A sierpinski-like fractal ultra-wideband antenna and its design method
A technology of an ultra-wideband antenna and a design method, applied in the field of wireless communication, can solve the problems of large physical size and difficult integration of ultra-wideband antennas, and achieve the effects of light weight, good directivity and low loss
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Embodiment 1
[0051] like figure 1 As shown, the class Sierpinski fractal ultra-wideband antenna of the present invention comprises a dielectric substrate 4, and one side of the dielectric substrate 4 is pasted with a radiation element 1, a feed element 3 and a ground element 2 (radiation element 1, feed element 3 The ground unit 2 is arranged on the same surface of the dielectric substrate 4 to form a coplanar waveguide structure, which has lower loss compared to the existing microstrip line feed, and is more beneficial to integration with other circuit structures);
[0052] The radiation unit 1 is a fractal patch formed by 3 iterations of fractal, a first sub-patch 5, and a second sub-patch 6, and is a connected shaped patch, and an etching slit is formed on the shaped patch .
[0053] Further, the fractal patch is a 3rd-order structure of the Sierpinski fractal structure, the 1st-order structure is formed by nesting a ring and a regular hexagon with the middle circle removed, and the 2nd-...
Embodiment 2
[0063] On the basis of embodiment 1, as shown in Figure 2, the design method of class Sierpinski fractal ultra-wideband antenna of the present invention comprises the following steps:
[0064] (1) Using the Sierpinski fractal method, the radiation unit 1 is fractalized three times to obtain a fractal patch, which is combined with the first sub-patch 5 and the second sub-patch 6 on the fractal patch to form a connected body patch;
[0065] (1-1) Embed a regular hexagon in the ring as the initial structure, cut a circle in the middle of the regular hexagon so that the middle of the regular hexagon has a hollow circle, thus forming the first iterative structure; wherein, the initial structure The radius of the outer circle of the ring is 6mm, the radius of the inner circle is 5.5mm, and the radius of the circle cut in the middle of the regular hexagon is 4.8mm;
[0066] (1-2) Reduce the first iterative structure to obtain the first scaling structure, and fill the first scaling s...
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