When you want to find structural optimization, you may need to consider between many choices. Finding the best structural optimization is not an easy task. In this post, we create a very short list about top 10 the best structural optimization for you. You can check detail product features, product specifications and also our voting for each product. Let’s start with following top 10 structural optimization:
Best structural optimization
1. Optimization Methods in Structural Design (Solid Mechanics and Its Applications)
Description
This book offers an introduction to numerical optimization methods in structural design. Employing a readily accessible and compact format, the book presents an overview of optimization methods, and equips readers to properly set up optimization problems and interpret the results. A how-to-do-it approach is followed throughout, with less emphasis at this stage on mathematical derivations. The book features spreadsheet programs provided in Microsoft Excel, which allow readers to experience optimization hands-on. Examples covered include truss structures, columns, beams, reinforced shell structures, stiffened panels and composite laminates. For the last three, a review of relevant analysis methods is included. Exercises, with solutions where appropriate, are also included with each chapter. The book offers a valuable resource for engineering students at the upper undergraduate and postgraduate level, as well as others in the industry and elsewhere who are new to these highly practical techniques.While the specific application is to structural design, the principles involved can be applied far more widely.
2. Structural Optimization
Description
Structural Optimization is intended to supplement the engineers box of analysis and design tools making optimization as commonplace as the finite element method in the engineering workplace. It begins with an introduction to structural optimization and the methods of nonlinear programming such as Lagrange multipliers, Kuhn-Tucker conditions, and calculus of variations. It then discusses solution methods for optimization problems such as the classic method of linear programming which leads to the method of sequential linear programming. It then proposes using sequential linear programming together with the incremental equations of structures as a general method for structural optimization. It is furthermore intended to give the engineer an overview of the field of structural optimization.
3. Flextegrity: Innovations in Structural Optimization
Description
Flextegrity, Inc. is creating and developing advanced polyhedral materials that anticipate and meet the comprehensive demands of civil engineering applications, disaster-resistant housing, environmental solutions, and revolutionary product designs. The foundation of Flextegritys intellectual property is a unique and innovative icosahedron and truncated icosahedrons tensile architecture for assembled structural materials. Flextegritys synergistic patented geometry uses well-proven engineering principles in new ways to leverage the inherent compression and tension forces of standard materials to their optimal natural performance. Specifically, Flextegrity geometries, from micro- to meso-scale, utilize polyhedral elements as compression members and a proprietary tensile matrix to produce omni-directional anisotropic structural materials with superior strength-to-weight ratios and precisely definable flexibility and stiffness characteristics in every dimension. This radically simple yet elegant technology can provide innovative solutions to existing material needs using conventional resources. The development continues the long studied application of geometric principles to materials. The I-beam is familiar to most. As a far-reaching horizontal technology, it possesses the inherent capability to impact and feed multiple vertically integrated technologies.4. An Introduction to Structural Optimization (Solid Mechanics and Its Applications)
Description
This book has grown out of lectures and courses given at Linkping University, Sweden, over a period of 15 years. It gives an introductory treatment of problems and methods of structural optimization. The three basic classes of geometrical - timization problems of mechanical structures, i. e. , size, shape and topology op- mization, are treated. The focus is on concrete numerical solution methods for d- crete and (?nite element) discretized linear elastic structures. The style is explicit and practical: mathematical proofs are provided when arguments can be kept e- mentary but are otherwise only cited, while implementation details are frequently provided. Moreover, since the text has an emphasis on geometrical design problems, where the design is represented by continuously varyingfrequently very many variables, so-called ?rst order methods are central to the treatment. These methods are based on sensitivity analysis, i. e. , on establishing ?rst order derivatives for - jectives and constraints. The classical ?rst order methods that we emphasize are CONLIN and MMA, which are based on explicit, convex and separable appro- mations. It should be remarked that the classical and frequently used so-called op- mality criteria method is also of this kind. It may also be noted in this context that zero order methods such as response surface methods, surrogate models, neural n- works, genetic algorithms, etc. , essentially apply to different types of problems than the ones treated here and should be presented elsewhere.5. Multiscale Structural Topology Optimization
Description
Multiscale Structural Topology Optimization discusses the development of a multiscale design framework for topology optimization of multiscale nonlinear structures. With the intention to alleviate the heavy computational burden of the design framework, the authors present a POD-based adaptive surrogate model for the RVE solutions at the microscopic scale and make a step further towards the design of multiscale elastoviscoplastic structures.
