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Thermodynamic Factors in Pyrolytic Chemical Reactions

Pyrolytic reactions are not different in principle from any other chemical reactions. A few general considerations about the thermodynamic factors in chemical reactions are, therefore, useful for the understanding of the parameters affecting the pyrolytic process. [Pg.33]

In thermodynamics (see e.g. [1]) it is shown that for any isolated (closed) system (which does not exchange energy with its surroundings), spontaneous transformations take place with an increase in the entropy AS of the system. For a non-isolated system in isothermal conditions, spontaneous processes take place with a negative variation of free enthalpy AG where [Pg.33]

For a chemical reaction, the variation of enthalpy, entropy, and free enthalpy can be calculated from the particular values of reactants and products. If the values are considered at constant pressure of 1 atm., the standard values for the thermodynamic functions (noted °) will be obtained as follows  [Pg.33]

Because AG, AH, and AS are temperature dependent, they must be calculated at a certain temperature. Values of thermodynamic functions at 298.15° K (or 25° C) for many chemical compounds are tabulated. For a large number of organic compounds, the decomposition reactions at standard temperature of 25° C have negative values for the standard free enthalpy AG °. These reactions should, therefore, occur spontaneously. However, their reaction rates are in most cases slow enough (see Section 3.2) such that this assures the chemical stability of numerous organic [Pg.33]

As mentioned before, each term in the expression of the equation for free enthalpy depends on temperature. At lower temperatures, enthalpy will play a more important role. At higher temperatures, the entropy term T AS will be more important. For most chemical reactions, an equilibrium is attained at a certain temperature vi/hen AG = 0 due to the opposite contribution of products and reactants to the total value of AG. From the expression for AG we can write the following equation for equilibrium  [Pg.34]


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