Titanium Hexagon Bar Weight Calculator
Enter across-flats size and length to instantly calculate titanium hexagon bar weight in kg and lb.
Use the Titanium Hexagon Bar Weight Calculator
Bar Dimensions
Distance between two parallel flat faces.
Formula Reference
W = 0.86603 × AF² × L × ρ
Where AF = across-flats (m), L = length (m), ρ = titanium grade density (kg/m³), W = weight (kg). Derived from hexagon area = (3√3 / 2) × s² with s = AF / √3.
Enter dimensions on the left and click Calculate.
Weight Result
—
Kilograms (kg)
—
Pounds (lb)
Titanium Grade Densities
| Grade | Designation / Use | kg/m³ | lb/in³ |
|---|---|---|---|
| Grade 1 | CP — Highest Formability | 4510 | 0.1629 |
| Grade 2 | CP — General Purpose | 4507 | 0.1628 |
| Grade 3 | CP — Medium Strength | 4480 | 0.1618 |
| Grade 4 | CP — Highest Strength CP | 4510 | 0.1629 |
| Grade 5 | Ti-6Al-4V — Aerospace | 4430 | 0.1600 |
| Grade 7 | Ti-0.2Pd — Corrosion Resistant | 4480 | 0.1618 |
| Grade 23 | Ti-6Al-4V ELI — Medical | 4420 | 0.1596 |
Copied!
Summary
Enter across-flats size and length to instantly calculate titanium hexagon bar weight in kg and lb.
How it works
- Enter the across-flats (AF) size of the hexagon bar in millimeters, inches, or centimeters.
- Enter the bar length in meters, millimeters, feet, or inches.
- Select the titanium grade from the dropdown.
- Optionally enter a quantity for multiple bars.
- The calculator applies W = 0.86603 × AF² × L × ρ and shows weight in kg and lb.
- Click Copy to save the result to your clipboard.
Use cases
- Estimating titanium hex bar material weight for aerospace and medical device projects.
- Calculating freight and shipping weight for titanium hexagon bar orders.
- Comparing titanium grade weights to optimize hex stock selection.
- Preparing bill of materials (BOM) for CNC machining and precision manufacturing.
- Verifying load limits on handling and lifting equipment for dense alloys.
- Cost estimation for titanium hex stock purchases priced by weight.
- Material planning for fastener, bolt, and turned-part production.
- Structural calculations for marine and chemical processing applications.
Frequently Asked Questions
Last updated: 2026-09-22 ·
Reviewed by Nham Vu