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{
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"label": "Compile thesis",
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"type": "shell",
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"command": "latexmk -pdf thesis.tex article.tex && latexmk -pdf -c thesis.tex article.tex"
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%-----------------------------------------------------------------------------%
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%-----------------------------------------------------------------------------%
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\section{Latar Belakang}
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\section{Latar Belakang}
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%-----------------------------------------------------------------------------%
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%-----------------------------------------------------------------------------%
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Kendali formasi adalah topik penelitian kendali multi-robot untuk memecahkan permasalahan koordinasi pergerakan (\kutip{Parker2003}).
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Kendali formasi adalah topik penelitian kendali multi-robot untuk memecahkan permasalahan koordinasi pergerakan (\kutipLs{Parker2003}).
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Kendali formasi bertujuan untuk mengendalikan sekelompok robot dalam mencapai formasi tertentu
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Kendali formasi bertujuan untuk mengendalikan sekelompok robot dalam mencapai formasi tertentu
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dan dapat mempertahankan formasi tersebut ketika bermanuver menuju arah yang diinginkan.
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dan dapat mempertahankan formasi tersebut ketika bermanuver menuju arah yang diinginkan.
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Pengembangan kendali formasi dilakukan dari sisi algoritma strategi (\kutip{Guanghua2013}).
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Pengembangan kendali formasi dilakukan dari sisi algoritma strategi (\kutipLs{Guanghua2013}).
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Seperti pengembangan yang dilakukan oleh \kutip{6889491} menggunakan strategi \textit{leader-follower}.
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Seperti pengembangan yang dilakukan oleh \kutip{6889491} menggunakan strategi \textit{leader-follower}.
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Strateginya adalah ditentukan salah satu dari sekolompok robot untuk dijadikan pemimpin.
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Strateginya adalah ditentukan salah satu dari sekolompok robot untuk dijadikan pemimpin.
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Lalu menggunakan informasi pemimpin, robot lainnya bergerak mencapai formasi yang dinginkan.
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Lalu menggunakan informasi pemimpin, robot lainnya bergerak mencapai formasi yang dinginkan.
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@ -21,7 +21,7 @@ Lalu tingkah laku robot tersebut dikendalikan menggunakan metode \textit{Fuzzy-L
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Pengembangan setrategi juga dilakukan oleh \kutip{YOSHIOKA20085149} menggunakan strategi struktur virtual,
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Pengembangan setrategi juga dilakukan oleh \kutip{YOSHIOKA20085149} menggunakan strategi struktur virtual,
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dimana sekelompok robot diformasikan dan dimodelkan menjadi satu kesatuan robot lalu robot bekerja untuk mencapai formasi tersebut.
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dimana sekelompok robot diformasikan dan dimodelkan menjadi satu kesatuan robot lalu robot bekerja untuk mencapai formasi tersebut.
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Secara garis besar kendali formasi dikategorikan menjadi 3 bagian (\kutip{OH2015424}),
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Secara garis besar kendali formasi dikategorikan menjadi 3 bagian (\kutipLs{OH2015424}),
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yaitu berdasarkan posisi, perpindahan, dan jarak.
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yaitu berdasarkan posisi, perpindahan, dan jarak.
