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As I have mentioned previously, I have a friend who grew up in Angola, and he recalls a promotion that Certina organized which entailed dropping DS watches from a helicopter, and showing the onlookers that they continued to function! Here's a related ad - yes "only" a 400 foot drop, but onto concrete:
You probably heard about the guy who found the iPhone that supposedly fell out of the Alaska Airlines jet.
That reminded me of this Wyler ad from the 60s.
Would need to know the dimensions of the phone (plus case, if it has one). Also need to know the density of the phone/ case combo. That allows the coefficient of drag to be calculated. From there terminal velocity can be calculated, and since acceleration due to gravity is a constant rate it's easily to figure out how long it takes to reach that velocity.
Searching around the interwebs, terminal velocity of mobile phones seems to vary from about 54 to 89 m/s. Acceleration due to gravity is 9.8 m/second sq. Velocity = Time x acceleration, so Time = V/ A. So the time to reach terminal velocity is between 5.5 and 9.1 seconds.
(please note I did this using SI units so those not good with math could follow 😁)
Would need to know the dimensions of the phone (plus case, if it has one). Also need to know the density of the phone/ case combo. That allows the coefficient of drag to be calculated. From there terminal velocity can be calculated, and since acceleration due to gravity is a constant rate it's easily to figure out how long it takes to reach that velocity.
Searching around the interwebs, terminal velocity of mobile phones seems to vary from about 54 to 89 m/s. Acceleration due to gravity is 9.8 m/second sq. Velocity = Time x acceleration, so Time = V/ A. So the time to reach terminal velocity is between 5.5 and 9.1 seconds.

As I have mentioned previously, I have a friend who grew up in Angola, and he recalls a promotion that Certina organized which entailed dropping DS watches from a helicopter, and showing the onlookers that they continued to function! Here's a related ad - yes "only" a 400 foot drop, but onto concrete:

Yeah but is that a real test?
Hey my watch survived but I am now a squishy leaky blood bag and if I was alive I could tell the time![]()
If you were alive, you’d probably have more pressing things to consider than the time!