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In the Beginning was Information

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continually shifts in order to avoid external forces (e. g. temperature,pressure, concentration of <strong>the</strong> reactionary partner).Example: <strong>In</strong> <strong>the</strong> case of a reaction linked with a change in volume(e. g. <strong>the</strong> decomposition of ammonia: 2 NH 3 ⇔ N 2 + 3 H 2 )an increase in pressure must lead to a reduction in turnover.Accordingly <strong>the</strong> turnover of a reaction involving a reduction involume is increased through an increase in pressure: in <strong>the</strong> caseof ammonia syn<strong>the</strong>sis N 2 + 3 H 2 ⇔ 2NH 3 , <strong>the</strong> equilibrium isshifted under <strong>the</strong> high pressure towards NH 3 . Taking this resultinto account, <strong>the</strong> Haber-Bosch procedure of ammonia syn<strong>the</strong>sisis carried out under high pressure.The principle also says that under additional heat influx, inexo<strong>the</strong>rmic reactions <strong>the</strong> equilibrium shifts towards <strong>the</strong> originalsubstances and in endo<strong>the</strong>rmic reactions towards <strong>the</strong> producedsubstances. The Le Chatelier principle applies not only toreversible chemical reactions but equally to reversible physicalprocesses, such as evaporation or crystallisation.e) The Principle of Least Motion: Hine recognised a law of naturewhich helps us to predict chemical reactions. The principlemaintains that <strong>the</strong> reactions which involve <strong>the</strong> least changes toatom compositions and electron configurations are <strong>the</strong> morelikely to happen. Thus, using this principle, it is possible to predictwhy, in <strong>the</strong> Birch reduction of aromatic connections 1,4dienes and not 1,3 dienes are produced. Dienes or diolefines areunsaturated aliphatic and cycloaliphatic hydrocarbons whichcontain molecules with double bonds.Note: <strong>In</strong> <strong>the</strong> first two examples (a and b) it <strong>was</strong> possible toexpress <strong>the</strong> verbal statements in ma<strong>the</strong>matical equations.a) The rotary direction of a whirlpool can be derived frommechanics (Coriolis force).b) <strong>In</strong> 1873 <strong>the</strong> English physicist James Clerk Maxwell (1831-1879) found a ma<strong>the</strong>matical description (“A Treatise on Electricityand Magnetism”) which <strong>the</strong> German physicist HeinrichHertz (1857 – 1894) in 1890 expressed in <strong>the</strong> first and secondMaxwell equations which are still used today.c) As a result of <strong>the</strong> observations in conjunction with <strong>the</strong> Pauliprinciple, later a ma<strong>the</strong>matical deduction of <strong>the</strong> principle using<strong>the</strong> wave function of an electron became possible. These reasonsare based on <strong>the</strong> validity of <strong>the</strong> wave function. However<strong>the</strong> law itself is still usually formulated verbally.130

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