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Timestamp:
06/08/13 21:47:40 (12 years ago)
Author:
wojtekp
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papers/SMPaT-2012_DCWoRMS
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  • papers/SMPaT-2012_DCWoRMS/elsarticle-DCWoRMS.aux

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    122123\@writefile{lot}{\contentsline {table}{\numberline {9}{\ignorespaces  Comparison of energy usage estimations [kWh] obtained for investigated power consumption models. R - Random, R+NPM - Random + node power management, EO - Energy optimization, EO+NPM - Energy optimization + node power management, R+LF - Random + lowest frequency}}{29}} 
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  • papers/SMPaT-2012_DCWoRMS/elsarticle-DCWoRMS.tex

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    533533This model refers to the Application specific approach presented in Section~\ref{sec:power}. Power usage was defined using the equation presented in \ref{eq:model}. 
    534534 
    535 Table~\ref{nodeBasePowerUsage} and Table~\ref{appPowerUsage} contain values of $P_{cpubase}$ and $P_{app}$, respectively, obtained for the particular application and resource architectures. Lack of the corresponding value means that the application did not run on the given type of node. 
     535Table~\ref{nodeBasePowerUsage} and Table~\ref{appPowerUsage} contain values of $P_{cpubase}$ and $P_{app}$, respectively, obtained for the particular application and resource architectures. Lack of the corresponding value means that the application did not run on the given type of node. $c$ constant was found and equal to 1.12. 
    536536\begin {table}[h!] 
    537537\centering 
     
    729729 
    730730\paragraph{Static} 
    731 TODO 
     731With each node power state, understood as a possible operating state (p-state), we associated a power consumption value that derives from the averaged values of measurements obtained for different types of application. Therefore, the current power usage of the node, can be expressed as:  
     732\begin{equation} 
     733P = P_{idle} + P_{f} \label{eq:modelStatic} 
     734\end{equation} 
     735 
     736where $P$ denotes power consumed by the node, $P_{idle}$ is a power usage of node in idle state and $P_{f}$ stands for power usage of CPU operating at the given frequency level. 
    732737 
    733738\paragraph{Dynamic} 
     
    741746 
    742747\paragraph{Application} 
    743 TODO 
     748The applied model followed the equation (\ref{eq:model}) and used the data presented in Section \ref{sec:models}. 
    744749 
    745750Table \ref{modelsResults} contains the results obtained for all examined models for five resource management strategies presented in the previous section, while Table \ref{modelsAccuracy} summarize their accuracy. 
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