AbstractThis paper describes the method for stabilizing and trajectory tracking of Self Erecting Single Inverted Pendulum (SESIP) using Linear Quadratic Regulator (LQR). A robust LQR is proposed in this paper not only to stabilize the pendulum in upright position but also to make the cart system to track the given reference signal even in the presence of disturbance. The control scheme of pendulum system consists of two controllers such as swing up controller and stabilizing controller. The main focus of this work is on the design of stabilizing controller which can accommodate the disturbance present in the system in the form of wind force. An optimal LQR controller with well tuned weighting matrices is implemented to stabilize the pendulu...
This article describes the method of stabilizing and tracking the trajectory of the inverted pendulu...
The Cart Inverted Pendulum System (CIPS) has been considered among the most classical and difficult ...
A pendulum which has its center of mass above its pivot point, is an inverted pendulum. Inverted pen...
AbstractThis paper describes the method for stabilizing and trajectory tracking of Self Erecting Sin...
In this paper modeling of an inverted pendulum is done using Euler – Lagrange energy equation for st...
This paper presents the dynamic behaviour of a nonlinear single link inverted pendulum-on-cart syste...
The system of a cart inverted pendulum has many problems such as nonlinearity, complexity, unstable,...
An inverted pendulum is a multivariable, unstable, nonlinear system that is used as a yardstick in c...
The inverted pendulum represents a challenging control problem. Since, inverted pendulum is inherent...
The inverted pendulum is a classic problem in dynamics and control theory and is widely used as a be...
This study aims at designing a controller that can stabilize a single inverted pendulum system using...
This paper presents method of controller design for an inverted pendulum system via two close loops....
The objective of this project is to control and stabilize an Inverted Pendulum (IP) Cart System by c...
The inverted pendulum is a non-linear control problem permanently tending towards instability. The m...
Abstract—In this paper, a model is described for a system consisting of an inverted pendulum attache...
This article describes the method of stabilizing and tracking the trajectory of the inverted pendulu...
The Cart Inverted Pendulum System (CIPS) has been considered among the most classical and difficult ...
A pendulum which has its center of mass above its pivot point, is an inverted pendulum. Inverted pen...
AbstractThis paper describes the method for stabilizing and trajectory tracking of Self Erecting Sin...
In this paper modeling of an inverted pendulum is done using Euler – Lagrange energy equation for st...
This paper presents the dynamic behaviour of a nonlinear single link inverted pendulum-on-cart syste...
The system of a cart inverted pendulum has many problems such as nonlinearity, complexity, unstable,...
An inverted pendulum is a multivariable, unstable, nonlinear system that is used as a yardstick in c...
The inverted pendulum represents a challenging control problem. Since, inverted pendulum is inherent...
The inverted pendulum is a classic problem in dynamics and control theory and is widely used as a be...
This study aims at designing a controller that can stabilize a single inverted pendulum system using...
This paper presents method of controller design for an inverted pendulum system via two close loops....
The objective of this project is to control and stabilize an Inverted Pendulum (IP) Cart System by c...
The inverted pendulum is a non-linear control problem permanently tending towards instability. The m...
Abstract—In this paper, a model is described for a system consisting of an inverted pendulum attache...
This article describes the method of stabilizing and tracking the trajectory of the inverted pendulu...
The Cart Inverted Pendulum System (CIPS) has been considered among the most classical and difficult ...
A pendulum which has its center of mass above its pivot point, is an inverted pendulum. Inverted pen...