2020
DOI: 10.1109/access.2020.2992134
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Expedited Feature-Based Quasi-Global Optimization of Multi-Band Antenna Input Characteristics With Jacobian Variability Tracking

Abstract: Design of modern antennas relies-for reliability reasons-on full-wave electromagnetic simulation tools. In addition, increasingly stringent specifications pertaining to electrical and field performance, growing complexity of antenna topologies, along with the necessity for handling multiple objectives, make numerical optimization of antenna geometry parameters a highly recommended design procedure. Conventional algorithms, particularly global ones, entail often-unmanageable computational costs, so alternative … Show more

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Cited by 73 publications
(45 citation statements)
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“…The concept of handling appropriately chosen characteristic points (features) of the response of device at hand rather than its entire responses (e.g., frequency characteristics) has been successfully employed in antenna design in various contexts, such as modeling [52], parametric optimization [53] or statistical analysis [54]. The motivation behind reformulating the design task in terms of the response features has come from the scrutiny of the dependence of the feature coordinates on the design variables, which appears to be much less nonlinear (in fact, often close to linear) than a similar dependence of the original responses (see Fig.…”
Section: B Response Featuresmentioning
confidence: 99%
“…The concept of handling appropriately chosen characteristic points (features) of the response of device at hand rather than its entire responses (e.g., frequency characteristics) has been successfully employed in antenna design in various contexts, such as modeling [52], parametric optimization [53] or statistical analysis [54]. The motivation behind reformulating the design task in terms of the response features has come from the scrutiny of the dependence of the feature coordinates on the design variables, which appears to be much less nonlinear (in fact, often close to linear) than a similar dependence of the original responses (see Fig.…”
Section: B Response Featuresmentioning
confidence: 99%
“…As demonstrated (e.g., [65]- [67]), the relationship between the geometry parameters and the feature point coordinates is normally much less nonlinear than for the complete outputs (frequency characteristics), which allows for expediting the optimization procedures [66]. Another benefit of FBO is "flattening" of the cost function landscape, which often makes utilization of local algorithms sufficient in the cases that normally require global search [20]. For the sake of clarification, we consider an example branch-line coupler shown in Fig.…”
Section: B Assessing Design Quality Using Response Featuresmentioning
confidence: 99%
“…Surrogates are particularly useful for speeding up numerical procedures involving massive EM evaluations of the system under design. These include local [16], [17], and global parametric optimization [18]- [20], multi-criterial design [21]- [24], yield-driven optimization [25], or statistical analysis [26], [27]. There are two main groups of replacement models: approximation (or data-driven) [28], [29], and physics-based (e.g., space mapping [30], shapepreserving response prediction [31], etc.).…”
Section: Introductionmentioning
confidence: 99%
“…Another option is the employment of the response feature approach [36], in which direct handling of original system characteristics (usually, S-parameters versus frequency) is replaced by constructing the surrogate at the level of suitably defined characteristic points. Reformulating the design task this way leads to a less nonlinear functional landscape, resulting in easier modeling that requires significantly smaller training data sets [37]- [39].…”
Section: Introductionmentioning
confidence: 99%