نتایج جستجو برای: side weir
تعداد نتایج: 211673 فیلتر نتایج به سال:
In this paper, Antczak’s -approximation approach is used to prove the equivalence between optima of multiobjective programming problems and the -saddle points of the associated -approximated vector optimisation problems. We introduce an -Lagrange function for a constructed -approximated vector optimisation problem and present some modified -saddle point results. Furthermore, we construct an -ap...
We present a platform for parallelized manipulations of individual polarizable micron-scale particles (i.e., microparticles) that combines negative dielectrophoretic forcing with the passive capture of hydrodynamic weir-based trapping. Our work enables manipulations using ejection- andor exclusion-based methods. In ejection operations, we unload targeted weirs by displacing microparticles from ...
Considering a general vector optimization problem, we attach to it two new vector duals by means of perturbation theory. These vector duals are constructed with the help of the recent Wolfe and Mond-Weir scalar duals for general optimization problems proposed by R.I. Boţ and S.-M. Grad, by exploiting an idea due to W. Breckner and I. Kolumbán. Constrained and unconstrained vector optimization p...
The piano key (PK) weir has advanced over the labyrinth to increase discharge capacity. Piano weirs exhibit nonlinear flow behavior and are easy place on existing spillway or newly constructed dam with less base area. Various investigators given equations calculate coefficient for free submerged conditions. study focuses reviewing impacts of PK geometry coefficient, including length height, ups...
مقدمه. مطالعات گذشته نشان داده اند که ناحیه قاعده ای جانبی آمیگدال در بی دردی ناشی از کانابینوئید ها نقش دارد. همچنین ثابت شده که هسته اکومبنس و گیرنده های دوپامینرژیک آن نقش بسیار مهمی در تعدیل رفتار های درد در مدل های حیوانی دارند. از طرفی، نشان داده شده است که فیبر های گلوتاماترژیک ناحیه قاعده ای جانبی آمیگدال با هسته اکومبنس ارتباط نورونی دارند. در این مطالعه نقش گیرنده های گلوتاماترژیک و د...
In this paper we consider a multiobjective optimization problem, and we prove Mond-Weir duality results under second-and higher-order conditions of the objective and constraint functions.
Orifice-weir structures are being used to reduce peak drainage rates and to store water during the growing season in poorly drained pine plantations. Earlier studies have demonstrated their effectiveness in reducing drainage outflows while conserving water during the growing season. This study reports on criteria and preliminary guidelines for designing such structures. The guidelines were deve...
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