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Bending Arc Length, Degree, and Radius Calculator

Bend arc length, degree, and radius calculator. Please explore our website to calculate arc length and bend radius accurately. Precision ensured. You should also check out our Bending Process page.

Bending Process Calculator

Here we provide some calculators for the metal bending process, hoping they will be helpful to you!

Weight Calculator in Kg

Steel Sheet/Plate | Seamless Steel Pipes | Square Hollow Section | Aluminum and SUS Sheet | Rectangular Tube | Square Steel Bar | Round Steel Bars | Flat Steel Bars | Equal Angle | Unequal Angles | GOST U-Channels | UPN U-Channels | IPN Beams | IPE Beams | HEA Beams | HEB Beams | HEM Beams

Bending calculator diagram

Bending Arc Length, Degree, and Radius Calculator

The developed elevation view shows the component in a flattened or unwrapped view. The degree of arc in plan relates directly to the overall run in developed elevation.

Calculator 1: Arc Length

Total Arc is:0.000 in.

Calculator 2: Degree of Arc

Total Degree is: 0.000 deg.

Calculator 3: Mid-Ordinate / Rise

Total Mid-Ordinate (MO) / Rise is:0.000 in.

Calculator 4: Radius from Chord and Mid-Ordinate

Total Radius is:0.000 in.

Calculator 5: Radius from Arc Length and Degree

Total Radius is:0.000 in.

Calculator 6: Ovality Percentage

Ovality % is: 0.000 %

arc meter

Arc Meter

Digital Radius Gauge/Arc Meter is a precision measurement tool used to determine the radius of curved surfaces with high accuracy. It typically consists of a handheld device equipped with digital sensors and a digital display screen. The gauge is designed to be placed against the curved surface, and it measures the radius automatically, displaying the result on the digital screen. This type of gauge offers advantages over traditional manual radius measurement methods by providing faster, more accurate, and consistent results. It is commonly used in manufacturing for quality control, inspection, and dimensional verification purposes.

Arc of the Section Bending

The arc of the profile bending is a fundamental concept in the field of metalworking and fabrication, particularly in processes such as tube bending, pipe bending, and structural steel bending. When a material is subjected to bending forces, it undergoes deformation, resulting in a curved shape known as an arc. This arc is determined by various factors including the radius of the bend, the degree of curvature, and the properties of the material being bent.

In profile bending, which involves bending materials with non-uniform cross-sections, achieving the desired arc requires careful consideration of several factors. These include the material’s elasticity, yield strength, and ductility, as well as the bending method employed—whether it’s done through cold bending, hot bending, or using specialized machinery like roll benders or mandrel benders.

The arc of the profile bending directly influences the overall geometry and functionality of the bent component. For example, in architectural applications, such as handrails or curved beams, achieving precise arcs is essential for both aesthetic and structural reasons. Similarly, in industrial settings, components like conveyor belts or piping systems often require specific arc profiles to ensure efficient operation and compatibility with other equipment.

Degree of the Section Bending

The degree of profile bending refers to the amount of angular deviation or curvature achieved when bending a material, such as metal or plastic, along a specified axis. It indicates the extent to which the material has been bent from its original straight form. The degree of bending is typically measured in degrees and can vary depending on factors such as the bending method, the radius of curvature, and the desired final shape of the component.

In practical terms, the degree of the profile bending determines the angle at which the material is bent relative to its original position. For example, a 90-degree bend would result in the material forming a right angle, while a 180-degree bend would cause it to double back on itself. The degree of bending is critical in determining the overall geometry, functionality, and structural integrity of the bent component.

Achieving the desired degree of bending involves careful consideration of various factors, including the material’s properties, thickness, and ductility, as well as the capabilities of the bending equipment or process being used. Engineers and fabricators often use bending calculators, simulation software, and precise measurement techniques to ensure that the degree of bending meets design specifications and quality standards.

Mastering Profile Bending: Precision in Arcs and Degrees

In profile bending, both the arc and degree play essential roles in determining the shape and characteristics of the bent component.

The arc refers to the curved portion of the material resulting from the bending process. It represents the extent of curvature along the bent section, typically measured in terms of the radius of the arc or the arc length. The arc determines the overall shape of the bend and influences factors such as aesthetics, structural integrity, and compatibility with other components.

On the other hand, the degree of bending refers to the angular deviation or rotation of the material from its original straight position. It quantifies the amount of bending in terms of angular measurement, usually in degrees. The degree of bending determines the angle at which the material is bent, relative to its original orientation. It is crucial for defining the specific geometric properties and functionality of the bent component.

In profile bending processes, engineers and fabricators often consider both the arc and degree simultaneously to achieve the desired bend geometry. They use bending calculators, simulation software, and precise measurement techniques to control these parameters accurately. By adjusting factors such as bending radius, material properties, and bending method, they can achieve bends with the desired arc and degree, meeting design specifications and quality standards.

Works Cited: Albina Co