Design of Experiments for Aeroelastic Analysis

Author(s):  
Natasha Smith ◽  
Jose Camberos ◽  
Edward Alyanak

The performance of an aircraft in flight is, in part, a result of interactions between aerodynamic forces and structural deformations. Aerodynamic pressures result in elastic deformations which alter the wing shape and thus affect the aerodynamics. Consideration of this multidisciplinary interaction is critical to wing design. In particular, divergence (static elastic instability) and flutter (dynamic resonance) are potential catastrophic effects to be avoided. Performing an aeroelastic analysis requires the combination of static and dynamic structural analysis (often done through finite element analysis) with aerodynamic analysis (typically using some form of computational fluid dynamics, CFD). For large grids, each of these can require a significant computational effort. Resolving the interactions between the two is an iterative process which only magnifies the problem. This is a typical characteristic and drawback of multidisciplinary analysis; it makes exploring a large design space (which may include a large range of wing shape, structural support, and material choices) particularly challenging. Statistical design of experiments (DOX) is one technique for design space exploration using a limited number of targeted, computational experiments. DOX is useful for identifying the design variables most critical for a relevant response, and for finding sensitivities needed for design optimization. The objectives for this project were (1) to find the most significant geometric, modeling, and material parameters that affect the predicted aeroelastic responses of a simple wing geometry, (2) to develop parsimonious, low-order response surfaces to model effects of interest, (3) and to evaluate the quality of the response surfaces. The computational experiments were performed with MSC Nastran which combines finite element analysis for the structural response with a steady vortex-lattice method for trim aeroelastic analyses. The discussion will include an overview of the experiment design selection process, formulation of an approximation model, and an explanation of key metrics for evaluating the response surface designs. Comprehensive results are presented for the natural frequency responses, as well as a preliminary analysis of aerodynamic trim solutions.

2013 ◽  
Vol 37 (3) ◽  
pp. 313-323 ◽  
Author(s):  
Kingsun Lee ◽  
Jui-Chang Lin

The unibody of LED (light-emitting diodes) lampshades is fabricated by injection mold; the forming technique is complicated, especially for multi-cavity molds. This study applies a finite element analysis to explore the influences of the shrinkage of LED lampshades. The effect of selected injection parameters and their levels on shrinkage size, and the subsequent design of experiments were accomplished using the Taguchi method. The results were confirmed by experiments, which indicated that the selected injection parameters effectively reduce the shrinkage. The error between optimal estimated value and verified value is within 3.82%.


Author(s):  
Daniela Butan ◽  
Emma O’Brien ◽  
Mark Southern ◽  
Seamus Clifford

This chapter presents a novel Knowledge Management model - VDF (Variation Mode and Effect Analysis & Design of Experiments & Finite Element Analysis) for process innovation and efficient problem solving in enterprises. To date there is no practical unified tool that enables companies to switch from engineering chaos to a structured, sustainable process. Unlike process improvement the current method creates a multidisciplinary framework which promotes innovation into the organizations processes. The VDF triangulated approach uses the company’s tacit knowledge asset, convert it into explicit knowledge (through a Variation Mode and Effect Analysis) and it couples it with engineering scientific tools (Design of Experiments and Finite Element Analysis) to solve problems and innovate inside the organization. The unified model was validated through multiple company case studies one of which is presented in this chapter. The use of this model resulted in a robust, controllable, innovative process which could be sustained due to the development of key knowledge.


2000 ◽  
Author(s):  
K. Park ◽  
J. H. Ahn ◽  
S. R. Choi

Abstract The present work concerns optimal design for the injection molding process of a deflection yoke (coil separator). The optimal design for the injection molding process is developed using design of experiments and finite element analysis. Two design of experiments approaches are applied such as: the design of experiment for mold design and the design of experiments for determination of process parameters. Finite element analyses have been carried out as a design of experiments for mold design: runner system and cooling channel. In order to determine optimal process parameters, experiments have been performed for various process conditions with the design of experiments scheduling.


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