The Importance of Datms in Technical Drawing and 3D Metrology

Imagine the following scenario in the automotive industry: you have two subassemblies with flat surfaces that must fit perfectly together. One part is produced in France, and the other in Italy. Both parts inevitably have form and roughness deviations from the manufacturing process, which can directly affect assembleability.
 
Parts checked independently

 
Subassemblies assembleability
Ideally, to ensure that the assembly functions correctly, the parts should be mated and verified together. 
Due to the great distance between suppliers, this is impossible. How do we guarantee mountability without having both parts in the same location?







The solution lies in establishing stable datums that perfectly simulate the part's clamping condition for both subassemblies. Thanks to datum association methods, both the supplier in France and the one in Italy can check the parts independently, ensuring a perfect fit on the assembly line every single time.
Pin in hole datum simulation
 

Which Geometric Features Can Be Used as Datums?

In 3D metrology and technical drawing interpretation according to ISO GPS and ASME standards, datums are established using various geometric features. These are divided into three main categories:
 

Planes

Integral plane Integral Plane
Median plane Median plane

Lines

Integral straight line Integral straight line
Cylinder axis Axis of cylinders or cones

Points

Datum point






Points resulting from circle intersections, midpoints, integral points, or datum targets.
When we combine these planes, lines, and points to constrain the movement of a part in space, we obtain a datum system.

Standards Note: In the ISO standard, this structure is called a Datum System, while in the ASME standard, it is defined as a Datum Reference Frame (DRF). Both systems use a clear hierarchy: primary datum, secondary datum, and tertiary datum.

Constraining the 6 Degrees of Freedom (DoF) in Space

In order for a CMM programmer or a quality inspector to measure a part repeatably, the complete datum system must constrain (lock) the 6 degrees of freedom of the part in space:

  1. 3 Translations: Linear movement along the X, Y, and Z axes.

  2. 3 Rotations: Angular movement around the axes, often denoted as:

    • u – rotation along the X axis

    • v – rotation along the Y axis

    • w – rotation along the Z axis

Each type of geometric feature (plane, line, point) has the capacity to lock a specific number of degrees of freedom.

Interactive Simulator: The 6 Degrees of Freedom (DoF)

Unlock the padlocks (🔓) to move the part along unconstrained axes. Lock them (🔒) to simulate a datum constraint.

Translations (Position)
Translation X:
Translation Y:
Translation Z:
Rotations (Orientation)
Rotation u (X):
Rotation v (Y):
Rotation w (Z):
X
Y
Z
Measured Part
 
 

Why Is This Concept Critical for Your Company?

Without correctly defined datums on technical drawings and accurate simulation in the CMM measurement software:

  • Different suppliers will measure the exact same part in completely different ways.

  • Contradictory discussions will arise between quality and production departments.

  • You risk expensive scrap parts discovered too late, right during final assembly.

If you want to ensure your technical drawings strictly comply with ISO GPS / ASME standards, or if your metrology team needs support creating stable CMM programs, I can help you implement industry best practices.

👉 [Schedule a free initial technical discussion here] to analyze the current context of your measurement lab.
👉 [Check out our practical training courses on GD&T/GPS interpretation] tailored for engineers and technicians.

Previous post

What are datums in technical drawings?

Datums are exact theoretical geometric elements (planes, lines, points) used to simulate the fixation of a part and to take over the degrees of freedom in 3D metrology.

How many degrees of freedom does a piece have in space?

A part has 6 degrees of freedom in space: 3 translations (linear movements on the X, Y, Z axes) and 3 rotations (u, v, w around these axes), which are locked by reference systems.

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