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This section includes 6 Mcqs, each offering curated multiple-choice questions to sharpen your Antennas knowledge and support exam preparation. Choose a topic below to get started.
1. |
In Chebyshev array which of the following is approximated to the Chebyshev polynomial? |
A. | Array factor |
B. | HPBW |
C. | Side lobe level |
D. | Range equation |
Answer» B. HPBW | |
2. |
What is the HPBW of the Dolph Chebyshev array if the broadening factor is 2 and HPBW of uniform array is 30 ? |
A. | 30 |
B. | 60 |
C. | 90 |
D. | 120 |
Answer» C. 90 | |
3. |
Which of the following represents the chebyshev recursive formula? |
A. | T<sub>m</sub>(z) = 2zT<sub>m-1</sub>(z) T<sub>m-2</sub>(z) |
B. | T<sub>m</sub>(z) = zT<sub>m-1</sub>(z) 2T<sub>m-2</sub>(z) |
C. | T<sub>m</sub>(z) = 2T<sub>m-1</sub>(z) zT<sub>m-2</sub>(z) |
D. | T<sub>m</sub>(z) = T<sub>m-1</sub>(z) 2zT<sub>m-2</sub>(z) |
Answer» B. T<sub>m</sub>(z) = zT<sub>m-1</sub>(z) 2T<sub>m-2</sub>(z) | |
4. |
What should be the side lobe level to make Dolph Chebyshev to binomial array? |
A. | - dB |
B. | 0 dB |
C. | 1 dB |
D. | 10dB |
Answer» B. 0 dB | |
5. |
Dolph pattern uses which of the following polynomial approximation? |
A. | Chebyshev |
B. | Binomial |
C. | Pascal s |
D. | Taylor |
Answer» B. Binomial | |
6. |
Which of the following a method proposed to design array with any side lobes? |
A. | Dolph-Chebyshev |
B. | Binomial array |
C. | Taylor |
D. | Broad-side Array |
Answer» B. Binomial array | |