Under the mentorship of Prof. Vijay Bhaskar Semwal, this ambitious project addresses the inverse kinematics challenge for a 3-Link Planar Robot Manipulator. The goal was to adeptly convert the end-effector's position in the Cartesian space into a corresponding set of joint angles.
Once the model is trained, it takes in coordinates and orientation of points on the desired trajectory within the Cartesian space. Utilizing a neural network, it then determines the joint parameters to position the end effector accurately along the specified trajectory
These methods become inadequate when the exact geometry is indeterminate. This project introduces a groundbreaking solution by harnessing neural networks to deduce the inverse kinematics transformation. It presents a resilient alternative when traditional techniques are unfeasible or fall short in precisionTraditional solutions for the inverse kinematics problem rely heavily on manipulator geometry.
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A work by Anuj Shah