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We have 28 nonlinear dynamics PhD Projects, Programmes & Scholarships PhD Projects, Programmes & Scholarships
nonlinear dynamics PhD Projects, Programmes & Scholarships PhD Projects, Programmes & Scholarships
We have 28 nonlinear dynamics PhD Projects, Programmes & Scholarships PhD Projects, Programmes & Scholarships
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Control of Nonlinear Engineering Systems
The real world is inherently nonlinear. Particularly in mechanical systems, these nonlinearities arise from one or more of the following reasons. Read more
Understanding Nonlinear Dynamics of Associative Polymers for Healthcare and Sustainable Applications: Computer Simulations and Mathematical Modelling
Introduction. Associative polymers are macromolecules containing associative groups, also called stickers, that undergo reversible association to physically cross link the polymers into transient networks. Read more
Optimal Energy Transfer in Nonlinear Systems
Supervisory Team: Daniil Yurchenko and Tim Waters. This is a unique project to study how energy transfer can be optimally performed between subsystems of a nonlinear system. Read more
PhD Studentship in Nonlinear Structural Dynamics
Applications are invited for a research studentship in the field of nonlinear structural dynamics, leading to the award of a PhD degree. Read more
A new approach to modelling complex human/robot movement dynamics using techniques from machine learning
Advances in sensing and communications have made it easy to obtain large sets of measurements about an entity, activity or event. Read more
Exact analysis of dynamics on networks using permutation group theory
Research Group:
School of Mathematics
Exact analysis of dynamics on networks using permutation group theory. Read more
Fractional-order modelling and control of soft robots
Soft robots are an emerging class of robots that are powered by muscle-like soft actuators. These actuators come in two popular types. Read more
Spacecraft Trajectory Optimisation
The University of Auckland is developing a research programme in low delta-v spacecraft trajectory optimisation. We are looking for a PhD candidate to continue work in this area and develop our existing algorithms. Read more
Interpretable and Reliable AI for Condition Monitoring of Industrial Systems
Advanced AI techniques, such as deep neural networks, are very useful for monitoring nonlinear dynamics of complex systems, however, there exists scepticism in industry about automated systems taking decisions, sometimes based on opaque criteria that negates human intuition. Read more
Fully Funded PhD Studentship: GREEN CDT Advanced Control System Design for Enhancing the Situational Awareness of Robotic Platforms in the Nuclear Environment
A fully-funded PhD studentship is available for an outstanding graduate with specific interest on robotics, control as well as image processing techniques. Read more
Fully Funded PhD Studentship: GREEN CDT Advanced Control System Design for Enhancing the Situational Awareness of Robotic Platforms in the Nuclear Environment
A fully-funded PhD studentship is available for an outstanding graduate with specific interest on robotics, control as well as image processing techniques. Read more
Ocean Mixing Parameterisation via Categorisation of Nonlinear Flow Structures - Project 1: Mathematical Model Development
One of the key challenges for large-scale climate models is to accurately parameterise the mixing which occurs in the oceans. Such mixing occurs at small-scales, well below the grid-resolution of the climate models, and consists of the turbulent exchange of heat and salt between neighbouring regions of fluid. Read more
Ocean Mixing Parameterisation via Categorisation of Nonlinear Flow Structures - Project 2: Experimental Validation
One of the key challenges for large-scale climate models is to accurately parameterise the mixing which occurs in the oceans. Such mixing occurs at small-scales, well below the grid-resolution of the climate models, and consists of the turbulent exchange of heat and salt between neighbouring regions of fluid. Read more
Asymptotic analysis of nonlinear electrohydrodynamic phenomena
The deformation of weakly conducting (“leaky dielectric” [1-3]) drops in an electric field is a classical problem going back to the seminal work of G. Read more
Computational Modelling and Control of Nonlinear and Fluidic Systems with Application to Immunology
Our laboratory specializes in the use of optimization-based methods to model, analyze and control uncertain, nonlinear and fluidic (PDE) systems. Read more
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