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    Quick Facts

    Medium Of InstructionsMode Of LearningMode Of Delivery
    EnglishSelf StudyVideo and Text Based

    Courses and Certificate Fees

    Fees InformationsCertificate AvailabilityCertificate Providing Authority
    INR 1000yesAhmedabad University

    The Syllabus

    • Rigid body and coordinate systems, position and orientation, rotation matrices and their properties, Euler angles, quaternions, homogeneous transformation matrices and their properties, examples

    • Linear and angular velocity of a rigid body, skew symmetric angular velocity matrix, space fixed and body fixed angular velocity, linear and angular acceleration, Coriolis/centripetal acceleration, velocities and accelerations in terms of Euler angles/quaternions, examples

    • Joints in multi-body systems, joint variables, Degree-of-freedom and constraints due to a joint and in multi-body systems, holonomic and non-holonomic constraints, velocity and acceleration of rigid bodies in a multi-body system, alternate system of coordinates and resulting constraints, examples

    • Mass and inertia of a rigid body, Properties of inertia matrix, external forces and moments acting on a rigid body -- gravity, friction, actuator torque/forces, angular momentum – example of spinning top and gyroscope.

    • Free-body diagram, Newton-Euler formulation and equations of motion, Introduction to recursive formulations, examples.

    • Equations of motion using Lagrangian formulation – rolling of a thin disk in 3D, two link robot and 4-bar mechanism, solution of equations of motion in Matlab, comparison between Newton-Euler and Lagrangian formulation.

    • Modeling and simulation of multi-body systems using computer tools, examples using Simscape.

    • Linearization of equations of motion, state space formulation, state variables, solution of state equations

    • Stability, controllability and observability in SISO systems, examples

    • Root locus and Bode plots, relationships between classical and state space approaches

    • Design of controllers using state space and root locus.

    • Case studies in modeling and control – planar robot, pendulum on a cart, stabilization using gyroscope etc.

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