updated README.md
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@ -6,22 +6,22 @@ Python implementation of mpc controller for path tracking.
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The MPC is a model predictive path following controller which does follow a predefined reference path Xref and Yref by solving an optimization problem. The resulting optimization problem is shown in the following equation:
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![](img/quicklatex1.gif)
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![](img/quicklatex1.png)
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The vehicle dynamics are described by the differential drive model:
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![](img/quicklatex2.gif)
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![](img/quicklatex2.png)
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The state variables of the model are:
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* $x$ coordinate of the robot
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* $y$ coordinate of the robot
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* $\theta$ heading of the robot
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* **x** coordinate of the robot
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* **y** coordinate of the robot
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* **theta** heading of the robot
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The inputs of the model are:
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* $v$ linear velocity of the robot
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* $w$ angular velocity of the robot
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* **v** linear velocity of the robot
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* **w** angular velocity of the robot
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## Demo
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14
README.md
14
README.md
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@ -6,22 +6,22 @@ Python implementation of mpc controller for path tracking.
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The MPC is a model predictive path following controller which does follow a predefined reference path Xref and Yref by solving an optimization problem. The resulting optimization problem is shown in the following equation:
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![](img/quicklatex1.gif)
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![](img/quicklatex1.png)
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The vehicle dynamics are described by the differential drive model:
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![](img/quicklatex2.gif)
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![](img/quicklatex2.png)
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The state variables of the model are:
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* $x$ coordinate of the robot
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* $y$ coordinate of the robot
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* $\theta$ heading of the robot
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* **x** coordinate of the robot
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* **y** coordinate of the robot
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* **theta** heading of the robot
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The inputs of the model are:
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* $v$ linear velocity of the robot
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* $w$ angular velocity of the robot
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* **v** linear velocity of the robot
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* **w** angular velocity of the robot
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## Demo
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