49 research outputs found

    On the Challenges and Opportunities of Smart Meters in Smart Homes and Smart Grids

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    Nowadays, electricity companies have started applying smart grid intheir systems rather than the conventional electrical grid (manualgrid). Smart grid produces an efficient and effective energy managementand control, reduces the cost of production, saves energy and it is morereliable compared to the conventional grid. As an advanced energy meter,smart meters can measure the power consumption as well as monitor andcontrol electrical devices. Smart meters have been adopted in manycountries since the 2000s as they provide economic, social andenvironmental benefits for multiple stakeholders. The design of smartmeter can be customized depending on the customer and the utilitycompany needs. There are different sensors and devices supported bydedicated communication infrastructure which can be utilized toimplement smart meters. This paper presents a study of the challengesassociated with smart meters, smart homes and smart grids as an effortto highlight opportunities for emerging research and industrialsolutions

    A unified approach to combinatorial key predistribution schemes for sensor networks

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    There have been numerous recent proposals for key predistribution schemes for wireless sensor networks based on various types of combinatorial structures such as designs and codes. Many of these schemes have very similar properties and are analysed in a similar manner. We seek to provide a unified framework to study these kinds of schemes. To do so, we define a new, general class of designs, termed “partially balanced t-designs”, that is sufficiently general that it encompasses almost all of the designs that have been proposed for combinatorial key predistribution schemes. However, this new class of designs still has sufficient structure that we are able to derive general formulas for the metrics of the resulting key predistribution schemes. These metrics can be evaluated for a particular scheme simply by substituting appropriate parameters of the underlying combinatorial structure into our general formulas. We also compare various classes of schemes based on different designs, and point out that some existing proposed schemes are in fact identical, even though their descriptions may seem different. We believe that our general framework should facilitate the analysis of proposals for combinatorial key predistribution schemes and their comparison with existing schemes, and also allow researchers to easily evaluate which scheme or schemes present the best combination of performance metrics for a given application scenario
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