Microstrip Quadrature Hybrid

 

I. Theory

1. Basic Structure  [Naver, Kseo]

 

2. Applied structures [www.microwave101.com]

- Combining two signals with 90-degree phase difference

 

- Divide a signal with two signals with 90-degree phase difference

 

- Realizing a 180-degree hybrid coupler with a quadrature hybrid coupler

II. Applications

1. Power combining for power amplifiers [www.rfcafe.com]

    

 

2. Single-balanced mixer

Figure: Quadrature hybrid coupler in a single-balanced mixer [file.scirp.org]

 

Figure: PCB layout for a quadrature-hybrid single-balanced mixer.

 

3. Circularly polarized antennas

Rahimian, "A novel circularly polarized dielectricresonator antenna with branch-line coupler and log-periodic balun", Int J Comm Eng, 7(1), 1-11, 2018.

Figure: Circularly polarized dielectric resonator antenna fed by a quadrature hybrid coupler. Substrate: εr = 4.4, tanδ = 0.02, h = 0.787 mm, W × H = 75 × 75 mm, Quadrature hybrid coupler: Z1 = 175.2 Ω, Z2 = 95.1 Ω, Z3 = 118.4 Ω, Z4 = 62.9 Ω, Z0 = 50 Ω [Rahimian(2018)]

 

4. Monopulse comparator

www.microwave101.com

 

III. Laboratory

  

Fig. 3.1 Standard configurations of a microstrip quadrature hybrid coupler [Kseo]

 

     

Fig. 3.2 Modified quadrature hybrid coupler with input-output lines90-degree rotated [WIPL-D, "High level miniaturization for quadrature hybrid directional coupler"]

Substrate: er = 4.3, tand = 0.02, h = 1.0 mm, t = 0.034 um

Input and output line lengths: 1/8 wavelengths

Spacing between substrate edge and the line edge: 10 mm

 

1. For the structure in Fig. 3.2, find the line width and lengths for Z0 = 50 Ω and f = 1 GHz.

2. Make a structure for simulation.

3. Calculate scattering parameters.

  Port number: Input = 1, Isolation = 2, Output = 3, 4

4. Plot the results.

  Plot 1: Magnitude in dB of S31 and S41. Frequency 0.7-1.3 GHz, Magnitude -10 dB to 0 dB

  Plot 2: Magnitude in dB of S11 and S21. Frequency 0.7-1.3 GHz, Magnitude -70 dB to 0 dB

  Plot 3: Amplitude balance = |S31| (dB) − |S41| (dB)

  Plot 4: Phase balance = arg(S31) (deg) −arg(S41) (deg)

5. Find the bandwidth based on your own criteria.