Zobrazeno 1 - 10
of 175
pro vyhledávání: '"Jolly, Michael A."'
Autor:
Hoang, Luan, Jolly, Michael S.
We enable a theory of intrinsic asymptotic expansions for the steady state solutions of the full Navier-Stokes equations. Such a theory was first developed in Foias et al (2024 Commun. Pure Appl. Anal. 23, 269-303) for Galerkin approximations. To ove
Externí odkaz:
http://arxiv.org/abs/2402.13346
Autor:
Jolly, Michael S., Wirosoetisno, Djoko
We consider the behaviour of a passive tracer $\theta$ governed by $\partial_t\theta + u\cdot\nabla\theta = \Delta\theta + g$ in two space dimensions with prescribed smooth random incompressible velocity $u(x,t)$ and source $g(x)$. In 1959, Batchelor
Externí odkaz:
http://arxiv.org/abs/2312.12662
We examine how stationary solutions to Galerkin approximations of the Navier--Stokes equations behave in the limit as the Grashof number $G$ tends to $\infty$. An appropriate scaling is used to place the Grashof number as a new coefficient of the non
Externí odkaz:
http://arxiv.org/abs/2308.15649
We introduce a localized version of the nudging data assimilation algorithm for the periodic 2D Navier-Stokes equations in which observations are confined (i.e., localized) to a window that moves across the entire domain along a predetermined path at
Externí odkaz:
http://arxiv.org/abs/2210.11282
Autor:
Jolly, Michael S., Pakzad, Ali
The efficacy of a nudging data assimilation algorithm using higher order finite element interpolating operators is studied. Numerical experiments are presented for the 2D Navier-Stokes equations in two cases: shear flow in an annulus and a forced flo
Externí odkaz:
http://arxiv.org/abs/2108.03631
We analyze continuous data assimilation by nudging for the 3D Ladyzhenskaya equations. The analysis provides conditions on the spatial resolution of the observed data that guarantee synchronization to the reference solution associated with the observ
Externí odkaz:
http://arxiv.org/abs/2108.03513
This paper studies a family of generalized surface quasi-geostrophic (SQG) equations for an active scalar $\theta$ on the whole plane whose velocities have been mildly regularized, for instance, logarithmically. The well-posedness of these regularize
Externí odkaz:
http://arxiv.org/abs/2105.08203
This paper studies the dissipative generalized surface quasi-geostrophic equations in a supercritical regime where the order of the dissipation is small relative to order of the velocity, and the velocities are less regular than the advected scalar b
Externí odkaz:
http://arxiv.org/abs/2101.07228
Autor:
Abramowitz, Steve, Al-Hakim, Ramsey, Almeida, Jose, Avgerinos, Efthymios, Bashir, Riyaz, Binkert, Cristoph, Bismuth, Jean, Bjarnason, Haroldur, Black, Stephen, Chaer, Rabih, Comerota, Tony, Davies, Alun, de Graaf, Rick, DeRubertis, Brian, Desai, Kush, Dexter, David, Dillavou, Ellen, Dumantepe, Mert, Elias, Steve, Fastabend, Carl, Gagne, Paul, Garcia, Mark, Gasparis, Tony, George, Jon, Gibson, Kathy, Gillespie, David, Gohel, Manjit, Guimaraes, Marcelo, Henke, Peter, Hernandez, Diego, Hofmann, Lawrence, Hsu, Wan-hsien, Jalaie, Houman, Jolly, Michael, Kabnick, Lowell, Karunanithy, Narayan, Kaufmann, John, Khaja, Minhaj, Kokkosis, Angela, Kolli, Kanti, Kolluri, Raghu, Kuo, Will, Labropoulos, Nicos, Lessne, Mark, Leung, Daniel, Lichtenberg, Michael, Lim, Chung, Lohr, Joann, Lurie, Fedor, Machan, Lindsay, Malhotra, Rahul, Marston, William, McLafferty, Robert, Meissner, Mark, Mendes, Bobby, Muck, Pat, Murphy, Erin, O'Sullivan, Gerry, Ozsvath, Kathleen, Pappas, Peter, Patel, Parag, Pena, Consantino, Ramirez-Ortega, Marta, Razavi, Mahmood, Rooke, Thom, Ross, Charles, Rundback, John, Sadek, Michael, Saha, Prakash, Saleem, Taimur, Silver, Mitchell, Sista, Akhi, Spencer, Brooke, Sterling, Keith, Streif, Michael, Sudheendra, Deepak, Thorpe, Patti, Ting, Windsor, Tosenovsky, Patrik, Tripathi, Ramesh, van Laanen, Jorinde, Varcoe, Ramon, Villalba, Laurentia, Wang, Jeff, Weinberg, Mitchell, Wigham, Andrew, Wilton, Emma, Winokur, Ron, Yako, Hiroyoshi, Black, Stephen A., Fleck, Bruce, Hofmann, Lawrence V.
Publikováno v:
In European Journal of Vascular & Endovascular Surgery February 2024 67(2):341-350
Autor:
Amin, Amit, Nagendran, Krisha, Veerina, Kalyan, Murphy, Erin, Elias, Steve, Gifford, Edward, Rundback, John, Charlton-Ouw, Kristopher, Yoho, Jason, Ting, Windsor, Ferris, Brian, Gibson, Kathleen, Patel, Parag J., Krasinski, Zbigniew, Abromowitz, Steven, Kassab, Elias, Kondur, Ashok Kumar, Kasula, Srikanth, Androas, Edward, Ayad, Michael, Khan, Muhammad Akram, Huff, Christopher, Jolly, Michael, Silver, Mitch, Beasley, Robert, Ross, Charles, Khalsa, Bhavraj, Kuo, William, Bannazadeh, Mohsen, Gasparis, Antonios, Gupta, Ashish, Oszkinis, Grzegorz, Chaer, Rabith, Razavi, Mahmood, Lichtenberg, Michael, Desai, Kush, Dexter, David, Soukas, Peter, Shammas, Nicolas, Lodha, Ankur, Gagne, Paul, Nordell, Anna, Kolluri, Raghu, Garcia, Mark
Publikováno v:
In Journal of Vascular Surgery: Venous and Lymphatic Disorders October 2024