Method for generating circularly polarized vortex electromagnetic waves
A vortex electromagnetic wave and generation method technology, which is applied to electrical components, electrical digital data processing, radio transmission systems, etc., can solve the problems of low conversion efficiency, difficult processing, complex structure, etc., and achieve low cost, convenient application, and control high precision effect
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Embodiment 1
[0085] Embodiment 1: Feed forward feed, it is expected to generate a vortex beam with modal number L=-2 along the normal direction
[0086] Step 1: Set input conditions
[0087] (1) Frequency f=9GHz;
[0088] (2) Feed location (x f ,y f ,z f )=(0,0,233mm);
[0089] (3) Array parameter M=N=25, d x = d y = 10mm;
[0090] (4) Orbital angular momentum mode L=-2;
[0091] (5) Main radiation direction
[0092] Step 2: Calculate the spatial phase delay distribution from the feed to the surface of the reflectarray, such as Figure 6 shown.
[0093] Step 3: Calculate the expected phase distribution on the surface of the reflectarray, such as Figure 7 shown. Since the expected mode number L=-2, the phase along the azimuth direction exhibits two periods of variation, which is the same as expected.
[0094] Step 4: Calculate the rotation angle distribution of the reflectarray unit, such as Figure 8 shown. The expected beam is along the normal direction, and the expected...
Embodiment 2
[0097] Embodiment 2: Feed bias feed, expected to produce edge Vortex beam with directional mode number L=1
[0098] Step 1: Set input conditions
[0099] (1) Frequency f=9GHz;
[0100] (2) Feed location (x f ,y f ,z f )=(0,0,233mm);
[0101] (3) Array parameter M=N=25, d x = d y = 10mm;
[0102] (4) Orbital angular momentum mode L=1;
[0103] (5) Main radiation direction
[0104] Step 2: Calculate the spatial phase delay distribution from the feed to the surface of the reflectarray, such as Figure 12 shown.
[0105] Step 3: Calculate the expected phase distribution on the surface of the reflectarray, such as Figure 13 shown. Since the expected mode number L=1, the phase along the azimuth direction exhibits two periods of variation, which is the same as expected.
[0106] Step 4: Calculate the rotation angle distribution of the reflectarray unit, such as Figure 14 shown. The expected beam is along the normal direction, and the expected phase of the reflect...
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