The Bolt Circle Calculator helps users calculate the positions and spacing of bolts on a circular flange by determining the angle between bolts, bolt circle radius, X and Y coordinates of each bolt based on a specified start angle, and the chord length between adjacent bolts.
Bolt Circle Calculator
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How to Use the Bolt Circle Calculator
This Bolt Circle Calculator allows you to determine the precise positions and spacing of bolts on a circular pattern. Follow these steps to ensure accurate calculations.
Step 1: Provide Essential Inputs
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Bolt Circle Diameter:
Enter the diameter of the bolt circle in the designated field. This value must be a valid number greater than or equal to 0.1. Use increments as small as 0.001 for precision.
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Number of Bolts:
Specify the total number of bolts you plan to distribute around the circle. Ensure the number lies between the minimum of 2 and a maximum of 360, ensuring each entry increment by steps of 1.
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Start Angle:
Input the starting angle in degrees where the first bolt will be placed. This angle must be between 0 and 360 degrees with steps as precise as 0.1 degrees.
Step 2: Calculate Results
Upon entering all required inputs, the calculator will compute the following:
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Angle Between Bolts:
This value is calculated by dividing 360 degrees by the number of bolts to determine the angular spacing. The result will be presented in degrees formatted to two decimal places.
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Bolt Circle Radius:
The calculator will halve the bolt circle diameter to determine the radius, presenting this measurement with three decimal precision.
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X Coordinates:
Using trigonometric calculations, this value determines the X-axis position for each bolt based on its angular displacement. The results will show coordinates formatted to three decimal places.
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Y Coordinates:
Similarly, this computes the Y-axis position for each bolt. It applies trigonometric sine functions to derive coordinates, formatted to three decimal places as well.
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Bolt Spacing (Chord Length):
The calculator will determine the chord or straight-line distance between two adjacent bolts. Results will be presented with accuracy to three decimal places.
Step 3: Review and Apply Results
With the calculated values, you can accurately position the bolts on the circular pattern. Utilize the X and Y coordinates for precise placement, and the bolt spacing information to ensure even distribution across the circle. This ensures a balanced and effective application of the bolt circle configuration.