Can Wi-Fi reach a swimmer in a fresh water pool?

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Wi-Fi signals struggle to penetrate fresh water, with estimates suggesting a usable range of only about 1 inch due to the wavelength of 2.4 GHz signals. The presence of dissolved salts and cleaning agents like chlorine in pool water further reduces signal penetration. While some sources claim up to 1 meter might be achievable, this is likely overly optimistic. The consensus indicates that expectations should be tempered, and practical testing is recommended to determine actual performance. Overall, reliable Wi-Fi access for swimmers in a pool is unlikely.
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Approximately how far will a signal penetrate a fresh water pool from the surface to a swimmer assuming current Wi-Fi standards?

With at least 6-8" of water penetration I would purchase an iPod Touch and listen to streaming radio while doing laps.

Thanks,

Mark
 
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Got this from http://www.network-builders.com/wifi-range-under-water-t38480p2.html
Not sure how accurate. In fact, one inch seems a little low. But i don't know.
Another site forum suggested that 1 meter is max.

"Radio waves generally penetrate water to around 1/4 wavelength.
considering the wavelength of 2.4 Ghz WiFi is about 0.13m (13Cm) you
can expect a useable range of around 3 Cm (a little over 1 Inch )"
 
The problem lies in the salinity of the water and the amount of free ions. Pure, distilled water will not absorb radio waves to a large degree. However, the dissolved salts and other ions in water greatly adds to its conductivity and suppresses the transmissions of radio waves. I would say that with pool water, I would not expect much penetration due to the addition of cleaning agents such as chlorine. But without having any numbers or experiments with this situation most of us are probably only going to be able to give you an educated guess. Best bet would be to just try it out and see but keep expectations reserved.
 
I built a device designed to brake angular velocity which seems to work based on below, i used a flexible shaft that could bow up and down so i could visually see what was happening for the prototypes. If you spin two wheels in opposite directions each with a magnitude of angular momentum L on a rigid shaft (equal magnitude opposite directions), then rotate the shaft at 90 degrees to the momentum vectors at constant angular velocity omega, then the resulting torques oppose each other...

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