Drop in power in a directed microwave beam?

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In a directed microwave beam, power drop is influenced by distance, following an inverse square law at large distances while being less predictable at shorter ranges. The typical length scale for this behavior is determined by the antenna diameter squared divided by the wavelength. For distances exceeding five times this length scale, the inverse square law applies effectively. Below this threshold, the power drop may not align with this approximation and can vary based on the beam characteristics. Overall, the relationship between distance and power drop is complex and depends on specific conditions.
Patrick Pihl
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Would it be a drop in power as the square of the distance in a directed microwave beam? Thanks!
 
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For small distances: probably not.
For very large distances: yes.

The typical length scale is (antenna diameter)^2 / (wavelength), focusing something over a longer distance does not work.
 
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Thanks! What would be a short / large distance in this context?
 
Did you see my comment about the length scale? If you are at 5+ times this length scale the inverse squared distance is a good scaling law. If you are below that length, it does not have to be a good approximation. It might be, but that depends on the beam then. In between, things are in between those two cases.
 
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