研究開発におけるマルチフィジックスシミュレーションの具体例
マルチフィジックスモデリングとシミュレーションは, 産業界や学術界のさまざまな分野でイノベーションを推進しています. そのことは, 毎年 COMSOL Conference でエンジニア, 研究者, 科学者が発表する技術論文やポスターで紹介される数多くの活用事例からも明らかです. 以下にまとめられた最近の講演論文集から新たなアイデアやヒントを得たり, クイック検索ツールを使用して特定の発表を検索したり, アプリケーション分野, カンファレンスの開催年や開催地で絞り込んだりできます.
COMSOL Conference 2026 論文集を見る
This contribution aims to demonstrate a method of application of COMSOL Multiphysics®to solve a multi-scale problem whose essential feature is a kink with an unknown configuration. The search for its shape and details of its structure is the main task of the study. This task I studied ... 詳細を見る
Background: TTFields are being investigated for treatment of brain metastasis. Although vasogenic edema is the most common type of associated cerebral edema, other forms of edema might arise within the brain due to prior treatment or other confounding effects. Therefore, we seek to ... 詳細を見る
Our research group focuses on multi-physics biomechanics problems, some of which are not solvable using available modules. The PDE interfaces of COMSOL Multiphysics® simulation software, with their intuitive input syntax, have therefore become for us very valuable tools to advance ... 詳細を見る
In his seminal work, “A Chemical Basis for Morphogenesis,” Alan Turing proposed a mechanism for pattern formation in nature. Turing patterns occur in a broad range of natural systems, from desert vegetation to animal markings. Turing mechanisms have also been implicated in processes ... 詳細を見る
The dynamics of phase slip centers in a 1D model of superconducting wire was created based on the set of time-dependent Ginzburg-Landau equations (TDGL). The General Form PDE interface of COMSOL Multiphysics® simulation software was used. TDGL has successfully applied to this problem ... 詳細を見る
We present a numerical model using the Finite Element Method (FEM) with COMSOL Multiphysics® simulation software to characterize Beer-Lambert law. The Heat Transfer Module was used in the program developed to calculate absorption and propagation of heat wave phenomena in a material. ... 詳細を見る
An important attribute for numerical simulations is to provide accurate quantified solution values. Thus it is useful to find complex problems with analytic solutions to confirm the numerical results obtained from software. The well-known proximity effect causes a redistribution of ... 詳細を見る
INTRODUCTION: The Dirac equation is employed in particle physics and historically gave the first combined unification of quantum mechanics and relativity theory by introducing a four component wave function Ψn n=1…4. This wave function describes the behavior of fermion type particles (e ... 詳細を見る
