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In this paper, a simplified calculus model for the prediction of the compressive response of RC column footing with a square cross-section is presented.
PMMA has been studied by dynamic mechanical spectrometry and the experimental data have been compared with the fractional calculus model proposed.
In this article, we firstly construct a service-performance network calculus model which is triggered by time.
Lastly, we compare the simulation results with the network calculus results based on network calculus model and simulation model.
We present a service-performance network calculus model, which is triggered by time, and obtain the upper deterministic boundary of the delay.
In [ 11], Cardelli et al give a stochastic π calculus model of the Rho GTP-binding proteins, which is based on the ordinary differential equations model of [ 10].
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In [ 33], Curti et al apply the ideas presented in [ 34] to the π calculus models of biological systems where the causality information on the modeled system is retrieved by labeling the syntax tree of the process expressions.
The calculus models are validated experimentally by strain gauge measurements and by using the digital image correlation method.
In order to make this understanding operational and testable it can be recorded into formal process calculus models.
Nonlinear stochastic dynamics, computational stochastic mechanics, uncertainty quantification methodologies, signal processing techniques, fractional calculus modeling, energy harvesting, nanomechanics, reliability assessment of complex dynamical systems.
Specific theoretical research themes include nonlinear stochastic dynamics and path integrals, fractional calculus modeling, computational stochastic mechanics, uncertainty quantification methodologies, and signal processing techniques.
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