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A Treatise on Electricity and Magnetism
BooksWhale-Ausgabe auf Englisch von James Clerk Maxwell
A landmark scientific treatise on electricity, magnetism, fields, mathematics, and physical theory.
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A Treatise on Electricity and Magnetism
A Treatise on Electricity and Magnetism is James Clerk Maxwell’s foundational work unifying electrical and magnetic phenomena through mathematical theory. This English edition presents the public-domain text for focused study.
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Diese Ausgabe basiert auf einem gemeinfreien Text und wurde von BooksWhale für digitales Lesen vorbereitet.
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Warum diese Ausgabe geteilt werden kann
James Clerk Maxwell died in 1879, and A Treatise on Electricity and Magnetism was first published in 1873. These dates support the public-domain basis for the English source text used in this edition.
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A Treatise on Electricity and Magnetism
James Clerk Maxwell
VorschaukapitelPrefaceVorschau
The fact that certain bodies, after being rubbed, appear to attract other bodies, was known to the ancients. In modern times, a great variety of other phenomena have been observed, and have been found to be related to these phenomena of attraction. They have been classed under the name of Electric phenomena, amber, ἤλεκτρον , having been the substance in which they were first described.
Other bodies, particularly the loadstone, and pieces of iron and steel which have been subjected to certain processes, have also been long known to exhibit phenomena of action at a distance. These phenomena, with others related to them, were found to differ from the electric phenomena, and have been classed under the name of Magnetic phenomena, the loadstone, μάγνης , being found in the Thessalian Magnesia.
These two classes of phenomena have since been found to be related to each other, and the relations between the various phenomena of both classes, so far as they are known, constitute the science of Electromagnetism.
In the following Treatise I propose to describe the most important of these phenomena, to shew how they may be subjected to measurement, and to trace the mathematical connexions of the quantities measured. Having thus obtained the data for a mathematical theory of electromagnetism, and having shewn how this theory may be applied to the calculation of phenomena, I shall endeavour to place in as clear a light as I can the relations between the mathematical form of this theory and that of the fundamental science of Dynamics, in order that we may be in some degree prepared to determine the kind of dynamical phenomena among which we are to look for illustrations or explanations of the electromagnetic phenomena.
In describing the phenomena, I shall select those which most clearly illustrate the fundamental ideas of the theory, omitting others, or reserving them till the reader is more advanced.
The most important aspect of any phenomenon from a mathematical point of view is that of a measurable quantity. I shall therefore consider electrical phenomena chiefly with a view to their measurement, describing the methods of measurement, and defining the standards on which they depend.
In the application of mathematics to the calculation of electrical quantities, I shall endeavour in the first place to deduce the most general conclusions from the data at our disposal, and in the next place to apply the results to the simplest cases that can be chosen. I shall avoid, as much as I can, those questions which, though they have elicited the skill of mathematicians, have not enlarged our knowledge of science.
The internal relations of the different branches of the science which we have to study are more numerous and complex than those of any other science hitherto developed. Its external relations, on the one hand to dynamics, and on the other to heat, light, chemical action, and the constitution of bodies, seem to indicate the special importance of electrical science as an aid to the interpretation of nature.
It appears to me, therefore, that the study of electromagnetism in all its extent has now become of the first importance as a means of promoting the progress of science.
The mathematical laws of the different classes of phenomena have been to a great extent satisfactorily made out.
The connexions between the different classes of phenomena have also been investigated, and the probability of the rigorous exactness of the experimental laws has been greatly strengthened by a more extended knowledge of their relations to each other.
Finally, some progress has been made in the reduction of electromagnetism to a dynamical science, by shewing that no electromagnetic phenomenon is contradictory to the supposition that it depends on purely dynamical action.
What has been hitherto done, however, has by no means exhausted the field of electrical research. It has rather opened up that field, by pointing out subjects of enquiry, and furnishing us with means of investigation.
VorschaukapitelPreliminaryVorschau
ON THE MEASUREMENT OF QUANTITIES.
Inhaltsverzeichnis
In dieser Ausgabe
- 01Full text
- 02Preface
- 03Preliminary
- 041.]
- 0519.]
- 0620.]
- 0724.]
- 08Part Iii
- 09Chapter I
- 10371.]
- 11Chapter Ii
- 12395.]
- 13398.]
- 14399.]
- 15Chapter Iii
- 16407.]
- 17Chapter Iv
- 18424.]
- 19Part Iv
- 20Chapter Vi
- 21Chapter Vi
- 22Chapter Vi
- 23Chapter V
- 24431.]
- 25Chapter Vi
- 26442.]
- 27448.]
- 28Chapter Vii
- 29449.]
- 30Chapter Viii
- 31465.]
- 32Part Iv
- 33Chapter I
- 34475.]
- 35499.]
- 36Chapter Ii
- 37502.]
- 38Chapter Iii
- 39528.]
- 40530.]
- 41Chapter Iv
- 42546.]
- 43Chapter V
- 44553.]
- 45Chapter Vi
- 46568.]
- 47Chapter Vii
- 48Chapter Viii
- 49Chapter Vii
- 50Chapter Ix
- 51604.]
- 52Chapter X
- 53620.]
- 54626.]
- 55Chapter Xi
- 56630.]
- 57Chapter Xii
- 58668.]
- 59Chapter Xiii
- 60682.]
- 61692.]
- 62Chapter Xiv
- 63694.]
- 64Chapter Xv
- 65707.]
- 66713.]
- 67Chapter Xvi
- 68Chapter Xvii
- 69752.]
- 70753.]
- 71754.]
- 72Chapter Xviii
- 73758.]
- 74Chapter Xix
- 75768.]
- 76Chapter Xx
- 77781.]
- 78Chapter Xxi
- 79806.]
- 80Chapter Xxii
- 81Chapter Xxiii
- 82Index
- 83Index
- 84Part I
- 85Chapter I
- 8627.]
- 8728.]
- 8830.]
- 8931.]
- 9032.]
- 91Chapter Ii
- 9280.]
- 93Chapter Iii
- 9488.]
- 9589.]
- 9690.]
- 9791.]
- 98Chapter Iv
- 9995.]
- 10097.]
- 101101.]
- 102Chapter V
- 103Chapter Vi
- 104112.]
- 105Chapter Vii
- 106117.]
- 107Chapter Viii
- 108Chapter Ix
- 109Chapter X
- 110152.]
- 111Chapter Xi
- 112157.]
- 113Chapter Xii
- 114182.]
- 115Chapter Xiii
- 116221.]
- 117Preliminary
- 1181.]
- 11919.]
- 12020.]
- 12124.]
- 122Part I
- 123Chapter I
- 12427.]
- 12528.]
- 12630.]
- 12731.]
- 12832.]
- 129Part I
- 130Chapter I
- 13127.]
- 13228.]
- 13330.]
- 13431.]
- 13532.]
- 136Chapter Ii
- 13780.]
- 138Chapter Iii
- 13988.]
- 14089.]
- 14190.]
- 14291.]
- 143Chapter Iv
- 14495.]
- 14597.]
- 146101.]
- 147Chapter V
- 148Chapter Vi
- 149112.]
- 150Chapter Vii
- 151117.]
- 152Chapter Viii
- 153Chapter Ix
- 154Chapter X
- 155152.]
- 156Chapter Xi
- 157157.]
- 158Chapter Xii
- 159182.]
- 160Chapter Xiii
- 161221.]
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