Inverse Kinematics of a SCARA Manipulator | Robotics Engineering

Welcome to another important lecture in the Robotics Engineering Course 🤖📘 In this video, we will learn how to solve the Inverse Kinematics of a SCARA (Selective Compliance Assembly Robot Arm) Robot using a step-by-step geometric approach. Given the desired end-effector position, we will determine the required joint variables that allow the SCARA robot to reach that location. 📚 Topics Covered: ✅ Introduction to SCARA Robot Inverse Kinematics ✅ SCARA Robot Configuration (R-R-P-R) ✅ End-Effector Position Analysis ✅ Geometric Interpretation of Robot Motion ✅ Top-View Representation of SCARA Manipulator ✅ Derivation of Joint Angles θ₁ and θ₂ ✅ Calculation of Prismatic Joint Displacement d₃ ✅ Trigonometric Relationships in Robot Kinematics ✅ Position Equations of SCARA Robot ✅ Step-by-Step Inverse Kinematics Solution In this lecture, we derive the inverse kinematic equations of a SCARA robot and demonstrate how to compute the joint variables from a given end-effector position. This concept is widely used in industrial automation, pick-and-place operations, assembly systems, and robotic motion planning. 🎯 Perfect for: • Robotics Beginners • Mechanical & Robotics Engineering Students • Automation Enthusiasts • Students learning Robot Kinematics • Researchers working on Robot Manipulators • Industrial Robotics Learners 🚀 By the end of this video, you will be able to: ✔ Calculate θ₁ and θ₂ using geometric methods ✔ Determine the prismatic joint displacement d₃ ✔ Understand SCARA robot motion and positioning ✔ Solve inverse kinematics problems step-by-step 📌 Like, Share & Subscribe for more Robotics Engineering tutorials and lectures. 🔔 Follow the complete Robotics Engineering playlist for structured learning from basics to advanced robot kinematics. #Robotics #SCARARobot #InverseKinematics #RobotKinematics #RoboticsEngineering #RobotManipulator #IndustrialRobotics #Automation #MechanicalEngineering #MotionPlanning #RobotControl #EngineeringEducation #Mech2Robo #SCARAKinematics