30 lines
1.6 KiB
TeX
30 lines
1.6 KiB
TeX
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% Halaman Abstract
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% @author Andreas Febrian
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% @version 1.00
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\chapter*{\textit{Summary} }
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% \vspace*{0.2cm}
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% \noindent \begin{tabular}{l l p{11.0cm}}
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% Name&: & \penulis \\
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% Program&: & \program \\
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% Title&: & \judulInggris \\
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% \end{tabular} \\
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% \vspace*{0.5cm}
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\textbf{ \penulis},\textit{ \EnGelar \ \EnJurusan \ \EnFakultas , \EnFakultas \ \EnNamaUni , \bulanTahun , \textit{\judulInggris}, }
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\textit{Academic Supervisor} : \pembimbingSatu and \pembimbingDua.
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% \noindent % \todo{Write your abstract here.}\\
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\textit{ Formation control is a research topic of multi-robot control, where a group of robots can reach a certain formation and defend it when moving in the desired direction. One of the developments is distance-based where formation goals achieved using the distance between each other only. Many developments are using a simple model and need further development into a realistic model. When applying distance-based, there is a problem in the initial condition, namely that the robot cannot find the coordinates of its neighbors when using only distance. In this work, the cosine algorithm was developed as a solution to the initial conditions which are inspired by a simple triangle formula and need only two steps to find the coordinates. From simulation experiment results, distance-based formation control using three holonomic robot models and the application of the cosine algorithm takes an average of 6.5 seconds to find the coordinates of its neighbors.}
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% \vspace*{0.2cm}
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% \noindent
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Keywords:Formation Control, Multi-robot, Cosine Algorithm, Mobile Robot.\\
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% \noindent \todo{Write up keywords about your report here.}
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\newpage |