What is an ellipse?

The ellipse is a geometric shape that is generated when the aircraft intersects a conical shape and creates a closed curve. Circles are a special subset of ellipses. Although any particular formula for these shapes may seem quite complex, it is a common form in natural systems, such as orbital planes in space and atomic scale. However, the ellipse has mathematical symmetry that the oval does not necessarily have. If the line is drawn by the main ellipse axis, which is through its center and at the two farthest ends, any two points on the line that are equally distant from the center are described as focal points f and f _{2 . The sum of any two lines drawn from f 1 and f 2 to the perimeter of the ellipse will contribute to the overall length -headed axis, known as the ellipse focus. When focal points are f 1 and f 2 on the same place on the main axis, this is a real definition of circle.}

Another ellipse equation is the polar equation that is used to determine Perihelion and Aphelion for the nearest and farthest points in the orbit of the body, such as the Earth around the Sun. We take the location of f _{1 on the main axes as the location of the sun, the nearest point of the ellipse shape on f 1 would be perihelion. The furthest point of the ellipse, on the opposite side of f 2 , would be Aphelion or the farthest point of the Earth in its orbit. The actual polar equation is used to calculate the orbit radius at any time. It may seem complicated when it is written in algebraic form, but it becomes apparently marked with diagrams, accompanies it.}

were first discovered by the orbit planets around the Sun to have Elips Point Johannes Kepler, who published his ten -year -old Mars orbit research in 1609 in a book entitled Astronomia Nova . This discovery was laterExplained by Isaac Newton in 1687, when he published Philosophiae Naturalis Principia Mathematica , literally principles . In detail, Newton's law of universal gravity regulating the mass of orbits in space.