拉夫堡大学在研究强度（REF2014）方面是英格兰排名前十的大学，并且有资格提交给REF的拉夫堡学术人员中有66％的杰出工作被评为“世界领先”。或“国际一流”，而全国平均水平为43％。<br>在选择拉夫堡进行研究时，您将与该领域的领导者一起工作。您将受益于我们的全面支持和指导，包括量身定制的职业建议，以帮助您在研究和未来职业中取得成功。<br>项目详细信息：金属塑性变形的预测一直是数十年来的重要研究课题，其主要内容是正确理解位错运动是金属塑性流动的主要原因。最近，在准确解决晶体材料中位错的产生，演化和传播
Dispersionless integrable systems occur in a wide range of applications in various areas of pure and applied mathematics. In 21 dimensions, there exists an efficient approach to the classification of integrable systems of this kind based on the method of hydrodynamic reductions pioneered by the Loughborough group [1]. This method has lead to extensive classification results within particularly interesting classes revealing deep relations with generalised conformal geometry, theory of hypergeometric functions and modular forms [2-4].The goal of this project is twofold:1. Classification of dispersionless integrable systems in 21 dimensions with an emphasis on multi-component systems of hydrodynamic type.2. Reconstruction of dispersive deformations of dispersionless integrable systems based on the method of dispersive deformations of hydrodynamic reductions proposed in [5-6]. This programme is expected to lead to a new class of integrable soliton PDEs with remarkable properties and potential applications.