Metallin musta maailma ja maskuliinisuuksien mallit
نویسندگان
چکیده
منابع مشابه
Development and Application of Generalized Musta Schemes
This paper is devoted to the construction of numerical fluxes for hyperbolic systems. We first present a GFORCE numerical flux, which is a weighted average of the Lax-Friedrichs and Lax-Wendroff fluxes. For the linear advection equation with constant coefficient, the new flux reduces identically to that of the Godunov first order upwind method. Then we incorporate GFORCE in the framework of the...
متن کاملMUSTA schemes for multi-dimensional hyperbolic systems: analysis and improvements
We develop and analyze an improved version of the Multi-Stage (MUSTA) approach to the construction of upwind Godunov-type fluxes whereby the solution of the Riemann problem, approximate or exact, is not required. The new MUSTA schemes improve upon the original schemes in terms of monotonicity properties, accuracy and stability in multiple space dimensions. We incorporate the MUSTA technology in...
متن کاملA MUSTA Scheme for a Nonconservative Two-Fluid Model
Abstract. We present a multi-stage centred scheme, of the kind proposed by Toro [Appl. Numer. Math. 56 (2006) 1464], for numerically resolving the simultaneous flow of two fluids through a transport pipeline. This model contains non-conservative terms in both the temporal and spatial derivatives, and an extension of the standard numerical framework for conservation laws is needed. In this paper...
متن کاملAbhava pratinidhi dravya: A comparative phytochemistry of Ativisha, Musta and related species
Authentic Ativisha (Aconitum heterophyllum) is a rare, endangered Himalayan species. Ayurveda classical texts of c. 15(th)-16(th) century, introduced "abhava-pratinidhi dravya" concept, wherein Ativisha was categorized as an abhava dravya (unavailable drug) and Musta (Cyperus rotundus) was suggested as a pratinidhi dravya (substitute) for it. C. rotundus is a weed, abundantly available pan-Indi...
متن کاملMonotonization of flux, entropy and numerical schemes for conservation laws
Using the concept of monotonization, families of two step and k-step finite volume schemes for scalar hyperbolic conservation laws are constructed and analyzed. These families contain the Force scheme and give an alternative to the Musta scheme. These schemes can be extended to systems of conservation law. Key-words: Finite volumes, finite differences, Riemann solvers, conservation laws, monoto...
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ژورنال
عنوان ژورنال: Elore
سال: 2013
ISSN: 1456-3010
DOI: 10.30666/elore.79111