We now come to a long awaited book by A. N. Matveev. Sometime back we had seen his Mechanics and Theory of Relativity. In this post we will see Electricity and Magnetism. This book is a part of 5 book course by A. N. Matveev.
This course reflects the present level of advancement in science and takes into account the changes in the general physics curriculum.
About the book:
This course mainly aims at the description of the experimental substantiation of the theory of electromagnetism and the formulation of the theory in the local form, i.e. in the form of relations between physical quantities at the same point in space and time. In most cases, these relations are expressed in the form of differential equations. However, it is not the differential form but the local nature which is important. Consequently, the end product of the course are Maxwell ‘s equations obtained as a result of generalization and mathematical formulation of experimentally established regularities. Consequently, the analysis is mainly based on induction. This, however, does not exclude the application of the deductive method but rather presumes the combination of the two methods of analysis in accordance with the principles of scientific perception of physical laws.
The book was translated from the Russian by Ram Wadhwa and Natalia Deineko. The book was first published by Mir Publishers in 1986.
Many thanks to Vikram V. for making this book available.
Note: Original cover was not available in hi-res, so I made a new one. Also, unlike many other of Matveev books in this series (for example in Optics) this version of the book does not have “coloured text headings”, it might be possible some other version of this book has them. We will see Optics by Matveev sometime in future as I have a physical copy. The other two remaining volumes, namely Molecular Physics and Atomic Physics (even rarer, as supposedly only ~ 300 copies were printed in English) are as elusive as they get. If anyone has access to these please give a life back to these books.
PDF | OCR | 600 dpi | Bookmarked | Paginated | Cover | 450 Pages| 42.3 (38.3 Zipped) MB
You can get the book here and here.








