Stanley Humphries, Jr., Field Solutions on Computers (New York: CRC Press, 1998)
This title covers digital calculation and representation of magnetic and electric fields, as well as their analysis and numerical modelling. The programming element is kept to a minimum and the focus is on the algorithms and functions that derive field forms and solutions.
Edward M. Purcell, Electricity and Magnetism (United States: McGraw-Hill, 1985)
A broad study of the physics behind magnetic fields, focusing on the interrelation between magnetic fields and electrical current, as well as the formation of various fields around circuitry. The publications includes a lot of scientific data as well as more practical formulas and methods.
Terence W Barrett, Topological Foundations of Electromagnetism (Singapore: World Scientific, 2008)
Studying the surfaces generated by electromagnetic fields in regards to their topology, such as their deformation and manipulation. Geometrically complex, this book covers in depth the magnetic elements in a scientific context as well as their geometric principles.
Warren B. Chestion, Elementary Theory of Electric and Magnetic Fields (New York: John Wiley & Sons, 1964)
Early study into the the theoretical background of magnetism and electricity, intensely scientific and filled with algebraic physics equations that could be useful. Includes detailed and specific explorations of various electromagnetic phenomena.
Peter Nicholson, Principles of Architecture (Oxford: J Barfield, 1809)
De-constructive geometric studies into form and their places in architecture and ornamentation. Parabolic structures, circular derivations and spiral forms as well as radials and projections are all studied broadly, with further details expanded upon through their application in architectural practice.
Giuseppa Di Cristina, Architecture and Science (Chichester : Wiley Academy, 2001)
Intersection study between the clinical and precise world of measurements and observation and the creative and refined artistic elements of the architectural form. Illustrative of the various overlaps and interrelationships between the scientific world and the world we build.
No comments:
Post a Comment