Elliptipcarr6IV2011.htm

Systme du QuŽbŽcium.

Tableau elliptique des ŽlŽments de Pierre Carrier

Pierre Carrier, UniversitŽ du Minnesota

6IV2011

RŽsumŽ. Ceci dĠaprs le site de Pierre Carrier 2005-2010. RŽf. 1.


 


Trad.a/sPD (LĠauteur du prŽsent tableau est le Prof. Pierre Demers.

Remarque. Voici une page web que jĠai dŽveloppŽe pendant un sŽjour en Allemagne afin  de comprendre le tableau elliptique des ŽlŽments du Prof. Demers.

JĠai crŽŽ qui suit un instrument didactique dĠapprentissage allant de Hydrogne 1 ˆ ƒlŽment 120 qui aidera ˆ comprendre la structure du tableau.

LĠapproche du Prof. Pierre Demers est la plus logique que je connaisse, mme sĠil existe dĠautres tables similaires spiralŽes.

Les Lanthano•des et les Actino•des sĠinsrent naturellement dans la structure, tandis que dans les tableaux conventionnels, on les fait surgir inopinŽment exemple le Tableau Moderne basŽ sur celui de Mendeleev.

De plus, les exceptions sont rŽparties ˆ la pŽriphŽrie de la structure elliptique de ce tableau ce qui ds lors contribue ˆ dŽfinir une rŽgion de stabilitŽ : lĠŽpine dorsale des ŽlŽments stables du tableau (i.e., lĠaxe principal de lĠellipse.

Quant aux semi-conducteurs, comme les IV, ou par exemple les III-V, ou encore les II-VII , il est facile de les repŽrer parmi les carrŽs. Les III-V sĠopposent aux II-VI et ont des aspects Žquivalents dans le tableau.

LĠinstrument didactique dĠapprentissage crŽŽ par moi aide ˆ expŽrimenter sensuellement le schŽma en spirales opposŽes du tableau elliptique. CĠest comme a, essayez-le !  it

LĠauteur du tableau est le Prof. Pierre Demers)

NDLR. Le regrettŽ Prof. Camille Sandorfy le disait bien Ç ce tableau me fait rŽflŽchir È.

Prof. Pierre Demers, author of the table

Remark: This is a web page I developed while in Germany for understanding the elliptic table of elements of Prof. Demers. I created the following didactic learning tool, from Hydrogen to element 120 to help understand the structure of this table. The approach of Prof. Pierre Demers is the most logical I know, although other spiral like tables exists as well; google it. The Lanthanoids and Actinoids are naturally inserted in the structure, while in standard periodic tables the Lanthanoids and Actinoids pop out from the Modern table based on Mendeliev table. Also, the exceptions are distributed at the periphery of this elliptic table structure and therefore help define a stable region: the spinal cord of this table elements (i.e., the principal axis of the ellipse). Semiconductors, like the IV, or for instance the III-V, or the II-VII can also easily be extracted on squares. The III-V's oppose to the II-VI's and have equivalent aspect in the table. The didactic learning tool I created helps feel the opposite spiral-like pattern of the elliptic table. Well, just try it.


The author of the table is Prof. Pierre Demers.

...


RŽfŽrence 1. Pierre Carrier 2005-2010

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