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A PROPOSAL FOR MOTOLOGY AND MOTOGRAPHY


On this founding occasion for NMERL, we propose the new paradigm of motology, stemming from our firm conviction that the study of motors must be extended much further than has been conventionally accepted in the past. While motology clearly must be built on a theoretical foundation consisting of the physics of electric motors, our new proposal is based on the presumption that the application and principles of motors are inherently connected to human activities. In Euclidean geometry, a basic postulate of plane and space is that a rigid object (figure) can be picked up and moved while preserving both its shape and size. Picking up and moving such objects is a very natural human activity in the physical world. In the same way, the electric motor, a product of our industrial society, can be seen as a tool designed for the same purpose. When we look on motors as meeting such a basic human need, we realize that motor design should of necessity engage the entire spectrum of engineering and scientific disciplines.
To give one example, the science involved in the technology to diagnose the motors interior (utilizing electromagnetic wave analysis, acoustic analysis, vibration analysis, thermal/fluid analysis and optoelectronics) would comprise one aspect of motology. When the results of such analytic and diagnostic techniques are visually displayed on a computer monitor, we can coin another term for the technology involved-motography.
Our choice of the expression motography is suggested by tomography, which comes from the Greek word tomos meaning section and graphy. Tomography is the study of the reconstruction of two- and three-dimensional objects from one-dimensional slices (computed tomography is a radiographic technique used in modern medical diagnosis, in which a three-dimensional image of a body structure is constructed by computer from a series of plane cross-sectional images). The mathematical foundation for tomography is provided by the Radon transform, which was introduced in 1917 by Johann Radon. In like manner, but without necessarily being confined by mathematical rigour, the Radon transform may provide valuable insights for motography, which may also draw from the latest developments in engineering theory and practice. Indeed, it is our conviction at NMERL that motography will prove to be an essential tool for the systems analysis and design of motors in our new age.



Radon Transforms
 
Johann Radon (1887-1956)



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