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Admit that you can not answer these questions, relying on the lunar theory of tides.
Dynamic Theory of Tides http://ffden-2.phys.uaf.edu/645fall2003_web.dir/Ellie_Boyce/dynamic.htm Instead of circumnavigating the world, the tide wave is broken up into numerous smaller cells, called amphidromic systems. Within each cell, the tide wave circles around an amphidromic point.
1. Why the height of the tides in the White Sea is 100 times greater than in the Baltic Sea.The height of the tides in the Baltic Sea is 10 cm, and in the White Sea 10 meters.2. Why the height of the tides, on the west coast of the Nova Scotia Peninsula (the Bay of Fundy) is 20 times greater than on the eastern coast of the peninsula, but it should be all the opposite (where the logic is). 3. Why the height of the tides on the western coast of the peninsula of Kamchatka is 25 times greater than on the eastern coast of the peninsula, but it should be all the opposite (where the logic is). 4. How to explain the fact that in south-western Australia in the port of Fremantle, tides for half a year disappear. 5. Once a year in the delta of the Northern Dvina, the tides mysteriously disappear for several days, sometimes for a week, and this is considered one of the mysteries of nature (the White Sea).
Only practicing oceanographers can answer these questions.
That's plainly not true because I already answered them, and I'm not an oceanographer.
Quote from: Bored chemist on 20/09/2018 19:11:24That's plainly not true because I already answered them, and I'm not an oceanographer.If you are not an oceanographer, why do you take responsibility, comment on something that you do not know.
Along the equatorial zone, "tidal force" is everywhere the same, and there is no need to calculate it.(It can be conditionally aligned 1).The height of the tide in the equatorial zone depends only on the shape of the bay.//www.youtube.com/watch?v=dU_Byg8AhKs
In England, the "tidal power" is the same everywhere, and the height of the tides is different, why?
Quote from: Yusup Hizirov on 02/09/2018 12:52:50You consciously leave the answer.Call the sea where there are high tides, but there is no fast flow.I'm sorry, but that made little sense.The places where the tidal range is larger are generally where the tide is funneled into a bay or estuary.Because the tidal bulge (dragged by the moon's gravity) enters the funnel and travels along it, the same volume of water is forced into a narrow passage and so it has to get deeper. Why is that so hard for you to understand?
You consciously leave the answer.Call the sea where there are high tides, but there is no fast flow.
You do not want to add anything else.
Why in England, "tidal force" is everywhere the same, and the height of the tides is different.(The range of tides is 0 to 15 meters)?
Quote from: Yusup Hizirov on 29/09/2018 13:11:36Why in England, "tidal force" is everywhere the same, and the height of the tides is different.(The range of tides is 0 to 15 meters)?Why do you leave the answer, this is the right question.
Scientific journal "NBIX-Nauka. Technology" No. 4/2018. Page 104.(Nanotechnological Society of Russia)http://www.nanonewsnet.ru/news/2018/vyshel-chetvertyi-nomer-zhurnala-nbiks-naukatekhnologii
Quote from: Yusup Hizirov on 09/08/2018 05:58:37Scientific journal "NBIX-Nauka. Technology" No. 4/2018. Page 104.(Nanotechnological Society of Russia)http://www.nanonewsnet.ru/news/2018/vyshel-chetvertyi-nomer-zhurnala-nbiks-naukatekhnologii A positive review of 20 members of the editorial board of this authoritative journal is another convincing argument for the correctness of this theory.I think the members of the editorial board knew what responsibility they bear for an objective evaluation of this theory.
This theory has very good testability.
This theory has very good testability.If high tides form on that bank where you are standing, it means that the current is moving fast along this bank.It is easy to check based on a map of the sea currents that are on the Internet.Approximately the tide chart will look like this:1 km / h - 1 meter.2 km / h - 2 meter.3 km / h - 3 meter.And so on.And no philosophy.