Custom cover image
Custom cover image

Transparent shells : form, topology, structure / Hans Schober

By: Resource type: Ressourcentyp: Buch (Online)Book (Online)Language: English Original language: German Publisher: Berlin : Ernst & Sohn, 2016Description: 1 online resource (255 pages)ISBN:
  • 9783433605998
  • 9783433605981
  • 9783433606001
  • 9783433031216
Subject(s): Additional physical formats: 9783433031216 | Erscheint auch als: Transparent shells. Druck-Ausgabe Berlin : Ernst, 2016. 255 S.DDC classification:
  • 624.17762
  • 516.352
RVK: RVK: ZH 4680LOC classification:
  • TA660.S5
Online resources: Summary: Cover -- Title Page -- Contents -- Foreword -- Preface -- Acknowledgements -- About the Author -- With the collaboration of -- 1 Introduction to shells -- 1.1 Designing shells -- 2 History -- 2.1 Historical examples -- Platonic solids as basis for the sphere division into segments -- 3 Design principle of grid shells -- 3.1 Development of the design principle -- 3.2 Construction of the grid shells in Neckarsulm and in Hamburg -- Grid shell for the Aquatoll Swimming complex in Neckarsulm -- Grid shell at the Museum for Hamburg History, Hamburg -- 4 Graphic design principles for grid shells with flat quadrilateral meshes -- 4.1 Graphic design principles for translational surfaces -- 4.2 The barrel vault as simplest translational surface -- 4.2.1 Optimum section curve -- 4.2.2 Bracing of barrel vaults -- 4.2.3 The barrel-vault according to the Zollinger construction method -- 4.3 Surface of revolution -- 4.3.1 Array of surfaces of revolution -- 4.3.2 One-dimensional scaling and rotation -- 4.4 Domes as translational surfaces -- 4.4.1 Optimum rise of domes -- 4.4.2 Examples on dome-like translational surfaces -- 4.4.3 Arrayed translational surfaces -- 4.5 Hyperbolic paraboloid with flat quadrilateral meshes -- 4.5.1 On the load bearing behaviour of hypar-shells with straight edges -- 4.5.2 The hypar as translational surface with flat quads -- 4.5.3 The hypar as ruled surface with flat quadrangles -- 4.5.4 Equation of the hypar at given 4 straight edges -- 4.5.5 Cut-outs from the hypar surface along the generating lines -- Arbitrary cut-outs from hypar surfaces -- 4.5.6 Array of hypar surfaces -- 4.5.7 Rain water drainage of 'flat' surfaces -- 4.6 'Skew' translation -- Hyperbolic paraboloid (Hypar) -- 4.7 Graphic design principle for scale-trans surfaces -- 4.7.1 Scaling of spatial curves -- 4.7.2 Scale-trans surfaces.PPN: PPN: 165785972XPackage identifier: Produktsigel: ZDB-26-MYL | BSZ-30-PQE-K1DLR | ZDB-30-PAD | ZDB-30-PQE
No physical items for this record
KIT – The Research University in the Helmholtz Association                         Home | Impressum | Datenschutz | Barrierefreiheit | KIT