Horizontal Distance from Support in Unsymmetrical Bending and Three Hinged Arches Formulas

Horizontal Distance from Support represents the horizontal distance from any support of the arch to the section being considered. And is denoted by x_Arch. Horizontal Distance from Support is usually measured using the Meter for Length. Note that the value of Horizontal Distance from Support is always positive.

Formulas to find Horizontal Distance from Support in Unsymmetrical Bending and Three Hinged Arches

fxHorizontal Distance from Support to Section for Angle between Horizontal and ArchGo

Unsymmetrical Bending and Three Hinged Arches formulas that make use of Horizontal Distance from Support

fxRise of Three-Hinged Arch for Angle between Horizontal and ArchGo

fxOrdinate of any point along Central Line of Three-hinged Circular ArchGo

fxRise of three-hinged Parabolic ArchGo

fxOrdinate at any point along Central Line of Three-hinged Parabolic ArchGo

fxAngle between Horizontal and ArchGo

fxRise of Arch in Three-hinged Circular ArchGo

fxSpan of Arch in Three-hinged Circular ArchGo

List of variables in Unsymmetrical Bending and Three Hinged Arches formulas

fx Span of Arch Go

fx Angle between Horizontal and Arch Go

fx Rise of arch Go

FAQ

What is the Horizontal Distance from Support?

Horizontal Distance from Support represents the horizontal distance from any support of the arch to the section being considered. Horizontal Distance from Support is usually measured using the Meter for Length. Note that the value of Horizontal Distance from Support is always positive.

Can the Horizontal Distance from Support be negative?

No, the Horizontal Distance from Support, measured in Length cannot be negative.

What unit is used to measure Horizontal Distance from Support?

Horizontal Distance from Support is usually measured using the Meter[m] for Length. Millimeter[m], Kilometer[m], Decimeter[m] are the few other units in which Horizontal Distance from Support can be measured.

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