FINITE VOLUME SCHEMES IN

Tìm thấy 10,000 tài liệu liên quan tới từ khóa "FINITE VOLUME SCHEMES IN":

Numerical investigation of turbulent swirling flows through an abrupt expansion tube

Numerical investigation of turbulent swirling flows through an abrupt expansion tube

A numerical investigation of turbulent swirling flows through an abrupt expansion tube is reported. The TEFESS code, based on a staggered Finite Volume approach with the standard kε model and first-order numerical schemes built-in, was used to carry out all the computations. The code has been modifi[r]

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COLLECTED PAPERS, VOLUME 2 COLLECTION

COLLECTED PAPERS, VOLUME 2 COLLECTION

For example, ‘Carnivorous cows do not exist’ is a sentence that is neither false nor senseless; it presents no philosophical puzzle when used inappropriate circumstances—for example, to reassure a child who is afraida cow might eat him. But sentences of the form ‘x exists’ and ‘x does notexist’ tend[r]

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Bài giảng hồi sức cấp cứu.Dung tích của phổi Ventilator induced lung injury

BÀI GIẢNG HỒI SỨC CẤP CỨU.DUNG TÍCH CỦA PHỔI VENTILATOR INDUCED LUNG INJURY

Stretch Injury
Alters capillary transmural pressures
Changes in transmural pressure causes breaks in capillary endo and epithelium
Increases leak of proteinacious material
Promotes Atelectasis
Rodents ventilated with three modes:
High Pressure
(45 cmH2O), High Volume
Low Pressure (negative pressur[r]

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RAMIFICATION OF THE GAUSS MAP AND THE TOTAL CURVATURE OF A COMPLETE MINIMAL SURFACE

RAMIFICATION OF THE GAUSS MAP AND THE TOTAL CURVATURE OF A COMPLETE MINIMAL SURFACE

Abstract. In this article, we study the relations between the
ramifications of the Gauss map and the total curvature of a complete
minimal surface. More precisely, we introduce some conditions
on the ramifications of the Gauss map of a complete minimal
surface M to show that M has finite total curva[r]

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NON LINEAR FINITE ELEMENT ANALYSIS OF SOLIDS AND STRUCTURES

NON LINEAR FINITE ELEMENT ANALYSIS OF SOLIDS AND STRUCTURES

‘advanced topics’. The latter is now largely drafted so there should be no furtherchanges in plan!Some years back, I discussed the idea of writing a book on non-linear finite elementswith a colleague who was much better qualified than I to write such a book. Heargued that it was too fo[r]

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Approximation to the stationary distribution of information flows in a communication network

APPROXIMATION TO THE STATIONARY DISTRIBUTION OF INFORMATION FLOWS IN A COMMUNICATION NETWORK

... links in the network The links have finite transmission capacities which are allocated to the information flows concurrently transmitting in the network according to some dynamic bandwidth sharing... results are unsatisfying for providing the benchmark solution to evaluate the accuracy of our ap[r]

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THE LOGEXPONENTIAL SMOOTHING TECHNIQUE AND NESTEROV’S ACCELERATED GRADIENT METHOD FOR GENERALIZED SYLVESTER PROBLEMS

THE LOGEXPONENTIAL SMOOTHING TECHNIQUE AND NESTEROV’S ACCELERATED GRADIENT METHOD FOR GENERALIZED SYLVESTER PROBLEMS

The Sylvester smallest enclosing circle problem involves finding the smallest circle that
encloses a finite number of points in the plane. We consider generalized versions of the Sylvester
problem in which the points are replaced by sets. Based on the logexponential smoothing technique
and Nesterov’[r]

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Analysis of finite sized electromagnetic bandgap materials and devices by scattering matrix method

ANALYSIS OF FINITE SIZED ELECTROMAGNETIC BANDGAP MATERIALS AND DEVICES BY SCATTERING MATRIX METHOD

... procedure of T -matrix of dielectric cylinders(s) Analysis of Finite- sized EBG Materials and Devices by Scattering Matrix Method Chapter T -matrix of Conducting and Dielectric Cylinders and Scattering Matrix. .. the RCS of the same cylinder Analysis of Finite- sized EBG Materials and Devices by[r]

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EBOOK THE FINITE ELEMENT METHOD IN ENGINEERING (4TH EDITION) PART 1

EBOOK THE FINITE ELEMENT METHOD IN ENGINEERING (4TH EDITION) PART 1

equations, including the various methods of incorporating the boundary conditions, areindicated in Chapter 6. The solutions of finite element equations arising in equilibrium,eigenvalue, and propagation (transient or unsteady) problems, along with their computerimplementation, are briefl[r]

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Sensitive detection methods are key to identify secondary EGFR c.2369C>T p.(Thr790Met) in non-small cell lung cancer tissue samples

