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This section includes 9 Mcqs, each offering curated multiple-choice questions to sharpen your Antenna Array knowledge and support exam preparation. Choose a topic below to get started.
| 1. |
The maximum of the first minor lobe of array factor occurs at 13.46 dB down the maximum major lobe. |
| A. | True |
| B. | False |
| Answer» B. False | |
| 2. |
Condition for the half power width of the Array factor is given by ___________ |
| A. | ( frac{N }{2}= 1.391 ) |
| B. | ( frac{N }{2}= 3 ) |
| C. | ( frac{N }{2}= 0.5 ) |
| D. | ( frac{N }{2}= 1 ) |
| Answer» B. ( frac{N }{2}= 3 ) | |
| 3. |
The radiating pattern of single element multiplied by the array factor simply gives the ___________ |
| A. | Pattern multiplication |
| B. | Normalized array factor |
| C. | Beamwidth of the array |
| D. | Field strength of the array |
| Answer» B. Normalized array factor | |
| 4. |
Find the Nulls of the 8-element array in which elements are separated by /4 and phase difference is 0? |
| A. | ( _n=cos^{-1} u2061( left[ frac{n}{2} right]) ) |
| B. | ( _n=cos^{-1} u2061( left[ frac{n}{4} right]) ) |
| C. | ( _n=sin^{-1} u2061( left[ frac{n}{2} right]) ) |
| D. | ( _n=sin^{-1} u2061( left[ frac{n}{4} right]) ) |
| Answer» B. ( _n=cos^{-1} u2061( left[ frac{n}{4} right]) ) | |
| 5. |
Find the Nulls of the N-element array in which elements are separated by /4 and phase difference is 0? |
| A. | ( _n=cos^{-1} u2061( left[ frac{4n}{N} right]) ) |
| B. | ( _n=cos^{-1} u2061( left[ frac{2n}{N} right]) ) |
| C. | ( _n=sin u2061( left[ frac{4n}{N} right]) ) |
| D. | ( _n=sin^{-1} u2061( left[ frac{4n}{N} right]) ) |
| Answer» B. ( _n=cos^{-1} u2061( left[ frac{2n}{N} right]) ) | |
| 6. |
Find the maximum value of array factor when elements are separated by a /4 and phase difference is 0? |
| A. | <sub>m</sub>=cos<sup>-1</sup> u2061(4m) |
| B. | <sub>m</sub>=sin<sup>-1</sup> u2061(4 m) |
| C. | <sub>m</sub>=cos<sup>-1</sup> u2061(4 m) |
| D. | <sub>m</sub>=sin<sup>-1</sup>(2m) |
| Answer» B. <sub>m</sub>=sin<sup>-1</sup> u2061(4 m) | |
| 7. |
Maximum value of array factor for N-element linear array occurs at ______ |
| A. | ( _m=cos^{-1} u2061( frac{ }{2 d}[- 2 m]) ) |
| B. | ( _m=cos^{-1} u2061( frac{ }{2 d}[ 2 m]) ) |
| C. | ( _m=sin^{-1} u2061( frac{ }{2 d}[- 2 m]) ) |
| D. | ( _m=sin^{-1}( frac{ }{2 d}[- 2 m]) ) |
| Answer» B. ( _m=cos^{-1} u2061( frac{ }{2 d}[ 2 m]) ) | |
| 8. |
Which of the following expression gives the nulls for the N- element linear array? |
| A. | ( _n=cos^{-1} u2061( frac{ }{2 d}[- frac{2 n}{N}]) ) |
| B. | ( _n=sin^{-1} u2061( frac{ }{2 d}[- frac{2 n}{N}]) ) |
| C. | ( _n=cos^{-1} u2061( frac{ }{2 d}[- frac{ n}{N}]) ) |
| D. | ( _n=cos^{-1} u2061( frac{ }{2 d}[ frac{2 n}{N}]) ) |
| Answer» B. ( _n=sin^{-1} u2061( frac{ }{2 d}[- frac{2 n}{N}]) ) | |
| 9. |
Normalized array factor of N element linear array is ________ |
| A. | ( frac{sin(N /2)}{N /2} ) |
| B. | ( frac{cos(N /2)}{N /2} ) |
| C. | (N frac{sin( /2)}{ /2} ) |
| D. | (N frac{cos(N /2)}{N /2} ) |
| Answer» B. ( frac{cos(N /2)}{N /2} ) | |