{S}\%}+\left(f/\text{2}.\text{3}0\text{3}\right)z_{j}v$ or $\log K_{\text{D},j}^{\%}=\log K_{\text{D},j}+A{z}_j^{2}f\left(0\text{or}{x}_{\text{1}}\right)-A_{\text{org}}{z}_j^2{\left(0\text{or}{u}_{\text{1}}\right)}^{1/2}$

T8

0 or x₁

0 or u₁

0

$K_{\text{D},j}^{\text{S}\%}$

$\log K_{\text{D},j}=\log K_{\text{D},j}^{\text{S}\%}$ ^g or $\log K_{\text{D},j}^{\text{S}\%}=\log K_{\text{D},j}+A{z}_j^{2}f\left(0\text{or}{x}_{\text{1}}\right)-A_{\text{org}}{z}_j^2{\left(0\text{or}{u}_{\text{1}}\right)}^{1/2}$