See also: Kirchhoff
Gustav Robert Kirchhoff (1824-1887) was a German Physicien born the March 12th 1824 with Koenigsberg, Prussia (now Kaliningrad, Russia) and deceased with Berlin the October 17th 1887.
Kirchhoff also taught the mathematical theory of the elasticity, and for this reason, it attacked the difficult question of the deformation of the elastic plates. It specified the physical range of the solution of Navier, by calculating all the components of the field of deformation, like all the components of Contrainte. It noted that the traditional solution did not satisfy the boundary conditions in displacement for a plate of finished extent (supported or embedded), but indicated that the variation tends to be cancelled when the relative thickness of the plate tends towards 0.
It proposed a law for the thermal phenomenon of radiation in 1859, and deposited a patent in 1861.
It establishes that the spectral lines of the Lumière emitted by an incandescent body constitute a signature making it possible to identify this body. By thus observing the spectrum of solar light, it could recognize several chemical elements present on Ground. This new technique was to give a new dimension to the astronomical observation. With Bunsen, he discovered in 1860 thanks to the spectral Analyze, the Césium and the Rubidium, opening with the English Crookes, German Reich, Richter and with good of others, the way of the search for elements still unknown…
an incandescent hot object produces a continuous spectrum.
The existence of these discrete lines (i.e imposed by the fact that energy is quantified = takes values given) was explained later by the Modèle of Bohr, who has in particular development assistance of the quantum physics.
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