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The simple answer is that no ship, of any propulsion method, can stop "immediately" at any speed.. It is physically impossible and to even consider it means the person failed to grasp the basic concept of the 2nd Law of Motion....F = ma. Since a = del v/ del t and "immediately" means del t =0, that implies infinite deceleration and therefor infinite force regardless of velocity or mass. Infinite force just ain't gonna happen.Why can some ships stop immediately?
Can't stop on two anchors....not enough people for the necessary coordination...one..then the other windlass will be ripped off the deck and will then be attempting to dive down the hawse pipe. In my experience, the brakes fail and the anchor chain just smokes out...though the deck may buckle around the windlass foundation. This is based upon witnessing an anchor test where, in 5 shots of water (i.e. 450 feet), 4 shots were let run (360 feet) and then the brake was applied. Not a good place to be....Found from Google and Gemini:
Here's a video on some techniques for stopping a ship.
It discusses high frequency rudder cycling and low frequency rudder cycling; about 5 to 7 ship lengths.
Crash stopping on two anchors usually rips the winlass out of the deck, but 1.5 ship lengths.
-Will
www.kamome-propeller.co.jp
Can you propose a longtail system to operate an engine that weighs over 2200 tons attached to a shaft of 2 feet diameter?We have a modern propulsion system here.
Can someone knowledgeable explain the rationale behind such complexity?
We have a good engine driving a generator, which powers an electric motor that requires a gearbox (for what?) on top of that, there’s a variable-pitch propeller—which is essentially another gearbox.
I’d prefer a longtail drivetrain instead.
Here is a good example of this happening.In my experience, the brakes fail and the anchor chain just smokes out...though the deck may buckle around the windlass foundation.