Din 5482 Spline Dimensions Calculator May 2026

If you want, I can:


Q1: Is DIN 5482 the same as ANSI B92.1 straight spline? No. ANSI B92.1 uses different tooth proportions and fit tables. Never interchange them without checking.

Q2: Can I use a DIN 5482 calculator for inch dimensions? Yes, a modern calculator will convert. Input nominal diameter in inches, it returns mm and converts back.

Q3: What is the maximum torque for a DIN 5482 spline? There is no single value. It depends on length of engagement, material, and lubrication. The calculator can estimate based on root diameter shear area.

Q4: My DIN 5482 spline has 6 teeth – is that standard? Yes. DIN 5482 includes 4, 6, 8, 10, and 12 teeth for nominal diameters 10–125 mm.

Q5: Where can I find a free online DIN 5482 spline dimensions calculator? Several engineering portals (e.g., Tribo-engineering, GearsHub, or MachineDesignTools) offer free versions with limited outputs. For full tolerance tables, a small subscription is common. din 5482 spline dimensions calculator


Given: m = 2, z = 20, 30° profile.


Let:
( m ) = module (mm)
( z ) = number of teeth

Pitch diameter:
[ d = m \cdot z ]

Base diameter:
[ d_b = d \cdot \cos(30°) \quad \text(for 30° pressure angle) ]

Tip diameter (external):
[ d_ae = m \cdot (z + 1) ] If you want, I can:

Root diameter (external):
[ d_fe = m \cdot (z - 1.2) \quad \text(roughly, actual depends on clearance) ]

Circular pitch:
[ p = \pi \cdot m ]


function calculateDIN5482(m, z, series, type, tolClass) 
  let d_p = m * z;
  let d_ae = m * (z + 1);
  let d_fe = m * (z - 1.2);
  let d_ai = m * (z - 1);
  let d_fi = m * (z + 1.2);
  let d_b = d_p * Math.cos(30 * Math.PI/180);

// Tolerance offsets (simplified example) let tol = getTolerance(m, series, tolClass);

return d_p, d_ae, d_fe, d_ai, d_fi, d_b, tol ;


If you pull up the original DIN 5482 tables (often scanned from 1970s handbooks), you will find pages of tabulated data. To find the correct dimensions for a given nominal diameter and module, you must:

One misstep in a decimal place can lead to a spline that jams under load or has excessive backlash, causing premature failure. This is why a digital calculator is not just a convenience—it is a reliability tool.

DIN 5482 distinguishes two series:

The calculator must allow the user to select between these series because the formulas for root diameter and minor diameter change significantly.