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Take the guesswork out of BTEC assessment with sample student work and assessor feedback for all pass, merit and distinction criteria. By focusing on assessment this compact guide leads students through each pass, merit and distinction criterion by clearly showing them what they are required to do.:.; Provides a sample student answer for every single pass, merit and distinction criterion, together with detailed assessor's comments on how work can be improved, so that students know exactly what their work needs to show to hit their grade target.; Includes realistic model assignments that provid
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The distributed transfer function method (DTFM) is an analytical method formodeling, analysis, and control of a class of distributed parameter systems that aregoverned by partial differential equations and that can be defi ned over multipleinterconnected subregions. In this comprehensive reference, the authors show how theDTFM delivers highly accurate analytical solutions in both the frequency domain andthe time domain while offering a versatile modeling technique for various problemsin mechanical, civil, aerospace, electrical, chemical, biomechanical, and vehicleengineering.
Distributed parameter systems. --- Transfer functions. --- Engineering Problems. --- Enginnering. --- Transfer Function.
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Hydraulic engineering --- Data processing --- 626 --- -Engineering, Hydraulic --- Engineering --- Fluid mechanics --- Hydraulics --- Shore protection --- Hydraulic engineering in general --- Data processing. --- -Hydraulic engineering in general --- 626 Hydraulic engineering in general --- Engineering, Hydraulic --- Hydraulic engineering - Data processing --- Hydraulic engineering - Problems, exercises, etc
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The NATO Advanced Study Institute “Flow and Transport Processes in Complex - structed Geometries: from cities and vegetative canopies to engineering problems” was held in Kyiv, Ukraine in the period of May 4 - 15, 2004. This book based on the papers presented there provides an overview of this new area in ?uid mechanics and its app- cations that have developed over the past three decades. The subject, whose origins lie both in theory and in practice, is now rapidly developing in many directions. The focus of applied ?uid mechanics research has steadily been shifting from - gineering to environmental applications. In both ?elds there has been great interest in the study of ?ows around obstacles; initially single isolated obstacles, and then groups, together with the e?ects of nearby resistive surfaces, such as the walls of a pipe, the ground or a free surface in hydraulics. Simpli?ed theoretical analysis began with studies of axisymmetric and cylind- cal free-mounted bodies. However other methods had to be used for quantifying the complete ?ow ?elds past arbitrary blu? bodies, either by using experiments or, when powerful computers became available, by direct calculation and solution of the full equations of ?uid dynamics. In most practical cases the Reynolds numbers are too large to compute all the small scale eddy motions which therefore have to be described statistically.
Fluid mechanics --- Transport theory --- Environment. --- Atmospheric sciences. --- Fluids. --- Fluid mechanics. --- Environmental sciences. --- Air pollution. --- Environmental Physics. --- Fluid- and Aerodynamics. --- Engineering Fluid Dynamics. --- Atmospheric Sciences. --- Atmospheric Protection/Air Quality Control/Air Pollution. --- Air --- Air contaminants --- Air pollutants --- Air pollution --- Air pollution control --- Air toxics --- Airborne pollutants --- Atmosphere --- Contaminants, Air --- Control of air pollution --- Pollutants, Air --- Toxics, Air --- Pollution --- Air quality --- Atmospheric deposition --- Environmental science --- Science --- Hydromechanics --- Continuum mechanics --- Hydraulics --- Mechanics --- Physics --- Hydrostatics --- Permeability --- Aerophysics --- Atmospheric sciences --- Physical meteorology --- Geophysics --- Control --- Physical geography. --- Hydraulic engineering. --- Environmental protection. --- Environmental quality management --- Protection of environment --- Environmental sciences --- Applied ecology --- Environmental engineering --- Environmental policy --- Environmental quality --- Engineering, Hydraulic --- Engineering --- Shore protection --- Geography --- Earth sciences --- Flow processes --- Transport processes --- Complex obstructed geometries --- Vegetative canopies --- Engineering problems --- NATO
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This Special Issue covers symmetry and asymmetry phenomena occurring in real-life problems. We invited authors to submit their theoretical or experimental research presenting engineering and economic problem solution models dealing with the symmetry or asymmetry of different types of information. The issue gained interest in the research community and received many submissions. After rigorous scientific evaluation by editors and reviewers, nine papers were accepted and published. The authors proposed different MADM and MODM solution models as integrated tools to find a balance between the components of sustainable global development, to find a symmetry axis concerning goals, risks, and constraints to cope with the complicated problems. Most approaches suggested decision models under uncertainty, combining the usual decision-making methods with interval-valued fuzzy or rough sets theory, also Z numbers. The application fields of the proposed models involved both problems of technological sciences and social sciences. The papers cover three essential areas: engineering, economy, and management. We hope that a summary of the Special Issue as provided here will encourage a detailed analysis of the papers included in the Printed Edition.
rough sets --- interval type-2 fuzzy set (IT2FS) --- resources distribution --- the criteria of the weights --- public management --- Step-wise Weight Assessment Ratio Analysis (SWARA) --- multi-criteria decision-making (MCDM) --- symmetry of the method --- quadcopter --- transaction cost --- full fuzzy environment --- dual generalized geometric Bonferroni mean (DGGBM) operator --- data logger --- information theory --- control system --- salvage value --- nonlinear dynamics --- pattern formation --- oscillations --- stability --- Pythagorean fuzzy set --- FAHP --- fuzzy sets --- group decision-making --- generalized Bonferroni mean (GBM) operator --- probabilistic systems analysis --- economic decisions --- 2-tuple linguistic neutrosophic numbers set (2TLNNSs) --- evaluating the quality of distant courses --- subjective weights --- Z-numbers --- green supplier selection --- dual generalized Bonferroni mean (DGBM) operator --- normal cloud --- thrust --- sensor --- neutrosophic numbers --- MCDM --- Bayes’ theorem --- optimal dividend --- logistics --- measurement --- hybrid MCDM --- combining the weights --- data envelopment analysis --- criteria weights --- multiple attribute decision making (MADM) --- IDOCRIW --- excess-of-loss reinsurance --- fuzzy efficiency --- multiple-criteria decision-making (MCDM) --- MCGDM --- transport --- backward cloud transformation --- engineering problems --- rough ARAS --- capital injection --- performance --- Bonferroni mean (BM) operator --- green supply chain management --- population sizes --- hybrid problem solution models --- criteria weight assessment
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