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  • 1
    Online Resource
    Online Resource
    KIT Scientific Publishing
    UID:
    edocfu_9959145693502883
    Format: 1 electronic resource (vii, 152 p. p.)
    ISBN: 1000069243
    Content: The book is intended for a wide range of readers and contains an introduction to various practically relevant aspects of curves with many illustrations: It offers a treatment of the differential geometric basics, of Bézier and B-spline representations, of rational and algebraic curves, and introduces the reader to some special curves, which are important for applications or historical reasons. Proofs requiring more in-depth mathematical knowledge are dispensed with.
    Note: German
    Additional Edition: ISBN 3-7315-0662-9
    Language: German
    Library Location Call Number Volume/Issue/Year Availability
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  • 2
    Online Resource
    Online Resource
    KIT Scientific Publishing
    UID:
    almahu_9949711021202882
    Format: 1 electronic resource (vii, 152 p. p.)
    ISBN: 1000069243
    Content: The book is intended for a wide range of readers and contains an introduction to various practically relevant aspects of curves with many illustrations: It offers a treatment of the differential geometric basics, of Bézier and B-spline representations, of rational and algebraic curves, and introduces the reader to some special curves, which are important for applications or historical reasons. Proofs requiring more in-depth mathematical knowledge are dispensed with.
    Note: German
    Additional Edition: ISBN 3-7315-0662-9
    Language: German
    Library Location Call Number Volume/Issue/Year Availability
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  • 3
    Online Resource
    Online Resource
    KIT Scientific Publishing
    UID:
    edoccha_9959145693502883
    Format: 1 electronic resource (vii, 152 p. p.)
    ISBN: 1000069243
    Content: The book is intended for a wide range of readers and contains an introduction to various practically relevant aspects of curves with many illustrations: It offers a treatment of the differential geometric basics, of Bézier and B-spline representations, of rational and algebraic curves, and introduces the reader to some special curves, which are important for applications or historical reasons. Proofs requiring more in-depth mathematical knowledge are dispensed with.
    Note: German
    Additional Edition: ISBN 3-7315-0662-9
    Language: German
    Library Location Call Number Volume/Issue/Year Availability
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  • 4
    UID:
    almahu_9949386163802882
    Format: 1 online resource (IX, 146 pages) : , figures, diagrams
    ISBN: 9780367496913 , 9789463952316 , 0367496917 , 9463952314 , 9781003046981 , 1003046983 , 9781000069242 , 1000069249 , 9781000069259 , 1000069257 , 9781000069266 , 1000069265
    Series Statement: IHE Delft PhD thesis series
    Content: Sediment deposition threatens the performance of many irrigation systems. Because of the high impact on irrigation performance and crop production, many studies have been done on how to deal with sediment deposition. In this research, the Delft3D model, originally developed for hydro-morphologic modeling of rivers and estuaries, was adapted for the use in irrigation systems simulations and applied to different case studies. This research addresses two shortcomings of previous studies of sediments in irrigation systems. Firstly, while previous studies primarily used 1D models, this research uses a 2D/3D model. The use of 2D/3D models in irrigation systems is significant because the non-uniform flow around structures such as offtakes, weirs and gates, leads to asymmetric sedimentation patterns that are missed by 1D simulations. Secondly, whereas previous studies mostly considered non-cohesive sediments, this research simulates cohesive, non-cohesive and a mix of both sediment types. This is important for irrigation systems that draw water from natural rivers that carry a mix of cohesive and non-cohesive sediments. The findings of this research are important for irrigation system maintenance and gate operation. It is also essential for the development of canal operating plans that meet crop water requirements and at the same time minimizes sediment deposition by alternating gates.
    Note: Ph. D. Wageningen University 2020 , Ph. D. IHE Delft Institute for Water Education 2020 , 〈B〉〈P〉1 Introduction 〈BR〉〈/B〉1.1 Importance of irrigated agriculture 〈BR〉1.2 Sediments problems in irrigation canals 〈BR〉1.3 Operation of canals 〈BR〉1.4 Mathematical models 〈BR〉1.5 Previous studies & research gap 〈BR〉1.6 Research objective 〈BR〉1.7 Methods 〈BR〉1.8 Structures of the thesis & Scope of the study 〈/P〉〈B〉〈P〉2 The use of DELFT3D for irrigation systems simulations 〈BR〉〈/B〉2.1 Introduction 〈BR〉2.2 Methods 〈BR〉2.3 Results 〈BR〉2.4 Discussion 〈BR〉2.5 Conclusions 〈/P〉〈B〉〈P〉3 The use of 2D/3D models to show the differences between cohesive and non-cohesive sediments in irrigation canals 〈BR〉〈/B〉3.1 Introduction 〈BR〉3.2 Methods 〈BR〉3.3 Model setup 〈BR〉3.4 Results 〈BR〉3.5 Discussion 〈BR〉3.6 Conclusion 〈/P〉〈B〉〈P〉4 What is the effect of gate selection on the non-cohesive sedimentation in irrigation schemes? -- A case study from Nepal 〈BR〉〈/B〉4.1 Introduction 〈BR〉4.2 Methods 〈BR〉4.3 Results 〈BR〉4.4 Discusison 〈BR〉4.5 Conclusions 〈/P〉〈B〉〈P〉5 The role of gate operation in reducing problems with cohesive and non-cohesive sediments in irrigation canals 〈BR〉〈/B〉5.1 Introduction 〈BR〉5.2 Materials and Methods 〈BR〉5.3 Results 〈BR〉5.4 Discussion 〈BR〉5.5 Conclusions 〈/P〉〈B〉〈P〉6 Conclusions and Recommendations〈BR〉〈/B〉6.1 Conclusions 〈BR〉6.2 Reflection 〈BR〉6.3 Recommendation 〈BR〉6.4 Research contributions 〈BR〉6.5 Further studies 〈/P〉〈B〉〈P〉References 〈/P〉〈/B〉
    Additional Edition: Print version: Use of Delft3D to simulate the deposition of cohesive and non-cohesive sediments in irrigation systems
    Language: English
    Keywords: Electronic books. ; Academic Dissertation ; PhD thesis ; Electronic books. ; Academic theses. ; Academic theses. ; Thèses et écrits académiques.
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