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| rdfs:label | "Models in Environmental Research" |
| schema:name | "Models in Environmental Research" @ja |
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| schema:contributor | <https://jpsearch.go.jp/entity/ncname/Hans_Von_StorchGotz_Floser> (➜ "Hans Von StorchGotz Floser") |
| schema:dateCreated | "2001" |
| schema:description 2 | "内容記述: Chapter1: Models as Focusing Tools: Linking Nature and the Social World/ Nico Stehr1.1 Models as Focusing Tools: Linking Nature and the Social World1.2 The Practice of Modeling1.3 The Methodology of Modeling 1.4 Isomorphism1.5 Quantification1.6 Modeling Societal Sensitivity1.7 Examples of Models1.8 The Poverty of Economics1.9 Hybrid Forms of the Linkage between Social and Physical ProcessessChapter2: Models between Academia and Applications/ Hans von Storch2.1 Introduction2.1.1 Laboratory Model2.1.2 Miniaturisation2.1.3 Numerical Models2.1.4 Specifics of Environmental Research2.2 General Properties of Models2.3 Purpse of Models2.3.1 Quasi - realistic Models Surrogate Reality2.3.2 Cognitive Models: Reduction of Complex System2.4 ConclusionChapter3: Basic Concepts in Dynamical Modelinng/ Peter Muller3.1 Introduction3.2 Classical Mechanics3.2.1 Equations of Motion3.2.2 Hamiltonian Dynamics3.2.3 Integrable Systems3.2.4 Flow in Phase Space3.3 Ideal Fluids3.3.1 Lagrangian Description3.3.2 Eulerian Description3.4 Thermodynamics3.4.1 The Second Law of Thernodynamics3.4.2 Diffusion3.5 Dynamical Systems3.6 Statistical Mechanics3.6.1 Caombinatorics3.6.2 H - theorem3.7 Stochastic Processes3.7.1 Random Walk3.7.2 Autoregressive Process3.7.3 Langevin Equations3.8 DiscussionChapter4: Process - oriented Models in Physical Oceanography/ Aike Beckmann4.1 Introduction4.1.1 Philosophy of Process Models4.1.2 Process Model Strategies4.1.3 Parameter Space4.2 Examples4.2.1 Linear and Linearised Models4.2.2 Nonlinear Models4.2.3 Interdisciplinary Process Models4.2.4 Sea Ice Models4.3 Concluding Remarks4.3.1 Outlook4.3.2 Comments on Numerical Process ModelsChapter5: Mathematical Models in Environmental Research/ H.Langenberg5.1 Introduction5.2 Mathematical Models - an Overview5.2.1 Bow Models 5.2.2 Cellular Automate5.2.3 Differntial Equations5.2.4 Other Techniques5.3 From Nature to Navier - Stokes' WEquations5.3.1 The Ocean Currents5.3.2 Wind and Sea Bottom5.3.3 The Coriolis Force5.3.4 River Runof,Solar Heating,Surface Cooling5.3.5 Sea Surface Elevation5.3.6 Continuity5.3.7 The Resulting Equations5.3.8 Difficulties5.3.9 Boundary Conditions5.3.10 Simplifications5.4 From Differential Equations to a Numerical Representation5.4.1 Discretisation5.4.2 Simulation5.4.3 Simplifications5.5 SummaryChapter6: Physical Modeling of Flow and Dispersion/ Michael Schatzmann6.1 Introduction6.2 Properties of Wind - Tunnel Boundary Lyers6.3 Dimensional Analysis6.4 Matching of Similarity Requirements6.5 Experiments6.6 Variation of Similarity Parameters6.7 Parmeterisation of Thermodynamic Processes6.8 Small - Scale / Full - Scale Comparisons6.9 Investigation of Obstacle Effects6.10 ConclusionsChapter7: Conceptual Models for Ecology - Related Decisions/ Kari - Heinz van Bernem7.1 Introduction7.2 The Wadden Sea - a Sensitive Environment7.3 The Environmental Sensitivity Index ( ESI ) for Wadden Sea Areas7.3.1 The Evaluation7.3.2 Evaluation of Individual Categories7.3.3 General Evaluation7.4 Environmental ( Ecological ) Risk Assessment ( ERA )7.4.1 Environmental ( Ecological ) Impact Assessment7.4.2 The Construction Measures7.4.3 The Integrated Ecological Monitoring - Investigations7.5 Ecological Monitoring of the Benthos7.6 ConclusionsChapter8: Models in the Mechanics of Materials/ Wolfgang Brocks8.1 Introduction8.2 Modeling in the Mechanics of Materials8.2.1 Testing8.2.2 The Theory of Continuum Mechanics8.2.3 Numerical Analysis8.3 Examples8.3.1 The Tensile Test8.3.2 Micromechanical Modeling8.4 ConculsionsChapter9: Mathematical Morphology/ Michel Schmitt9.1 Introduction9.2 An Introductive Example9.3 The Morphological Tool Box9.3.1 The Four Operations9.3.2 Characterisation of Openings and Filtering9.3.3 Watersheds9.3.4 The Construction Principle9.3.5 Segmentation Programme9.4 Quantification and Morphological Measurements9.4.1 Graunlocetries,Spectral Function and Curve by Erosion9.5 Random ModelsChapter10: Statistical Interpolation Models/ Hans Wackernagel & Michel Schmitt10.1 Introduction10.2 The Random Function Model10.2.1 The Variogram10.2.2 Kriging10.3 Multivariate Geostatistics10.3.1 Cokriging10.3.2 Data Configurations10.3.3 Isotopy: Intrinsic Correlation10.3.4 Coregionalisation Models10.3.5 Heterotopy: External Drift10.3.6 Heterotopy: Collocated Cokriging10.4 Non - Stationary Model10.4.1 Intrinsic Random Functions of Order K10.4.2 Kriging with Drift10.4.3 Dual Kriging10.4.4 Splines10.5 ConclusionChapter11: Statistics - an Indispensable Tool in Dynamical Modeling/ Hans von Storch11.1 Environmental Research11.2 State Space Models11.3 Statistics and Quasi - realistic Models11.3.1 Parameterisations11.3.2 Analyzing Integrations of Quasi - Realistic Models11.3.3 Merging Dynamical Knowledge and Observational Evidence11.4 Reduced Cognitive " Models11.4.1 Principal Interaction Patterns11.4.2 Principal Oscillation Pattern Analysis"...(more)" |
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