Sensitive detection methods are key to identify secondary EGFR c.2369C>T p.(Thr790Met) in non-small cell lung cancer tissue samples

Correct identification of the EGFR c.2369C>T p.(Thr790Met) variant is key to decide on a targeted therapeutic strategy for patients with acquired EGFR TKI resistance in non-small cell lung cancer. The aim of this study was to evaluate the correct detection of this variant in 12 tumor tissue specimen[r]

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LATTICE BOLTZMANN METHOD

LATTICE BOLTZMANN METHOD

Lattice Boltzmann method is relatively new method in the field of computational fluid dynamics.
It has been derived from lattice gas automata and is still under development. Basic steps of the LBM
(collision, streaming, boundary conditions, macroscopic quantities) will be presented. Comparison
with[r]

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Public Finance for Poverty Reduction

PUBLIC FINANCE FOR POVERTY REDUCTION

This volume is a product of the staff of the International Bank for Reconstruction and Development
The World Bank. The findings, interpretations, and conclusions expressed in this volume do not necessarily
reflect the views of the Executive Directors of The World Bank or the governments they repres[r]

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Increasing Access to Rural Finance in Bangladesh

INCREASING ACCESS TO RURAL FINANCE IN BANGLADESH

This volume is a product of the staff of the International Bank for Reconstruction and
Development The World Bank. The findings, interpretations, and conclusions expressed in this
volume do not necessarily reflect the views of the Executive Directors of The World Bank or the
governments they repres[r]

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Asymptotic results in over and under representation of words in DNA

ASYMPTOTIC RESULTS IN OVER AND UNDER REPRESENTATION OF WORDS IN DNA

... score defined above in equation (1.1), and analyze the over- and underrepresentation of a finite set of DNA words as the sequence length goes to infinity, by investigating the behavior of the extrema... the tail probability of a standard normal distribution when x √ and n tend to infinity with x[r]

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TANNAKIAN DUALITY OVER DEDEKIND RING AND APPLICATIONS

TANNAKIAN DUALITY OVER DEDEKIND RING AND APPLICATIONS

We review the Tannakian duality for group schemes over a Dedekind
ring, obtained by Saavedra, and recent related results of Wedhorn. We use it
to study homomorphisms of flat group schemes over Dedekind rings. Applications
to the study of the fundamental group schemes of algebraic schemes are
discuss[r]

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ITERATES OF HOLOMORPHIC SELFMAPS ON PSEUDOCONVEXDOMAINS OF FINITE AND INFINITE TYPE IN CN

ITERATES OF HOLOMORPHIC SELFMAPS ON PSEUDOCONVEX DOMAINS OF FINITE AND INFINITE TYPE IN C N

Abstract. Using the lower bounds on the Kobayashi metric established by the first author 16,
we prove the WolffDenjoytype theorem for a very large class of pseudoconvex domains in C
n
that
may contain many classes of pseudoconvex domains of finite type and infinite type

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A finite element method for modeling of electromagnetic problems

A finite element method for modeling of electromagnetic problems

Electromagnetic devices are present everywhere in our daily life. In particular, they extremely play an important role in the fields of the electrical system. Therefore, the modeling and analyzing the electromagetic problems become currently a matter of concern and topicality for researchers and des[r]

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EARTHING SCHEMES .................................

EARTHING SCHEMES .................................

b AgeingThe materials used for electrodes will generally deteriorate to some extent forvarious reasons, for example:v Chemical reactions (in acidic or alkaline soils)v Galvanic: due to stray DC currents in the earth, for example from electric railways,etc. or due to dissimilar metals f[r]

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THE COMPLEX MONGEAMPERE EQUATION IN ` DOMAIN OF C n

THE COMPLEX MONGEAMPERE EQUATION IN ` DOMAIN OF C N

For a C
2
smooth plurisubharmonic function u defined on an open subset
Ω of C
n
, the complex MongeAmp`ere operator is defined by
(ddcu)
n = n4n
det 

2u
∂zj∂zk

dV,
where dV is the volume form. The MongeAmp`ere operator cannot be well
defined as a nonnegative Radon measure for an arbitrary pluri[r]

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NON INTEGRATED DEFECT RELATIONS FOR THE GAUSS MAPS OF COMPLETE MINIMAL SURFACES WITH FINITE TOTAL CURVATURE

NON INTEGRATED DEFECT RELATIONS FOR THE GAUSS MAPS OF COMPLETE MINIMAL SURFACES WITH FINITE TOTAL CURVATURE

In this article, we give the nonintegrated defect relations
in the sense of Fujimoto for the Gauss maps of complete
minimal surfaces with finite total curvature in R
3
, R
4
. These are
some strict improvements of previous results for the ramifications
and modified defect relations of the Gauss maps[r]

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