How to Calculate Ordinate of any point along the central line of three-hinged circular arch?
Ordinate of any point along the central line of three-hinged circular arch calculator uses Ordinate of a point on arch = (((Radius of the arch^2)-((Span of the arch/2)-Horizontal distance from the support)^2)^(1/2))*(Radius of the arch+Rise of the arch) to calculate the Ordinate of a point on arch, The Ordinate of any point along the central line of three-hinged circular arch gives the main equation of the circular arch. The ordinate of any point on the arch is calculated using the values of radius, rise, span, and abscissa. Ordinate of a point on arch is denoted by y symbol.
How to calculate Ordinate of any point along the central line of three-hinged circular arch using this online calculator? To use this online calculator for Ordinate of any point along the central line of three-hinged circular arch, enter Radius of the arch (R), Span of the arch (l), Horizontal distance from the support (x) & Rise of the arch (f) and hit the calculate button. Here is how the Ordinate of any point along the central line of three-hinged circular arch calculation can be explained with given input values -> 58.20653 = (((8^2)-((16/2)-2)^2)^(1/2))*(8+3).