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1836 Andriveau Goujon Comparative Mountains and Rivers Chart

MountainsRivers-andriveau-1836
$500.00
Tableau Comparatif et Figure de La Hauteur des Principales Montagnes et du Cours des Principaux Fleuves due Monde. - Main View
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1836 Andriveau Goujon Comparative Mountains and Rivers Chart

MountainsRivers-andriveau-1836

The finest 19th century Comparative Mountains and Rivers Chart.

Title


Tableau Comparatif et Figure de La Hauteur des Principales Montagnes et du Cours des Principaux Fleuves due Monde.
  1836 (dated)     22 x 35 in (55.88 x 88.9 cm)

Description


This is Andriveau and Goujon's 1838 comparative mountains and rivers chart. This extraordinary chart is considered the highest expression of the mountains and rivers convention as developed in the 19th century. No mountains and rivers chart before or after presents such a vast, detailed, and beautifully rendered tableau. Though roughly based upon Bulla's 1826 Tableau Comparatif, Andriveau and Goujon here develop the comparative mountains and rivers chart considerably by adding numerous topographical and geological notations, updating the older chart with regard to new information, redrawing the waterfalls section, incorporating textual data to either side of the chart proper, and adding a sub sea level element. Even the ballooning feat of Gay-Lussac who attained an altitude of 7000 meters in 1808 is noted.

The comparative mountains section, occupying the lower right half of this chart, details the principle mountains of the world. Ranges are color coded to show different types of vegetation and numerically reference tables to the left and right of the chart proper. The elevation of a number of important cities including Paris, Rome, London, Geneva, Mexico, Bogota, and Quito, among others, is noted. There are also extensive notations on vegetation, volcanic activity, and lichen, much of which is no doubt influenced by Humboldt. The Himalayan peak Dhaulagiri is identified as the world's greatest mountain. A waterfall chart occupies the extreme bottom right with the Pyrenean waterfall of Gavarnie identified as the world's highest.

The upper left portion of this chart is dominated by the world's greatest rivers. Andriveau and Goujon attempt not only to express the lengths of the various rivers, but also details regarding their course and sources. All along each river important lakes, cities, directions, and distance measurements are noted. Here the Amazon is identified as the world's greatest river at 1507 km, followed by the Mississippi at 1687 km. The Nile comes up a sad third at 1611 km even though its full length had yet to be explored.

This is a rare opportunity to own one of the finest comparative mountains and rivers charts to appear in the 19th century.

Cartographer


Eugène Andriveau-Goujon (1832 - 1897) was a map publisher and cartographer active in 19th century Paris. The firm was created in 1825 when Eugène Andriveau married the daughter of map publisher Jean Goujon - thus creating Andriveau-Goujon. Maps by Andriveau-Goujon are often confusing to identify as they can be alternately singed J. Goujon, J. Andriveau, J. Andriveau-Goujon, E. Andriveau-Goujon, or simply Andriveau-Goujon. This refers to the multiple generations of the Andriveau-Goujon dynasty and the tendency to republish older material without updating the imprint. The earliest maps to have the Andriveau-Goujon imprint were released by Jean Andriveau-Goujon. He passed the business to his son Gilbert-Gabriel Andriveau-Goujon, who in 1858 passed to his son, Eugène Andriveau-Goujon, under whose management the firm was most prolific. Andriveau-Goujon published numerous fine pocket maps and atlases throughout the 19th century and often worked with other prominent French cartographers of the time such as Brue and Levasseur. The firm's stock was acquired by M. Barrère in 1892. More by this mapmaker...

Condition


Very good. Backed on linen. Original centerfold. Minor flattened crease at right hand side of chart. Blank on verso.

References


OCLC 953572390. Walter, John A., The Heights of Mountains and the Lengths of Rivers.