Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely:  focuses on the employment of analysis-suitable T-spline surfaces of arbitrary degree for performing structural analysis of fully nonlinear thin shells. Our aim is to bring closer a seamless and flexible integration of design and analysis for shell structures. The local refinement capability of T-splines together with the Kirchhoff–Love shell discretization, which does not use rotational degrees of freedom, leads to a highly efficient and accurate formulation. Trimmed NURBS surfaces, which are ubiquitous in CAD programs, cannot be directly applied in analysis, hover, T-splines can reparameterize these surfaces leading to analysis-suitable untrimmed T-spline representations.  consider various classical nonlinear benchmark problems where the cylindrical and spherical geometries are exactly represented and point loads are accurately captured through local hh-refinement. Taking advantage of the higher inter-element continuity of T-splines, smooth stress resultants are plotted without using projection methods. Finally,  construct various trimmed NURBS surfaces with Rhino, an industrial and general-purpose CAD program, convert them to T-spline surfaces, and directly use them in analysis.
['Hugo Casquero', 'Lei Liu', 'Yongjie Zhang', 'A. Reali', 'Josef Kiendl', 'Hector Gomez']
I am writing a research paper on a idea Arbitrary-degree T-splines for isogeometric analysis of fully nonlinear Kirchhoff–Love shells ☆
[{"from": "human", "value": "I am writing a research paper on a idea Arbitrary-degree T-splines for isogeometric analysis of fully nonlinear Kirchhoff\u2013Love shells \u2606"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely:  focuses on the employment of analysis-suitable T-spline surfaces of arbitrary degree for performing structural analysis of fully nonlinear thin shells. Our aim is to bring closer a seamless and flexible integration of design and analysis for shell structures. The local refinement capability of T-splines together with the Kirchhoff\u2013Love shell discretization, which does not use rotational degrees of freedom, leads to a highly efficient and accurate formulation. Trimmed NURBS surfaces, which are ubiquitous in CAD programs, cannot be directly applied in analysis, hover, T-splines can reparameterize these surfaces leading to analysis-suitable untrimmed T-spline representations.  consider various classical nonlinear benchmark problems where the cylindrical and spherical geometries are exactly represented and point loads are accurately captured through local hh-refinement. Taking advantage of the higher inter-element continuity of T-splines, smooth stress resultants are plotted without using projection methods. Finally,  construct various trimmed NURBS surfaces with Rhino, an industrial and general-purpose CAD program, convert them to T-spline surfaces, and directly use them in analysis."}]