Rivet Diameter Formula:
Definition: This calculator determines the required shank diameter of a rivet based on the crushing resistance of plates, number of rivets, plate thickness, and permissible compressive stress.
Purpose: It helps mechanical engineers and designers select appropriate rivet sizes for joints that can withstand specified crushing loads.
The calculator uses the formula:
Where:
Explanation: The crushing resistance is divided by the product of rivet count, plate thickness, and compressive stress to determine the minimum required rivet diameter.
Details: Proper rivet sizing ensures joint integrity, prevents plate crushing failure, and maintains structural stability under load.
Tips: Enter the crushing resistance in Newtons, number of rivets, plate thickness in meters, compressive stress in Pascals, and tolerance percentage. All values must be > 0.
Q1: What is typical tolerance for rivet diameter?
A: Standard manufacturing tolerance is ±5%, but this can vary based on application requirements.
Q2: How does plate thickness affect rivet diameter?
A: Thicker plates generally require larger diameter rivets to distribute the crushing load effectively.
Q3: What happens if the calculated diameter isn't standard?
A: Always round up to the nearest standard rivet size available in the market.
Q4: Can I use this for multiple plates?
A: This calculator is for single plate thickness. For multiple plates, use the thinnest plate in the joint.
Q5: How does compressive stress affect the result?
A: Higher permissible compressive stress allows smaller rivet diameters, while lower stress requires larger diameters.