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The optimization purposes to determine the optimal link and platform masses in order to minimize the electrical energy consumed by the actuators subject to the kinematic, geometric and dynamic constraints.
Its solution yields the optimal link capacities as well as the optimal product flows so that demand at the medical facilities is satisfied.
A study by America's Federal Railroad Administration presented to Congress last year talks of a "sweet spot", a range of inter-city journeys of 240-800km, for which maglevs could provide the optimal link.
In this paper, we address a novel yet general discrete network design problem formulation that aims to determine the optimal new link addition and their optimal capacities simultaneously, which answers the questions on whether a new link should be added or not, and if added, what should be the optimal link capacity.
In addition, we will examine the optimal link threshold that provides maximum lifetime.
Moreover, we report the optimal link flow generated by the proposed method.
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In addition, for the test problem with (b=40), the optimal link-flow (Flow) vector (hat{A}x^) and the toll charge (Charge) on the congested link (-lambda^) are listed in Table 4.
Based on the offline exhaustive search, the desired optimal link adapting parameter set can therefore be acquired under a given value as (20).
Cruz and Santhanam [3] have addressed the problem of finding an optimal link scheduling and power control policy while minimizing total average power consumption.
In each cluster, redundant communication links with little contribution to network stability and slight influences on delay variation are deleted to satisfy the requirements for stability and connectivity by means of optimal link resources, and, also, the idea of logical weight is introduced to select the optimal satellites used to communicate with neighboring cluster satellites.
Using the concept of reserve capacity of signal-controlled junctions, the problem of finding the maximum possible increase in travel demand and determining optimal link capacity expansions can be formulated as optimization programs.
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CEO of Professional Science Editing for Scientists @ prosciediting.com