• खगोलीय क्षितिज | |
true: ठीक तरीके से | |
horizon: क्षितिज सीमा आकाश | |
true horizon मीनिंग इन हिंदी
true horizon उदाहरण वाक्य
उदाहरण वाक्य
अधिक: आगे- The corresponding true horizon at the equator is slightly shorter in the north / south direction than in the east-west direction.
- :Keep in mind that you should do this only where you have a true horizon ( like watching the sun set over the ocean ).
- trigonometric equation relating the dip angle ( between the true horizon and astronomical horizon ) observed from the top of a mountain to the height of that mountain . ]]
- The distance to the true horizon, as a function of height, is given in the article Horizon; it is roughly proportional to the square root of height.
- The distance to the true horizon is an actual measurable quantity ( as opposed to a perceived illusory one ), and it increases with the height of the observer.
- That is true at sea level; those limits increase with elevation above sea level, although in mountainous regions there is often no direct view of the true horizon.
- We may or may not perceive the true horizon to be a certain distance away; but I do not think we ever perceive a clear sky to be of a particular height.
- Even when people are standing outside on a level ground, the slant of the building in the background causes misperceptions as humans judge the height of people using the slant of the roof rather than the true horizon.
- Under VFR conditions, the pilot corrects for this deviation from level automatically using the true horizon, while it is very small; but in IMC or dark conditions it can go unnoticed : the roll will increase and the lift, no longer vertical, is insufficient to support the airplane.
- For observers near sea level the difference between this " geometrical horizon " ( which assumes a perfectly flat, infinite ground plane ) and the " true horizon " ( which assumes a spherical Earth surface ) is imperceptible to the naked eye ( but for someone on a 1000-meter hill looking out to sea the true horizon will be about a degree below a horizontal line ).