A Lecture on the Perpetual Motion. ...
Title | A Lecture on the Perpetual Motion. ... PDF eBook |
Author | William Kenrick |
Publisher | |
Pages | 122 |
Release | 1771 |
Genre | Perpetual motion |
ISBN |
Perpetual Motion; An Ancient Mystery Solved?
Title | Perpetual Motion; An Ancient Mystery Solved? PDF eBook |
Author | John Collins |
Publisher | Lulu.com |
Pages | 227 |
Release | 2006-02-01 |
Genre | Social Science |
ISBN | 141167636X |
A study of the life and work of Johann Bessler (aka Orffyreus)who claimed that he had perfected a Perpetual Motion machine in 1712. The evidence for his claims is examined and proof of his sincerity is discussed. The previously unknown existence of a coded message is revealed and described and the possible way in which the machine was constructed is examined.
Perpetual Motion
Title | Perpetual Motion PDF eBook |
Author | Percy Verance (pseud.) |
Publisher | |
Pages | 376 |
Release | 1916 |
Genre | Perpetual motion |
ISBN |
The Year Book, of Daily Recreation & Information
Title | The Year Book, of Daily Recreation & Information PDF eBook |
Author | William Hone |
Publisher | |
Pages | 874 |
Release | 1832 |
Genre | |
ISBN |
The Year Book of Daily Recreation and Information
Title | The Year Book of Daily Recreation and Information PDF eBook |
Author | William Hone |
Publisher | |
Pages | 852 |
Release | 1832 |
Genre | Almanacs, English |
ISBN |
Perpetuum Mobile; or, search for self-motive power during the 17th, 18th and 19 Centuries
Title | Perpetuum Mobile; or, search for self-motive power during the 17th, 18th and 19 Centuries PDF eBook |
Author | Henry Dircks |
Publisher | |
Pages | 620 |
Release | 1861 |
Genre | |
ISBN |
The Elements of Continuum Mechanics
Title | The Elements of Continuum Mechanics PDF eBook |
Author | C. Truesdell |
Publisher | Springer Science & Business Media |
Pages | 284 |
Release | 2012-12-06 |
Genre | Science |
ISBN | 3642649769 |
The lectures here reported were first delivered in August and September, 1965, for the Department of Mechanical and Aerospace Engi neering at syracuse University, New York under the sponsorship of the New York State Science and Technology Foundation. Lectures 1-6 and 22-23 are revised from a version prepared by Professor Kin N. Tong on the basis of a transcription of the lectures, kindly provided by Professor S. Eskinazi. The remainder of th~ text has been written out afresh from my own notes. Much of the same ground was covered in my lectures to the Austra lian Mathematical Society's Summer Research Institute at Melbourne in January and February, 1966, and for the parts affected the text conforms to this latter presentation. I am grateful to Professors C.-C. Wang and K. N. Tong for criticism of the manuscript. These lectures constitute a course, not a treatise. Names are attached to theorems justly, to the best of my knowledge, but are not intended to replace a history of the subject or references to the sources.