The Mathematical Structure of Classical and Relativistic Physics (Modeling and Simulation in Science, Engineering and Technology) Sep 07, by Enzo. Enzo Tonti is on Facebook. Join Facebook to connect with Enzo Tonti and others you may know. Facebook gives people the power to share and makes the. The Mathematical Structure of Classical and Relativistic Physics: A General Classification Diagram. Enzo Tonti. from: $ Top of Page. My Account ยท Billing.

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Tonti diagram

The second version associates the space elements endowed with inner orientation with the time elements endowed with outer orientation and vice versa. The diagram shows three phenomenological equations: Amazon Inspire Digital Educational Resources. The algebraic-topological structure of physical theories E Tonti Tnti, similarity and group theoretic methods in mechanics, It may require cleanup to comply with Wikipedia’s content policies, particularly neutral point of view.

Back cover copy The theories describing seemingly unrelated areas of physics have surprising analogies that have aroused the curiosity of scientists and motivated efforts to identify reasons for their existence.


Amazon Advertising Find, attract, and engage customers. By the term “time elements” we intend time instants and time intervalswhich are denoted I and T respectively. High to Low Avg.

Enzo Tonti – Google Scholar Citations

Once more we can assign them the orientation induced by the primal time instants, as shown in Fig. A major contributor to this article appears to have a close connection with its subject. Every density is obtained by dividing a global variable by the extension of the associated space element. The fundamental problem of a field is finding the configuration of the field at every time instant, given the spatial distribution and the intensity of its sources which is to say: Displacement and impulse are associated with time intervals, while momentum and position vector are associated with instants.

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Review quote From the book reviews: This is called outer orientation of the dual time intervals. At first glance, the notions of inner and outer orientation of a time element may appear strange, certainly unusual. The left column includes those physical variables associated with the primal cell complex, whose elements are endowed with inner orientation: The space-time diagrams show clearly which phenomenological equations describe irreversible phenomena: The reason for analogies between physical theories E Tonti Applied Mathematical Modelling 1 1, Only 1 left in stock more on the way.


Product details Format Paperback pages Dimensions tinti x The term space-global variables refers to all physical variables that are not densities of other variables. International Conference on Variational Principles in Engineering, 1. Furthermore, if one considers that each space element and each time element can be endowed with two orientations, inner and outer, we must combine the 4×2 oriented space elements with the 2×2 oriented time elements, thus obtaining 32 possible space-time combinations.

Lastly all potentials e. In this association the measuring process must be taken into account, because temperature is referred to an instant but its measurement involves a time interval – the one needed to reach thermal equilibrium. This gives what I regard as a very important distinction among vector quantities.

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Variational formulation for every nonlinear problem E Tonti International Journal of Engineering Science 22, Primal complex, inner orientation: Doing so, we see that the inner orientation of each element of the primal complex induces an outer orientation on the corresponding element of the dual complex.

Last modified: January 2, 2020