Prosiectau fesul blwyddyn
Crynodeb
In this note, we consider a Robin-type traction problem for a linearly elastic body occupying an infinite periodically perforated domain. After proving the uniqueness of the solution we use periodic elastic layer potentials to show that the solution can be written as the sum of a single layer potential, a constant function and a linear function of the space variable. The density of the periodic single layer potential and the constant are identified as the unique solutions of a certain integral equation.
Iaith wreiddiol | Saesneg |
---|---|
Tudalennau (o-i) | 349-360 |
Nifer y tudalennau | 12 |
Cyfnodolyn | Transactions of A. Razmadze Mathematical Institute |
Cyfrol | 176 |
Rhif cyhoeddi | 3 |
Statws | Cyhoeddwyd - 31 Rhag 2022 |
Ôl bys
Gweld gwybodaeth am bynciau ymchwil 'Integral Equation Method for a Robin-Type Traction Problem in a Periodic Domain'. Gyda’i gilydd, maen nhw’n ffurfio ôl bys unigryw.-
EffectFact: Effective Factorisation techniques for matrix-functions: Developing theory, numerical methods and impactful applications
Mishuris, G. (Prif Ymchwilydd)
Horizon Discovery (United Kingdom)
01 Medi 2021 → 31 Awst 2025
Prosiect: Ymchwil a ariannwyd yn allanol
-
Wolfson Visiting Fellowship - Professor Victor Eremeyev
Mishuris, G. (Prif Ymchwilydd)
01 Gorff 2021 → 30 Meh 2023
Prosiect: Ymchwil a ariannwyd yn allanol
-
Ser Cymru IFA - Development of the tip element to account for singular physical fields near the crack tip and various propagation regimes.
Mishuris, G. (Prif Ymchwilydd)
01 Gorff 2020 → 30 Meh 2021
Prosiect: Ymchwil a ariannwyd yn allanol