ASME VV 10.1 2012
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ASME V V 10.1 An Illustration of the Concepts of Verification and Validation in Computational Solid Mechanics
Published By | Publication Date | Number of Pages |
ASME | 2012 | 36 |
The purpose of this document is to illustrate, by detailed example, the most important aspects of verification and validation (V&V) described in the Committee
PDF Catalog
PDF Pages | PDF Title |
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6 | FOREWORD |
7 | COMMITTEE ROSTER |
8 | CORRESPONDENCE WITH THE V&V COMMITTEE |
9 | 1 EXECUTIVE SUMMARY 2 INTRODUCTION |
10 | 3 PURPOSE AND SCOPE 4 BACKGROUND |
11 | Figures Fig. 1 V&V Activities and Products |
12 | Fig. 2 Validation Hierarchy Illustration for an Aircraft Wing |
13 | 5 VERIFICATION AND VALIDATION PLAN |
14 | Fig. 3 Schematic of the Hollow Tapered Cantilever Beam |
15 | Fig. 4 Estimating a Probability Density Function From an Uncertainty Estimate, Δ |
16 | Illustration of the Two Validation Approaches Fig. 6 Illustration of the Basis of the Area Metric |
17 | 6 MODEL DEVELOPMENT |
18 | 7 VERIFICATION |
19 | Tables Table 1 Normalized Deflections |
20 | Fig. 7 Errors in Normalized Deflections |
21 | Table 2 Numerical Solutions for Tip Deflections |
22 | 8 VALIDATION APPROACH 1 |
23 | 9 VALIDATION APPROACH 2 |
24 | Fig. 8 Area Between the Experimental and Computed CDF Fig. 9 Empirical CDF of the Validation Experiment Data Table 3 Measured Beam-Tip Deflections From the Validation Experiments |
25 | Table 4 Test Measurements of the Modulus of Elasticity, E |
26 | Fig. 10 Random Variability in Modulus, E, Used in the Computational Model Table 5 Test Estimates of the Support Flexibility |
27 | Fig. 11 Random Variability in Support Flexibility, fr , Used in the Computational Model |
28 | Fig. 12 Input Uncertainty Propagation Process Fig. 13 Computed CDF of Beam Tip Deflection |
29 | 10 SUMMARY 11 CONCLUDING REMARKS Fig. 14 CDF of the Model-Predicted Tip Deflection, Empirical CDF of the Validation Experiment Tip Deflections,and Area Between Them (Shaded Region) |
30 | 12 REFERENCES |