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Ketiga bagian tersebut tertuju pada jawaban dari pertanyaan, "variable apa yang digunakan
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Ketiga bagian tersebut tertuju pada jawaban dari pertanyaan, "variable apa yang digunakan
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sebagai sensor" dan "variable apa yang aktif dikendalikan oleh sistem multi-robot untuk
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sebagai sensor" dan "variable apa yang aktif dikendalikan oleh sistem multi-robot untuk
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@ -27,7 +27,7 @@ Agar robot bergerak kesegala arah, ketiga aktuator harus dikendalikan untuk meng
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\caption{}
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\caption{}
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% \label{fig:adnr1}
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% \label{fig:adnr1}
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\end{subfigure}
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\end{subfigure}
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\caption{(a) Geometri Robot (\kutip{CORREIA20127}) (b) Grafik Gaya Robot}
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\caption{(a) Geometri Robot (\kutipLs{CORREIA20127}) (b) Grafik Gaya Robot}
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\end{figure}
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\end{figure}
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Kinematika robot dapat dirumuskan menjadi
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Kinematika robot dapat dirumuskan menjadi
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@ -67,7 +67,7 @@ $F_w = \begin{bmatrix} F_{w1} & F_{w2} & F_{w3} \end{bmatrix}^T$
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F_R & = AF_w \label{eq:gaya_robot}
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F_R & = AF_w \label{eq:gaya_robot}
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\end{align}
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\end{align}
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Dalam kasus robot, \textit{power} yang dihasilkan oleh setiap roda sama dengan \textit{power} dari robot itu sendiri
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Dalam kasus robot, \textit{power} yang dihasilkan oleh setiap roda sama dengan \textit{power} dari robot itu sendiri
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(\kutip{Hacene2019}).
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(\kutipLs{Hacene2019}).
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Dengan menggunakan persamaan~\eqref{eq:gaya_robot} akan menghasilkan persamaan kinematika robot menggunakan 3 roda
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Dengan menggunakan persamaan~\eqref{eq:gaya_robot} akan menghasilkan persamaan kinematika robot menggunakan 3 roda
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\textit{omniwheel} \begin{align}
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\textit{omniwheel} \begin{align}
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P_{w} & = P_{R} \nonumber \\
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P_{w} & = P_{R} \nonumber \\
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@ -358,7 +358,7 @@ Untuk diterapkan dalam komputer, dapat mengikuti algoritme~\ref{algo:eEuler}.
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\begin{figure}
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\begin{figure}
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\centering
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\centering
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\includegraphics[scale=.5]{BAB2/img/equler_explicit.png}
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\includegraphics[scale=.5]{BAB2/img/equler_explicit.png}
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\caption[]{Area stabilitas metode explicit euler(\kutip{Fabien2009}).}
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\caption[]{Area stabilitas metode explicit euler(\kutipLs{Fabien2009}).}
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\label{fig:explicit_euler}
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\label{fig:explicit_euler}
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\end{figure}
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\end{figure}
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Properti dari stabilitas metode Euler dapat diperoleh dengan mendefinisikan persamaan differensial secara general $\dot{x}=\alpha x$,dimana $\alpha$ adalah bilangan complex
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Properti dari stabilitas metode Euler dapat diperoleh dengan mendefinisikan persamaan differensial secara general $\dot{x}=\alpha x$,dimana $\alpha$ adalah bilangan complex
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% informasi mengenai fakultas dan program studi
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% informasi mengenai fakultas dan program studi
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\bo{
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\bo{
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FAKULTAS \Fakultas\\
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FAKULTAS \Fakultas\\
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TEKNIK {\Jurusan} KONSENTRASI TEKNIK \\ \Program \\
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\Kota \\
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\Kota \\
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\section{Introduction}
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\section{Methods}
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John & Doe & $7.5$ \\
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\section{Discussion}
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A statement requiring citation \cite{Figueredo:2009dg}.
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% REFERENCE LIST
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Figueredo, A.~J. and Wolf, P. S.~A. (2009).
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\newblock Assortative pairing and life history strategy - a cross-cultural
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study.
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\newblock {\em Human Nature}, 20:317--330.
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\Var{\Judul}{Kendali Formasi Berdasarkan Jarak Menggunakan Algoritma Cosinus Pada Mobile Robot}
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\Var{\Judul}{Kendali Formasi Berdasarkan Jarak Menggunakan Algoritma Cosinus Pada Mobile Robot}
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%
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%
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% Tulis kembali judul laporan namun dengan bahasa Ingris
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\var{\judulInggris}{Formation Control Purely Distance-Based Using Cosinus Algoritm For 2nd-Orde System}
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\var{\judulInggris}{Formation Control Distance-Based Using Cosinus Algoritm For Multi Mobile-Robot}
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Reference in New Issue