Skip to content
BY 4.0 license Open Access Published by De Gruyter Open Access October 1, 2020

Optimization of diagrid geometry based on the desirability function approach

  • Giuseppe Lacidogna EMAIL logo , Domenico Scaramozzino and Alberto Carpinteri

Abstract

Diagrids represent one of the emerging structural systems employed worldwide for the construction of high-rise buildings. Their potential relies on the peculiar architectural effect and their great lateral stiffness. Because of the modular nature of the diagrid triangular element, optimization processes are usually carried out to assess the best arrangement of the external diagonals in order to enhance the structural performance while using the lowest amount of structural material. In this contribution, we make use for the first time of the desirability function approach to investigate the optimal geometry of the dia-grid system. A 168-meter tall building, with four different floor shapes, is analyzed, and the inclination of the external diagonals is varied between 35° and 84°. The desirability function approach is applied to find the most desirable geometry to limit both the lateral and torsional deformability, the amount of employed material as well as the construction complexity of the building. A sensitivity analysis is also carried out to investigate the influence of the individual desirability weight on the obtained optimal geometry. The effect of the building height is finally evaluated, through the investigation of sets of 124-, 210- and 252-meter tall diagrid structures.

References

[1] Al-Kodmany K., The Sustainability of Tall Building Developments: A Conceptual Framework, Buildings, 2018, 8, 7.10.3390/buildings8010007Search in Google Scholar

[2] Ali M.M., Moon K.S., Structural Developments in Tall Buildings: Current Trends and Future Prospects, Archit. Sci. Rev., 2007, 50, 205-223.10.3763/asre.2007.5027Search in Google Scholar

[3] Ali M.M., Moon K.S., Advances in structural systems for tall buildings: Emerging developments for contemporary urban giants, Buildings, 2018, 8, 104.10.3390/buildings8080104Search in Google Scholar

[4] Boake T.M., Diagrid Structures: Systems, Connections, Details, De Gruyter, Ed.; De Gruyter: Basel, Switzerland, 2014; ISBN 9783038215646.10.1515/9783038214823Search in Google Scholar

[5] Asadi E., Adeli H., Diagrid: An innovative, sustainable, and eflcient structural system, Struct. Des. Tall Spec. Build., 2017, 26, e1358.10.1002/tal.1358Search in Google Scholar

[6] Liu C., Li Q., Lu Z., Wu H., A review of the diagrid structural system for tall buildings, Struct. Des. Tall Spec. Build., 2018, 27, 1-10.10.1002/tal.1445Search in Google Scholar

[7] Scaramozzino D., Lacidogna G., Carpinteri A., New Trends Towards Enhanced Structural Eflciency and Aesthetic Potential in Tall Buildings: The Case of Diagrids, Appl. Sci., 2020, 10, 3917.Search in Google Scholar

[8] Moon K.S., Connor J.J., Fernandez J.E., Diagrid structural systems for tall buildings: Characteristics and methodology for preliminary design, Struct. Des. Tall Spec. Build., 2007, 16, 205-230.10.1002/tal.311Search in Google Scholar

[9] Zhang C., Zhao F., Liu Y., Diagrid tube structures composed of straight diagonals with gradually varying angles, Struct. Des. Tall Spec. Build., 2012, 21, 283-295.10.1002/tal.596Search in Google Scholar

[10] Zhao F., Zhang C., Diagonal arrangements of diagrid tube structures for preliminary design, Struct. Des. Tall Spec. Build., 2015.10.1002/tal.1159Search in Google Scholar

[11] Liu C., Ma K., Calculation model of the lateral stiffness of high-rise diagrid tube structures based on the modular method, Struct. Des. Tall Spec. Build., 2017, 26, e1333.10.1002/tal.1333Search in Google Scholar

[12] Lacidogna G., Scaramozzino D., Carpinteri A., A matrix-based method for the structural analysis of diagrid systems, Eng. Struct., 2019, 193, 340-352.10.1016/j.engstruct.2019.05.046Search in Google Scholar

[13] Moon K.S., Sustainable structural engineering strategies for tall buildings, Struct. Des. Tall Spec. Build., 2008, 17, 895-914.10.1002/tal.475Search in Google Scholar

[14] Moon K.S., Optimal grid geometry of diagrid structures for tall buildings, Archit. Sci. Rev., 2008, 51, 239-251.10.3763/asre.2008.5129Search in Google Scholar

[15] Montuori G.M., Mele E., Brandonisio G., De Luca A., Geometrical patterns for diagrid buildings: Exploring alternative design strategies from the structural point of view, Eng. Struct., 2014, 71, 112-127.10.1016/j.engstruct.2014.04.017Search in Google Scholar

[16] Tomei V., Imbimbo M., Mele E., Optimization of structural patterns for tall buildings: The case of diagrid, Eng. Struct., 2018, 171, 280-297.10.1016/j.engstruct.2018.05.043Search in Google Scholar

[17] Angelucci G., Mollaioli F., Diagrid structural systems for tall buildings: Changing pattern configuration through topological assessments, Struct. Des. Tall Spec. Build., 2017, e1396.10.1002/tal.1396Search in Google Scholar

[18] Mirniazmandan S., Alaghmandan M., Barazande F., Rahimianzarif E., Mutual effect of geometric modifications and diagrid structure on structural optimization of tall buildings, Archit. Sci. Rev., 2018, 61, 371-383.10.1080/00038628.2018.1477043Search in Google Scholar

[19] Mele E., Imbimbo M., Tomei V., The effect of slenderness on the design of diagrid structures, Int. J. High-Rise Build., 2019, 8, 83-94.Search in Google Scholar

[20] Lacidogna G., Scaramozzino D., Carpinteri A., Influence of the geometrical shape on the structural behavior of diagrid tall buildings under lateral and torque actions, Dev. Built Environ., 2020, 2, 100009.10.1016/j.dibe.2020.100009Search in Google Scholar

[21] Lacidogna G., Nitti G., Scaramozzino D., Carpinteri A., Diagrid systems coupled with closed- and open-section shear walls: Optimization of geometrical characteristics in tall buildings, Procedia Manuf., 2020, 44, 402-409.10.1016/j.promfg.2020.02.277Search in Google Scholar

[22] Harrington E.C., The desirability function, Ind. Qual. Control, 1965, 4, 494-498.Search in Google Scholar

[23] Derringer G.C., Suich, R. Simultaneous optimization of several response variables, J. Qual. Technol., 1980, 12, 214-219.10.1080/00224065.1980.11980968Search in Google Scholar

Received: 2020-07-14
Accepted: 2020-08-22
Published Online: 2020-10-01

© 2020 Giuseppe Lacidogna et al., published by De Gruyter

This work is licensed under the Creative Commons Attribution 4.0 International License.

Downloaded on 30.4.2024 from https://www.degruyter.com/document/doi/10.1515/cls-2020-0011/html
Scroll to top button