Laserfiche WebLink
Review of MgO,, Properties 3 <br /> The basic concept in thermodynamics is that these functions,which relate the <br /> beginning state and end state of a system, are not dependent on the path that the . <br /> system took in going from one state to the other. This has made thermodynamics a <br /> powerful analytical tool for the last 150 years. <br /> The equilibrium constant for a reaction is related to the standard Gibb's free energy by <br /> the formula: <br /> i <br /> RT In K = -LP [3) <br /> or <br /> K = exp (-Z�F°!RT) [4] <br /> ``here K is the equilibrium constant <br /> R is the oas constant <br /> T is the absolute temperature <br /> LSF° is the change in st_ndard free energy for the raa: ion <br /> So, for exa���ple, in equation [2], ti-he change in s`andard free enargy would be the <br /> s•`.?ndard free energy of the products minus the st-and2rd freta energy of the react=nts. <br /> The standard state adopted for reference purposes in the v-=_ bul,,, of the chemical <br /> literature is tine normal state (gas, liquid or solid) of a materia! at 208.16' (O'C), 1 atm <br /> of pressure and the normal volume of one mole of' the Su`Jst�,l��. From no,v on In this <br /> memo when I mention any of the state functions, they will all be tike functions referred <br /> to this standard state. I vJ[l use the symbol F for tine Gibb's free energy and refer to it <br /> simply as the free energy. The equilibrium con-stant K is eq--j_l to the product of tine <br /> product concentrations, i.e., <br /> K = (jN1gO2] [H20]) l ([H=021 (N1go)) [5) <br /> Notice that if the change in free energy is large 2nd negative, tine equilibrium constant <br /> will be large and positive. Thus, reactions vrith large negative free energies are <br /> frequently vrritten as in [1] rather tiinan as in [2]. When the fr:a energy is 0, the <br /> equilibrium constant is 1 and the reaction can go equally in e',Iher direction. When the <br /> free energy is positive, the reaction actually goes in the opposiie direction to that in <br /> which it is written. � <br /> Now, the free energy is defined as: <br /> • F = H-TS [3] <br />