Construction method for magnetic loss type shrinking ratio wave-absorbing material
A technology of wave-absorbing materials and construction methods, applied in special data processing applications, instruments, electrical digital data processing, etc., can solve problems such as limitations, achieve the effect of ensuring design accuracy and facilitating manufacturing
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Embodiment 1
[0094] 1. Input the electromagnetic parameters of the prototype uniform absorbing material;
[0095] Set the electromagnetic parameters, frequency and scaling factor of the prototype, such as ε=22.3-j1.1, μ=3.2-j2.6, prototype frequency f=5GHz, scaling factor s=2, thickness d=0.5mm, the The scaled frequency f can be obtained when s = 10GHz.
[0096] 2. Calculate the transmission parameters and reflection parameters of the prototype uniform absorbing material;
[0097] According to the electromagnetic parameters of the absorbing material and the thickness of the prototype absorbing material, the reflection coefficient and transmission coefficient are calculated using the transmission matrix equation of the single-layer material, and the results are as follows:
[0098] T=e -jγL =0.75-j0.37.
[0099] reflection parameter transfer parameters
[0100] 3. Establish the electromagnetic parameter library of magnetic loss electromagnetic materials;
[0101] The establishme...
Embodiment 2
[0109] 1. Input the electromagnetic parameters of the prototype uniform absorbing material;
[0110] Set the electromagnetic parameters, frequency and scaling factor of the prototype, such as ε=22.03-j1.31, μ=3.71-j2.53, prototype frequency f=4GHz, scaling factor s=3, thickness d=1mm, at this time The scaled frequency f can be obtained s = 12GHz.
[0111] 2. Calculate the transmission parameters and reflection parameters of the prototype uniform absorbing material;
[0112] According to the electromagnetic parameters of the absorbing material and the thickness of the prototype absorbing material, the reflection coefficient and transmission coefficient are calculated using the transmission matrix equation of the single-layer material, and the results are as follows:
[0113] T=e -jγL =0.42-j0.59.
[0114] reflection parameter transfer parameters
[0115] 3. Establish the electromagnetic parameter library of magnetic loss electromagnetic materials;
[0116] Referring...
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