1,669 research outputs found

    Global existence for two regularized MHD models in three space-dimension

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    The global existence of solutions for the 3D incompressible Euler equations is a major open problem. For the 3D inviscid MHD system, the global existence is an open problem as well. Our main concern in this paper is to understand which kind of regularization, of the form of alpha-regularization or partial viscous regularization, is capable to provide the global in time solvability for the 3D inviscid MHD system of equations. We consider two different regularized magnetohydrodynamic models for an incompressible fluid. In both cases, we provide a global existence result for the solution of the system

    Appendix – Supplemental material for The Public Service Motivated Volunteer: Devoting Time or Effort?

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    Supplemental material, Appendix for The Public Service Motivated Volunteer: Devoting Time or Effort? by Joyce Costello, Fabian Homberg and Davide Secchi in Nonprofit and Voluntary Sector Quarterly</p

    Global Existence and Finite Dimensional Global Attractor for a 3D Double Viscous MHD-alpha Model

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    We consider a magnetohydrodynamic-α model with kinematic viscosity and magnetic diffusivity for an incompressible fluid in a three-dimensional periodic box (torus). Similar models are useful to study the turbulent behavior of fluids in presence of a magnetic field because of the current impossibility to handle non-regularized systems neither analytically nor via numerical simulations. We prove the existence of a global solution and a global attractor. Moreover, we provide an upper bound for the Hausdorff and the fractal dimension of the attractor. This bound can be interpreted in terms of degrees of freedom of the system. In some sense, this result provides an intermediate bound between the number of degrees of freedom for the simplified Bardina model and the Navier–Stokes-α equation

    Organizational Cognition:The Theory of Social Organizing

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    Organizational cognition edited by Davide Secchi, Rasmus Gahrn-Anderse

    Organizational Cognition:The Theory of Social Organizing

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    Organizational cognition edited by Davide Secchi, Rasmus Gahrn-Anderse

    Supplemental Material, sj-pdf-1-gem-10.1177_03063070211038922 - Organizational structure and organizational learning: The moderating role of organizational defensive routines

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    Supplemental Material, sj-pdf-1-gem-10.1177_03063070211038922 for Organizational structure and organizational learning: The moderating role of organizational defensive routines by Yumei Yang, Davide Secchi and Fabian Homberg in Journal of General Management</p
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