Chemistry > Thermodynamics and Thermochemistry > 17.0 Spontaneous Processes

  Thermodynamics and Thermochemistry
    1.0 Introduction to Thermodynamics
    2.0 Thermodynamic Processes
    3.0 Heat $(Q)$
    4.0 Work $(W)$
    5.0 Internal Energy
    6.0 Zeroth Law of Thermodynamic
    7.0 First Law of Thermodynamics
    8.0 Heat Capacity
    9.0 Enthalpy $(H)$ or Heat Content
    10.0 Significance of $?H$ and $?E$
    11.0 Relationship Between $?H$ and $?E$
    12.0 Standard Enthalpy of Reaction
    13.0 Law of Thermodynamics
    14.0 Bond Energy or Bond Enthalpies
    15.0 Second Law of Thermodynamic
    16.0 Entropy (S)
    17.0 Spontaneous Processes
    18.0 Free Energy (G)
    19.0 Enthalpy, Entropy, Free Energy Changes and The Nature of Process
    20.0 Standard Free Energy Change
    21.0 Coupled Reactions
    22.0 Third Law of Thermodynamic
    23.0 Important Facts

17.1 Some Important Points Related to Spontaneous Changes
(i) These changes occur only in single direction. They do not occur in opposite direction by themselves. For example. water does not flow itself from lower to the upper level.

(ii) Work can be done by a spontaneous change.

For example; The motion of a piston by an expansion of gas, rotation of a wheel when water falls on it from some height, etc.

(iii) For a spontaneous change for an isolated system.
$$\Delta S = Positive$$

(iv) When it is not an isolated system
$$\Delta {S_{(Surrounding)}} = \frac{{q\left( {Reversible} \right)}}{T}$$

For a Reversible process
$$\Delta {S_{\left( {system} \right)}} + \Delta {S_{\left( {Surrounding} \right)}} = \frac{{q\left( {\operatorname{Re} versible} \right)}}{T} + \frac{{q\left( {\operatorname{Re} versible} \right)}}{T} = 0$$

For Non-reversible process
$$\Delta {S_{\left( {Total} \right)}} = \frac{{q\left( {\operatorname{Re} versible} \right)}}{T} - \frac{{q\left( {\operatorname{Re} versible} \right)}}{T} > 0$$

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