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The existing methods are based on approximate analytical models applied in an unrealistically simplified geometry.
It is shown that recently developed analytical models, applied on different kinds of textile composites, could yield good results, while maintaining more flexibility, easy to apply and the less time consuming in comparing with numerical FE (Finite Element) models.
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This analytical model, applied to a 20-bay, orthogonal, tetrahedral, cantilevered truss structure, is used to determine the transient response when subjected to a unit impulse.
Numerical experimentation with the proposed analytical model applied to an IEEE 802.16-based wireless link demonstrates the effectiveness of the proposed queue-aware LA (QAWLA) mechanism in a wide variety of scenarios including cases where the channel information is imperfect.
Moreover, the proposed analytical model applies also to other vehicle spatial distributions, provided that the average inter-vehicle distance is fixed.
The insights obtained from our analytical model apply to more general settings, including the cases where the service durations follow log-normal distributions and the appointment intervals are optimized.
Mass point analytical models were applied.
Theoretical error budgeting and analytical models were applied to a mechanical design with an isolated metrology frame and high-resolution actuation with feedback.
Analytical models are applied to predict the critical pressures for the cell-to-stacking-fault transition and the onset of twinning as a function of grain-size and stacking-fault energy (through the addition of tungsten).
The analytical model is applied to the performance evaluation of the uplink nrtPS traffic in the IEEE 802.16-based network.
Experimental work and analytical modelling were applied to study the elastic-viscoplastic behaviour of a Japanese granite rock.
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