
audiobook
by Rudolf Rothe
Anmerkungen zur Transkription
DARSTELLENDE GEOMETRIE DES GELÄNDES
VORWORT ZUR ERSTEN UND ZWEITEN AUFLAGE
INHALT
EINLEITUNG
I. GRUNDBEGRIFFE UND ELEMENTARE KONSTRUKTIONEN ÜBER KOTIERTE PROJEKTIONEN
II. ELEMENTARE ANWENDUNGEN
III. DARSTELLUNG DER GELÄNDEFLÄCHEN
IV. AUFGABEN UND ANWENDUNGEN
V. MASZBESTIMMUNGEN UND BEZIEHUNGEN ZUR ZEICHNERISCHEN ANALYSIS
The opening chapters guide the listener through the fundamentals of descriptive geometry as it applies to natural terrain. By introducing the method of cotated projections, the author shows how a three‑dimensional landscape can be flattened onto a plane without losing essential depth information. These early sections set a clear mathematical foundation for the practical techniques that follow.
In the heart of the work, a series of worked‑out examples demonstrates how to construct accurate plan and profile views of hills, valleys and man‑made structures. Accompanied by more than a hundred detailed figures, each explanation walks the ear through the drawing process step by step, making the abstract symbols feel concrete. The treatment bridges pure geometry with its uses in surveying, civil engineering and architecture, inviting listeners to see how theory becomes a tool for real‑world design.
The tone remains conversational yet rigorous, reflecting its origins as a university lecture series from the early twentieth century. Listeners will appreciate the historical perspective that highlights how these methods shaped modern mapping and construction. Even without a visual guide, the clear verbal descriptions allow the mind to picture the geometric constructions vividly.
Full title
Darstellende Geometrie des Geländes und verwandte Anwendungen der Methode der kotierten Projektionen und verwandte Anwendungen der Methode der kotierten Projektionen
Language
de
Duration
~3 hours (176K characters)
Publisher of text edition
Project Gutenberg
Credits
Produced by The Online Distributed Proofreading Team at http://www.pgdp.net
Release date
Oct 21, 2018
Rights
Public domain in the USA.

1873–1942
A German applied mathematician who moved with ease between geometry, analysis, and mathematical physics, he also helped preserve the work of earlier giants through careful editing and scholarship. His career was closely tied to Berlin’s scientific institutions in the first half of the twentieth century.
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