Explore topic-wise MCQs in Antenna Array.

This section includes 10 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.

A 4-isotropic element end-fire array separated by a λ/4 distance has first null occurring at ____________

A. 60
B. 30
C. 90
D. 150
Answer» D. 150
2.

The direction of the first minor lobe of 4 element isotropic broadside array separated by λ/2 is ___________

A. 41.4°
B. 30°
C. 60°
D. 90°
Answer» B. 30°
3.

The necessary condition for maximum of the second side lobe of n element array is __________

A. \( \frac{Nᴪ}{2}=±\frac{5π}{2}\)
B. \( \frac{Nᴪ}{2}=±\frac{3π}{2}\)
C. \( \frac{Nᴪ}{2}=±\frac{π}{2}\)
D. \( \frac{Nᴪ}{2}=±\frac{4π}{2}\)
Answer» B. \( \frac{Nᴪ}{2}=±\frac{3π}{2}\)
4.

What is the direction of first null of broadside 4-element isotropic antenna having a separation of λ/4?

A. 0
B. 60
C. 30
D. 120
Answer» B. 60
5.

What is the direction of first null of broadside 4-element isotropic antenna having a separation of λ/2?

A. 60°
B. 30°
C. 180°
D.
Answer» B. 30°
6.

The array factor of 4- isotropic elements of broadside array separated by a λ/2 is given by ____________

A. sinc(2cosθ)
B. sin(2πcosθ)
C. sinc(2πsinθ)
D. sin(2sinθ)
Answer» B. sin(2πcosθ)
7.

The array factor of 4- isotropic elements of broadside array separated by a λ/4 is given by ____________

A. sinc(cosθ)
B. cos(sinθ)
C. sin(sinθ)
D. sin(cosθ)
Answer» B. cos(sinθ)
8.

A 4-isotropic element broadside array separated by a λ/4 distance has nulls occurring at ____________

A. cos-1 (±n)
B. \(cos^{-1} (±\frac{n}{2})\)
C. \(sin^{-1} (±\frac{n}{2})\)
D. sin-1 (±n)
Answer» B. \(cos^{-1} (±\frac{n}{2})\)
9.

A 4-isotropic element broadside array separated by a λ/2 distance has nulls occurring at ____________

A. \(cos^{-1} (±\frac{n}{2}) \)
B. \(cos^{-1} (±\frac{4n}{2}) \)
C. \(sin^{-1} (±\frac{n}{2}) \)
D. \(sin^{-1} (±\frac{n}{4}) \)
Answer» B. \(cos^{-1} (±\frac{4n}{2}) \)
10.

The array factor of 4- isotropic elements of broadside array is given by ____________

A. \(\frac{sin(2kdcosθ)}{2kdcosθ} \)
B. \(\frac{sin(kdcosθ)}{2kdcosθ} \)
C. \(\frac{sin(2kdcosθ)}{kdcosθ} \)
D. \(\frac{cos(2kdcosθ)}{2kdcosθ} \)
Answer» B. \(\frac{sin(kdcosθ)}{2kdcosθ} \)