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Sphere on Spiral Stairs
Sphere on Spiral Stairs

Research Topics

This project is a multi-disciplinary research project that involves computer science theory, programming, engineering design, operation test, fluid dynamics, kenematics analysis, VLSI design, stress test, etc. 

We have a team of engineering students that are enthusathimic, highly motivated and skillful, collaborative on the cutting edge research of multiple drone design and artificial intelligence applications.

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Key Research Topics 

Quadcopter Dynamics, Control and Simulation

A quadrotor helicopter (quadcopter) is a helicopter which has four equally spaced rotors, usually arranged at the corners of a square body. With four independent rotors, the need for a swashplate mechanism is alleviated. The swashplate mechanism was needed to allow the helicopter to utilize more degrees of freedom, but the same level of control can be obtained by adding two more rotors.

Quadcopter control is a fundamentally difficult and interesting problem. With six degrees of freedom (three translational and three rotational) and only four independent inputs (rotor speeds), quadcopters are severely underactuated. In order to achieve six degrees of freedom, rotational and translational motion are coupled. The resulting dynamics are highly nonlinear, especially after accounting for the complicated aerodynamic effects. Finally, unlike ground vehicles, helicopters have very little friction to prevent their motion, so they must provide their own damping in order to stop moving and remain stable. Together, these factors create a very interesting control problem.

Control Synthesis

To synthesize a control policy and maximize probability
that an LTL specification is satisfied in unknown stochastic environments, we adopt a framework of MDP reinforcement learning model of the environment. Starting from synthsizing an LTL specification on the MDP is to synthesize a policy of a B¨uchi objective on the product MDP. We need to design a reward scheme, and show that the memoryless policy optimizing this reward, also optimizes the satisfaction probability of the B¨uchi objective (and thus the initial LTL specification).

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