Conservation and Innovation : Helmholtz's Struggle with Energy ...
Conservation and Innovation : Helmholtz's Struggle with Energy ...
Conservation and Innovation : Helmholtz's Struggle with Energy ...
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Volta's contact tensions in fact are not equivalent to a certain quantity of "force":<br />
they do not produce an electrical imbalance but instead originate from an<br />
electrical imbalance. For a correct interpretation of the processes it is necessary<br />
to restrict the contact law to first class conductors (metals) <strong>and</strong> realise that the<br />
second class conductors conduct only by means of an electrolytic process. Thus a<br />
contact force can be interpreted in terms of attractive <strong>and</strong> repulsive forces of the<br />
two metals which remove electrical charges of the contact area from one metal<br />
to the other. Equilibrium is reached when an electrical particle in the passage<br />
from one metal to the other does not acquire or lose living force, that is, when<br />
the variation of living force from one metal to the other is compensated by an<br />
identical variation of tension forces independently of the shape <strong>and</strong> dimension of<br />
the contact surfaces <strong>and</strong> in agreement <strong>with</strong> the galvanic series of tensions.<br />
Once more, conservation of force based on central forces gave a conceptual<br />
explicative framework. But the case was different <strong>with</strong> the long analysis of<br />
galvanic currents.<br />
<strong>Conservation</strong> of force is applied to batteries not producing polarisation,<br />
producing polarisation but not chemical decomposition <strong>and</strong> producing both. Here,<br />
as enthusiastically remarked by Helm 207, conservation is applied in the nonmechanical<br />
sense, as equivalence of numerical effects <strong>with</strong>out a reinterpretation<br />
in terms of living <strong>and</strong> tension forces. The first case, batteries <strong>with</strong>out polarisation,<br />
is the only one for which we have precise laws, experimentally corroborated.<br />
Through the laws of Ohm, Lenz <strong>and</strong> Joule, Helmholtz gave the amount of heat<br />
that must be generated in the circuit to have conservation of "energy". This heat<br />
has to be equivalent to the chemical heat that would be developed <strong>with</strong>out<br />
electrical effects <strong>and</strong> the result is that the electromotive forces of the two metals<br />
be proportional to the difference of the heat developed through their oxidation<br />
<strong>and</strong> through their combination <strong>with</strong> acids.<br />
The case of polarisation <strong>and</strong> of polarisation <strong>with</strong> chemical decomposition is<br />
discussed in detail but only in a qualitative way, i.e. not only <strong>with</strong>out the<br />
application of the conceptual scheme, but even <strong>with</strong>out quantitative indications,<br />
for the lack of reliable empirical data 208.<br />
Joule is quoted again, for his experiments intended to show the equivalence of<br />
chemical <strong>and</strong> electrical heat 209. But again his results <strong>and</strong> methods are criticised<br />
207 Helm Energetik P.44.<br />
208 Helmholtz Erhaltung Pp.51-6<br />
209 Joule Phil Mag XIX 1841 P.275; XX 1843 P.204; Helmholtz Erhaltung P.56.