Web23 nov. 2024 · I request some accurate information about how far a person standing on the deck of a ship can see in good light and a calm sea. To hypothesize, let us assume that the person is standing on a ship's deck that is 40 feet above the sea level.Add another 5 feet to the eye level and so he/she is looking out from 45 feet.In that case, how far away will the … Web27 apr. 2012 · How far can we see if unobstructed? Dust, water vapour and pollution in the air will rarely let you see more than 20 kilometres (12 miles), even on a clear day. Often, the curvature of the Earth gets in the …
horizon - How high must one be for the curvature of the earth to …
Web26 mrt. 2016 · If you’re standing on the shore, then you can also estimate the distance to the horizon by simply dividing your height in half. So if you’re 5'6" (5.5 feet) tall, the distance to the horizon is only about 2.75 miles! The Earth curves faster than most people think. Web23 nov. 1995 · distance to horizon in miles = square root of the height of your eye (in feet) above sea level. In excellent visibility, you might get another 15%. Cheers, On 23 Nov 1995, don reinberg wrote: > Would someone please remind me how far one is able to see towards the > ocean's horizon standing at a beach at sea level. inclusion and diversity officer jobs
Earth Curve Calculator - GitHub Pages
WebHow far away is the horizon? When we stand on the shore, with our feet just at sea level, and look out to sea, we may ask: how far away is the horizon? We start by making the simplifying assumption that the earth is a sphere with radius R. Then the line from our eye to the horizon is tangent to a circle of radius R (representing the earth) as ... WebDistance to the Horizon Calculator This is a rough guide to determine the distance of the horizon based on the observer's height above mean sea level. The screen will work in Metric or Imperial measurements. Enter the … WebEarth Curve Calculator. This app calculates how much a distant object is obscured by the earth's curvature, and makes the following assumptions: the earth is a convex sphere of radius 6371 kilometres. light travels in straight lines. The source code and calculation method are available on GitHub.com. Units. Metric Imperial. h0 = Eye height feet. inclusion and diversity national grid group