Subject: Thousands of km/sec seems a bit high...
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Posted on: 2013-12-01 22:58:00 UTC
According to long-ago lessons in model rocketry, the worst-case for rocket misbehavior is if the rocket launches at about a 45-degree angle. In such a case, it'll only achieve half its expected altitude, but it will cover four times that distance downrange.
To give us nice easy round numbers, let's say that our giant squid is wanting to fly about four kilometers downrange. This gives a maximum squid altitude of one kilometer, enough to clear even the tallest man-made structures on earth. Presumably, this will be plenty of height to clear whatever anti-squid defenses exist to resist the transient cephalopod.
From a kilometer of altitude, disregarding air resistance, an object will take 14.1 seconds to free-fall to the surface, at which it will arrive at an impressive 141 m/s. If the squid happens to have 141 m/s of lateral velocity when it starts its flight, it will also cover two kilometers downrange over that time.
This whole process works backwards too - if the squid can achieve a launch velocity of 200 m/s, at a 45-degree angle, it will cover four kilometers before arriving at its destination. (Assuming launch site and destination are at the same altitude.)
That's a launch velocity of roughly 450 MPH - nontrivial, certainly, but still subsonic. If we assume that a kraken can inhale 25% of its body weight in water, it only needs to eject that at 1 km/sec to achieve the aforementioned launch velocity. A bit beyond the ordinary, certainly, but it's reasonably achievable - the exhaust velocity from the space shuttle's main engines is more than four times that.