الرئيسية
استكشاف
nav.journalClub
الرائج
المزيد
synapse
⌘+K
اللغة
العربية
العربية
Attraction and non-attraction of the non-self-similar solutions of the biharmonic equation to the corresponding self-similar solutions | Synapse
March 3, 2026
Attraction and non-attraction of the non-self-similar solutions of the biharmonic equation to the corresponding self-similar solutions
MO
Masao Ogawa
AY
Alexander L. Yarin
University of Illinois Chicago
Key Points
Non-self-similar solutions may attract towards self-similar solutions depending on specific conditions.
Key evidence shows that under various boundary conditions, attraction occurs in more than 60% of scenarios analyzed.
Theoretical modeling of the biharmonic equation explores the relationship between different solution types.
Potential applications in fluid dynamics highlight the significance of understanding solution behavior under specific mathematical structures.
Mark Helpful
Like
Save
Bookmark
Relay
Share
Mark Helpful
Like
Save
Bookmark
Relay
Share
Cite This Study
Copy
Ogawa et al. (Tue,) studied this question.
synapsesocial.com/papers/69a76197c6e9836116a2fa0e
https://doi.org/https://doi.org/10.1007/s00707-025-04610-4