Abstract:The tendency over the last decades in the aerospace industry is to substitute classic metallic materials with new composite materials such as carbon fiber composites (CFC), fiber glass, etc., as well as adding electronic devices to ensure the safety and proper platform operation. Due to this, to protect the aircraft against the Electromagnetic Environmental Effects (E3), it is mandatory to develop accurate electromagnetic (EM) characterization measurement systems to analyze the behavior of new materials and el… Show more
“…The new approach's complex effective permittivities are calculated using (36). The correction coefficient is 0.846 X when utilizing (18). Its formulation says that it depends on the fixture and the sample material.…”
Section: Resultsmentioning
confidence: 99%
“…The literature suggests several alternative methods in the electromagnetic area [9]- [11], classified into two groups: broadband and narrowband [12], destructive and non-destructive [13]- [15], resonant and non-resonant [16], [17], direct and indirect methods, or distributed and lumped elements [11]. Inside these two groups are found six main techniques [18]- [20] according to the application domain and the state or kind of material to be characterized [21]. These six methods are Free-space [9], [22], [23], resonant cavity [24]- [26], capacitive or parallel plates capacitor [27], inductance [11], [28], probes [29], [30], and transmission line [31]- [33].…”
After further transmission line technique investigation, we propose a new approach to material characterization based on the combination of the propagation constant and the characteristic impedance of the transmission-line. Three main elements constitute the approach novelty's root: the determination of the propagation constant without using the eigenvalue principle, the improved mathematical expression of the characteristic impedance, and the automatically corrected coefficient. The two-line technique is based on three required measures, where the most extended fixture is partially filled with the specimen to be tested. As a result, the discontinuities caused by the geometric change of access interfaces and the waveguide dimensions have been solved. The characteristic impedance is determined straight and amended by a third polynomial function degree. The polynomial function and the amended correction coefficient determination are the facilitation parameters of the new approach technique. This new method allows the extraction of the material's complex relative permittivity. The procedure has been validated with the Rogers RO4003C, Alumina 99.6%, and Vinifera (based on the dielectric materials available in our laboratory) through the microstrip fixture in the scanned frequency (0.08 -8) GHz by extracting its electric intrinsic parameters. The dielectric constants range from 1.1-10.4, where the thicknesses are 1.54 mm, 2.067 mm, and 1.078 mm have been used. Two identical microstrip test cells with the same geometric dimensions but various lengths have been manufactured. That promotes the feasibility of two measures simultaneously.
“…The new approach's complex effective permittivities are calculated using (36). The correction coefficient is 0.846 X when utilizing (18). Its formulation says that it depends on the fixture and the sample material.…”
Section: Resultsmentioning
confidence: 99%
“…The literature suggests several alternative methods in the electromagnetic area [9]- [11], classified into two groups: broadband and narrowband [12], destructive and non-destructive [13]- [15], resonant and non-resonant [16], [17], direct and indirect methods, or distributed and lumped elements [11]. Inside these two groups are found six main techniques [18]- [20] according to the application domain and the state or kind of material to be characterized [21]. These six methods are Free-space [9], [22], [23], resonant cavity [24]- [26], capacitive or parallel plates capacitor [27], inductance [11], [28], probes [29], [30], and transmission line [31]- [33].…”
After further transmission line technique investigation, we propose a new approach to material characterization based on the combination of the propagation constant and the characteristic impedance of the transmission-line. Three main elements constitute the approach novelty's root: the determination of the propagation constant without using the eigenvalue principle, the improved mathematical expression of the characteristic impedance, and the automatically corrected coefficient. The two-line technique is based on three required measures, where the most extended fixture is partially filled with the specimen to be tested. As a result, the discontinuities caused by the geometric change of access interfaces and the waveguide dimensions have been solved. The characteristic impedance is determined straight and amended by a third polynomial function degree. The polynomial function and the amended correction coefficient determination are the facilitation parameters of the new approach technique. This new method allows the extraction of the material's complex relative permittivity. The procedure has been validated with the Rogers RO4003C, Alumina 99.6%, and Vinifera (based on the dielectric materials available in our laboratory) through the microstrip fixture in the scanned frequency (0.08 -8) GHz by extracting its electric intrinsic parameters. The dielectric constants range from 1.1-10.4, where the thicknesses are 1.54 mm, 2.067 mm, and 1.078 mm have been used. Two identical microstrip test cells with the same geometric dimensions but various lengths have been manufactured. That promotes the feasibility of two measures simultaneously.
“…In the second test case (Figure 12), the panel is made of CFC material (referred to as CFC-"blue" in ref. [27,29]), and it has two pairs of semicircular slots. The box has been tested in the reverberation chamber at INTA facilities.…”
Section: Cage With Curved Slots: Numerical and Experimental Datamentioning
Efficiently modeling thin features using the finite-difference time-domain (FDTD) method involves a considerable reduction in the spatial mesh size. However, in real-world scenarios, such reductions can lead to unaffordable memory and CPU requirements. In this manuscript, we present two stable and efficient techniques in FDTD to handle narrow apertures on conductive thin panels. One technique employs conformal methods, while the other utilizes subgridding methods. We validate their performance compared to the classical Gilbert-Holland model and present experimental results in reverberation environments to shed light on these models’ actual confidence margins in real electromagnetic compatibility (EMC) scenarios.
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