Page 203 - Thermodynamics of Biochemical Reactions
P. 203

BasicBiochemData2    203


                sorbosesp=({-911.95,-1263.3,0,12}};
                succinatesg=i{-690.44,-908.68,-2,4},{-722.62,-908.84,-1,5},~-746.64,-912.2,0,
                        611;
                succinylcoAsp={{-509.72,  -, -1, 41,  {-533.76,  -, 0,
                  511;
                sucrosesp={{-l564.7,-2199.87,0,22}};
                thioredoxinoxsp=ii0,_,010));
                thioredoxinredsp={(69.88,-,-2,0~,~20.56,-,-1,1~,~-25.37,-,0,2});
                trygtophaneLsp={(-114.7,-405.2,0,12}};
                tyrosineLsp=({-370.7,_,O,ll));
               ubiguinoneoxsp={{O,-,O,90}};
               ubiguinoneredsp=({-89.92,_,0,92));
               uratesp={{-325.9,_,-1,3)};
                ureasp={(-202.8,-317.65,0,41};
               uricacidsp={{-356.9,-,0,4}};
               valineLsp={{-358.65,-611.99,0,11}};
                ~~1~~~~~~{{-750.49,-1045.94,0,10}};
                XylUlOSeS~=~{-746.15.-1029.65,~,~~}};

        These thermodynamic  values  are based on the usual conventions  of chemical thermodynamic  tables that  Af Go = At H"  = 0
        for  elements  in  defined  reference  states  and  for  H+(a=l).  Additional  conventions  are  that  AfCo = AfH" = 0 for
        coA- , FAD,,  2-,  FADenz2-, cytochr~mec~', ferred~xin,,-~, FMN2-,
        glutathiomeox2-, NAD,,  -' , NADP,,  3-,  retinal',  thioredoxin,,  O, and ubiquinoneOx 0 .




        I 3.0  Calculation of the functions of pH and ionic strength for the standard

           transformed Gibbs energy of formation of reactants.


                calcdQnat [speciesmat-1  : =
                Module[(dGzero,  zi, nH,  pHterm,  isterm,gpfnsp),(*This  program produces the function of
                pH and ionic strength  (is) that gives the standard transformed Gibbs energy of
                formation of a reactant  (sum of species) at 298.15  K.  The input speciesmat is a
                matrix that gives the standard Gibbs energy of formation, the standard enthalpy of
                formation, the electric charge, and the number of hydrogen atoms in each species.
                There is a row in the matrix for each species of the reactant. gpfnsp is a list of the
                functions for the species.  Energies are expressed in kJ rnol"-l.*)
                dGzero =  speciesmat[[Al1,111;
                zi =  speciesmat 1 [All, 31 1 ;
                nH =  speciesmat~[A11,411;
                pHterm =  nH*8.31451*.29815*Log[1OA-pHI;
                isterm =  2.91482*((ziA2) -  nH)*(isA.5)/(1 +  1.6*isA.5);
                gpfnsp=dGzero - pHterm -  isterm;
                -8.31451*.298l5*Log[ApplyIPlus,Exg[-l*g~fnsp/(8.31451*.29815)11II

        The following is a list of names of  the reactants.  After the calculation using calcdGmat, typing one of these names yields the
        function of pH and ionic strength that gives the standard transformed Gibbs energy of formation  of the reactant at 298.15 K
         in dilute aqueous solution.
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