Demand-Driven Configuration Method and Model for Equipment Performance Indices
Abstract
1. Introduction
1.1. Demonstration Method of Equipment Performance Index
1.2. Research on Demonstration Knowledge Management Method
2. Demonstration Model Based on Requirement-Driven Weapon Equipment Performance Indexes
2.1. Analysis and Establishment of Demonstration Requirements
2.2. Construction and Evaluation of Demonstration Index
2.3. Configuration and Packaging of the Demonstration Tool
3. Performance Index Demonstration Template Configuration and Knowledge Management
3.1. Unitized Demonstration Requirements and Knowledge Management
3.2. Dynamic Index Demonstration Template
3.3. Configuration Method of Dynamic Index Demonstration Template
3.4. Instantiation of Dynamic Demonstration Template
4. Applications
4.1. Construction of Dynamic Demonstration Template for Antenna Array System Demonstration Requirements
4.2. Demonstration of Antenna Array Error Index
5. Conclusions
Author Contributions
Funding
Data Availability Statement
Acknowledgments
Conflicts of Interest
References
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| Methods | Requirement Adaptability | Knowledge Reuse Capability | Template Generation Mechanism | Tool Configurability |
|---|---|---|---|---|
| Conventional manual approaches | Low (Static parameters) | Weak (Unstructured data) | Manual coding | Low |
| Fixed-template approaches | Medium (Predefined scope) | Medium (Domain-specific) | Static invocation | Medium |
| The Proposed Method | High (Dynamic configuration) | Strong (Unitized elements) | Requirement-driven dynamic instantiation | High |
| The RF of Antenna | |||
|---|---|---|---|
| DRE | IRE | CRE | SRE |
| Txt, Rdo, Btm, Frm, Grp, Lbl, Lvw, Menu, Date, Dgv, Lst, Dud, Canvas, Pdl, Image, Rdo, Hyperlink, etc. | Phase measurement error, The range of signal frequencies, The interval degree in traverse, Unit baseline, Base ratio, Traverse | One-dimensional: Direction finding error and maximum fuzzy Angle of one-dimensional linear array; two-dimensional: L-, T-, cross–azimuth and pitch–Angle measurement error and pitch–direction maximum without fuzzy Angle | Schematic diagram of antenna array, Azimuth error distribution, Pitch Angle direction finding error distribution |
| The KF of Antenna | The KF of Antenna | ||||
|---|---|---|---|---|---|
| BE | Meaning & Information | RE | BE | Meaning & Information | RE |
| ∆ψx | Horizontal phase measurement error | 1~5° | Vab | Vertical antenna baseline | |
| ∆ψy | Vertical phase measurement error | Tw | Traverse way | Horizontal, H/ Vertical, V | |
| Fscope | The range of signal frequencies | 2~8/12~14/14~18/1.2~2/8~10/0.35~0.7 GHz | Fd | Fixed degree | |
| Escope | The range of interferometer system’s error | ±0.5°/±1° | f | frequency | |
| Id | The interval degree in traverse | 1°/2°/5° | maxη | max direction of arrival | |
| Ag | Antenna geometry | L-shape/T-shape/ Cross/Linear array | minθ | The min azimuth | |
| Hub | Horizontal unit baseline | 9.5/76 mm | maxθ | The max azimuth | |
| Vub | Vesrtical unit baseline | minφ | The min pitch angle | ||
| Hbr | Horizontal base ratio | maxφ | The max pitch angle | ||
| Vbr | Vertical base ratio | Hab | Horizontal antenna baseline | ||
| The RE of Antenna | |||
|---|---|---|---|
| Line-Type | L-Type | T-Type | Cross-Type |
| L1: L2: | |||
| TE | ∆ψx | ∆ψy | Fscope | Escope | Id | Ag | Hub | Vub | Hbr | Vbr | Tw | Fd |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Data | 0.9° | 1.5° | 3~6 GHz | ±1° | 2° | L1-shape | 9.5 mm | 9.5 mm | 1:2:3:5 | 3:4:5:6 | H | 20° |
| TE | Ap | F (Frequency) | maxη | Hab | Vab | minθ | maxθ | minφ | maxφ |
|---|---|---|---|---|---|---|---|---|---|
| Data | β = 20° | 3 | 90° | 9.5: 19: 28.5: 47.5 | 28.5: 38: 47.5: 57 | 0.14° | 4.02° | −0.49° | −14.2° |
| 3.75 | 90° | 0.11° | 3.21° | −0.40° | −11.4° | ||||
| 4.5 | 90° | 0.09° | 2.67° | −0.33° | −9.49° | ||||
| 5.25 | 90° | 0.08° | 2.29° | −0.28° | −8.14° | ||||
| 6 | 90° | 0.07° | 2.0° | −0.25° | −7.12° |
| TE | ∆ψx | ∆ψy | Fscope | Escope | Id | Ag | Hub | Vub | Hbr | Vbr | Tw | Fd |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Data | 0.9° | 1.5° | 3~6 GHz | ±1° | 2° | L1-shape | 9.5 mm | 9.5 mm | 1:2:3:5 | 3:4:5:6 | V | 20° |
| TE | Ap | F (Frequency) | maxη | Hab | Vab | minθ | maxθ | minφ | maxφ |
|---|---|---|---|---|---|---|---|---|---|
| Data | ε = 20° | 3 | 90° | 9.5: 19: 28.5: 47.5 | 28.5: 38: 47.5: 57 | 0° | 0.549° | 0° | 1.51° |
| 3.75 | 90° | 0° | 0.440° | 0° | 1.21° | ||||
| 4.5 | 90° | 0° | 0.366° | 0° | 1.00° | ||||
| 5.25 | 90° | 0° | 0.314° | 0° | 0.863° | ||||
| 6 | 90° | 0° | 0.275° | 0° | 0.755° |
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Zheng, L.; Liu, Y.; Li, W.; Peng, J.; Zhao, J. Demand-Driven Configuration Method and Model for Equipment Performance Indices. Electronics 2026, 15, 2634. https://doi.org/10.3390/electronics15122634
Zheng L, Liu Y, Li W, Peng J, Zhao J. Demand-Driven Configuration Method and Model for Equipment Performance Indices. Electronics. 2026; 15(12):2634. https://doi.org/10.3390/electronics15122634
Chicago/Turabian StyleZheng, Lanjiang, Yaoling Liu, Wenqiang Li, Jun Peng, and Jia Zhao. 2026. "Demand-Driven Configuration Method and Model for Equipment Performance Indices" Electronics 15, no. 12: 2634. https://doi.org/10.3390/electronics15122634
APA StyleZheng, L., Liu, Y., Li, W., Peng, J., & Zhao, J. (2026). Demand-Driven Configuration Method and Model for Equipment Performance Indices. Electronics, 15(12), 2634. https://doi.org/10.3390/electronics15122634