Various optimization methods for structural size, shape, and topology designs have been developed and widely employed in engineering applications. Topology optimization has been recognized as one of the most effective tools for least weight and performance design, especially in aeronautics and aerospace engineering.
This book focuses on the simultaneous design of both macroscopic structure and microscopic materials. In this model, the material microstructures are optimized in response to the macroscopic solution, which results in the nonlinearity of the equilibrium problem of the interface of the two scales. The authors include a reduce database model from a set of numerical experiments in the space of effective strain.
- Presents the first attempts towards topology optimization design of nonlinear highly heterogeneous structures
- Helps with simultaneous design of the topologies of both macroscopic structure and microscopic materials
- Helps with development of computer codes for the designs of nonlinear structures and of materials with extreme constitutive properties
- Focuses on the simultaneous design of both macroscopic structure and microscopic materials
- Includes a reduce database model from a set of numerical experiments in the space of effective strain
6. Shell Structures for Architecture: Form Finding and Optimization
Feature
RoutledgeDescription
*** Featuring a foreword by Pritzker Prize WinnerShigeru Ban ***Bringing together experts from research and practice, Shell Structures for Architecture: Form Finding and Optimization presents contemporary design methods for shell and gridshell structures, covering form-finding and structural optimization techniques. It introduces architecture and engineering practitioners and students to structural shells and provides computational techniques to develop complex curved structural surfaces, in the form of mathematics, computer algorithms, and design case studies.
* Part I introduces the topic of shells, tracing the ancient relationship between structural form and forces, the basics of shell behaviour, and the evolution of form-finding and structural optimization techniques.
* Part II familiarizes the reader with form-finding techniques to explore expressive structural geometries, covering the force density method, thrust network analysis, dynamic relaxation and particle-spring systems.
* Part III focuses on shell shape and topology optimization, and provides a deeper understanding of gradient-based methods and meta-heuristic techniques.
* Part IV contains precedent studies of realised shells and gridshells describing their innovative design and construction methods.
7. Structural Optimization: Status and Promise (Progress in Astronautics & Aeronautics)
Description
This book is the ultimate single reference source on the subject of structural optimization. Chapters written by 35 field experts document the state of the art in structural optimization with a view to establishing some of the most promising directions for future research in the field. A major emphasis is placed on engineering applications.8. Homogenization and Structural Topology Optimization: Theory, Practice and Software
Feature
Used Book in Good ConditionDescription
Structural topology optimization is a fast growing field that is finding numerous applications in automotive, aerospace and mechanical design processes. Homogenization is a mathematical theory with applications in several engineering problems that are governed by partial differential equations with rapidly oscillating coefficients Homogenization and Structural Topology Optimization brings the two concepts together and successfully bridges the previously overlooked gap between the mathematical theory and the practical implementation of the homogenization method. The book is presented in a unique self-teaching style that includes numerous illustrative examples, figures and detailed explanations of concepts. The text is divided into three parts which maintains the book's reader-friendly appeal.9. Elements of Structural Optimization (Solid Mechanics and Its Applications)
Feature
Used Book in Good ConditionDescription
The field of structural optimization is still a relatively new field undergoing rapid changes in methods and focus. Until recently there was a severe imbalance between the enormous amount of literature on the subject, and the paucity of applications to practical design problems. This imbalance is being gradually redressed. There is still no shortage of new publications, but there are also exciting applications of the methods of structural optimizations in the automotive, aerospace, civil engineering, machine design and other engineering fields. As a result of the growing pace of applications, research into structural optimization methods is increasingly driven by real-life problems. t-.Jost engineers who design structures employ complex general-purpose software packages for structural analysis. Often they do not have any access to the source program, and even more frequently they have only scant knowledge of the details of the structural analysis algorithms used in this software packages. Therefore the major challenge faced by researchers in structural optimization is to develop methods that are suitable for use with such software packages. Another major challenge is the high computational cost associated with the analysis of many complex real-life problems. In many cases the engineer who has the task of designing a structure cannot afford to analyze it more than a handful of times.10. Structural Optimization,: Volume 2: Mathematical Programming (Mathematical Concepts and Methods in Science and Engineering)
