$\frac{-1}{\mathrm{Cmito}}(\mathrm{JH\_F1}+\mathrm{J\_ant}+\mathrm{JH\_leak}+\mathrm{J\_uni}\times 2-\mathrm{JH\_res})$ $\mathrm{pH\_i}-\mathrm{pH\_m}$ $V-\frac{2.303RT}{F}\mathrm{delta\_pH}$ $360\mathrm{rho\_res}\frac{\mathrm{ra}10^{(6\mathrm{delta\_pH})}e^{\frac{F\mathrm{A\_res}}{RT}}+\mathrm{rb}10^{(6\mathrm{delta\_pH})}-(\mathrm{ra}+\mathrm{rb})e^{\frac{g\times 6FV}{RT}}}{(1+\mathrm{r1}e^{\frac{F\mathrm{A\_res}}{RT}})e^{\frac{6F\mathrm{V\_B}}{RT}}+(\mathrm{r2}+\mathrm{r3}e^{\frac{F\mathrm{A\_res}}{RT}})e^{\frac{g\times 6FV}{RT}}}$ $30\mathrm{rho\_res}\frac{(\mathrm{ra}10^{(6\mathrm{delta\_pH})}+\mathrm{rc1}e^{\frac{6F\mathrm{V\_B}}{RT}})e^{\frac{F\mathrm{A\_res}}{RT}}-\mathrm{ra}e^{\frac{g\times 6FV}{RT}}+\mathrm{rc2}e^{\frac{F\mathrm{A\_res}}{RT}}e^{\frac{g\times 6FV}{RT}}}{(1+\mathrm{r1}e^{\frac{F\mathrm{A\_res}}{RT}})e^{\frac{6F\mathrm{V\_B}}{RT}}+(\mathrm{r2}+\mathrm{r3}e^{\frac{F\mathrm{A\_res}}{RT}})e^{\frac{g\times 6FV}{RT}}}$ $\frac{RT}{F}\ln \left(\frac{\mathrm{K\_res}\sqrt{\mathrm{NADH\_m}}}{\sqrt{\mathrm{NAD\_m}}}\right)$ $\mathrm{NADH\_m}+\mathrm{NAD\_m}$ $\mathrm{g\_H}\mathrm{proton\_motive\_force}$ $-180\mathrm{rho\_F1}\frac{\mathrm{pa}10^{(3\mathrm{delta\_pH})}e^{\frac{F\mathrm{A\_F1}}{RT}}+\mathrm{pb}10^{(3\mathrm{delta\_pH})}-(\mathrm{pa}+\mathrm{pb})e^{\frac{3FV}{RT}}}{(1+\mathrm{p1}e^{\frac{F\mathrm{A\_F1}}{RT}})e^{\frac{3F\mathrm{V\_B}}{RT}}+(\mathrm{p2}+\mathrm{p3}e^{\frac{F\mathrm{A\_F1}}{RT}})e^{\frac{3FV}{RT}}}$ $-60\mathrm{rho\_F1}\frac{(\mathrm{pa}10^{(3\mathrm{delta\_pH})}+\mathrm{pc1}e^{\frac{3F\mathrm{V\_B}}{RT}})e^{\frac{F\mathrm{A\_F1}}{RT}}-\mathrm{pa}e^{\frac{3FV}{RT}}+\mathrm{pc2}e^{\frac{F\mathrm{A\_F1}}{RT}}e^{\frac{3FV}{RT}}}{(1+\mathrm{p1}e^{\frac{F\mathrm{A\_F1}}{RT}})e^{\frac{3F\mathrm{V\_B}}{RT}}+(\mathrm{p2}+\mathrm{p3}e^{\frac{F\mathrm{A\_F1}}{RT}})e^{\frac{3FV}{RT}}}$ $\frac{RT}{F}\ln \left(\frac{\mathrm{K\_F1}\mathrm{ATP\_m}}{\mathrm{ADP\_m\_free}\mathrm{Pi\_m}}\right)$ $\mathrm{ATP\_m}+\mathrm{ADP\_m}$ $0.8\mathrm{ADP\_m}$ $\mathrm{Jmax\_ant}\frac{1-\frac{\mathrm{ATP4\_i}\mathrm{ADP3\_m}}{\mathrm{ADP3\_i}\mathrm{ATP4\_m}}e^{\frac{-FV}{RT}}}{(1+\frac{\mathrm{ATP4\_i}}{\mathrm{ADP3\_i}}e^{\frac{-fFV}{RT}})(1+\frac{\mathrm{ADP3\_m}}{\mathrm{ATP4\_m}})}$ $\mathrm{J\_ant}-\mathrm{Jp\_F1}$ $0.05\mathrm{ATP\_i}$ $0.05\mathrm{ATP\_m}$ $0.45\times 1\mathrm{ADP\_i}$ $0.45\times 0.8\mathrm{ADP\_m}$ $\mathrm{Jmax\_uni}\frac{\frac{\mathrm{Ca\_i}}{\mathrm{K\_trans}}(1+\frac{\mathrm{Ca\_i}}{\mathrm{K\_trans}})^3}{(1+\frac{\mathrm{Ca\_i}}{\mathrm{K\_trans}})^4+\frac{L}{(1+\frac{\mathrm{Ca\_i}}{\mathrm{K\_act}})^{\mathrm{na}}}}\frac{\frac{2F(V-\mathrm{V\_offset})}{RT}}{1-e^{\frac{-2F(V-\mathrm{V\_offset})}{RT}}}$ $\mathrm{Jmax\_Na\_Ca}\frac{e^{\frac{bF(V-\mathrm{V\_offset})}{RT}}}{(1+\frac{\mathrm{K\_Na}}{\mathrm{Na\_i}})^n(1+\frac{\mathrm{K\_Ca}}{\mathrm{Ca\_m}})}$ $\mathrm{fm}(\mathrm{J\_uni}-\mathrm{J\_Na\_Ca})$