5 Things You Need to Know about OD/ID Concentricity

Joshua Jablons Ph.D.

Avoiding OD and ID Concentricity Requirements in Tube Sourcing

Like a circle in a spiral, like a wheel within a wheel, tubing OD and ID measurements with concentricity requirements can add up to one big headache! We all know that small parts sourcing is not a perfect world. (Heck, that’s why tolerances exist in the first place!) Yet, sometimes, a drawing will indicate that concentricity is required — and perfect concentricity is almost as hard to measure as it is to achieve. But, why?

1. Concentricity vs. Eccentricity

In geometric dimensioning and tolerancing (GD&T), concentricity is a complex tolerance used to establish a tolerance zone for the median points of a cylindrical or spherical part. As a measure of the constancy of the wall thickness of a tube or pipe, concentricity controls a central axis that is derived from the median points of the part, measured in cross sections. If concentricity were “perfect,” then the wall thickness between the OD and the ID would be the same in every cross section, at every point around the diameter of the tube.

Tubing concentricity is a complex feature because it relies on measurements from a derived axis as opposed to a tangible surface — creating a theoretical 3D cylindrical tolerance zone into which all the derived median points of the tube must fall. That is exactly why concentricity is usually reserved for high-precision parts where there is a critical need to control those median points.

When you have variations in a tube’s wall thickness, you have an eccentric tube — one in which the center of the circle formed by the OD is at a different point from the center of the circle formed by the ID. (In other words, the two circles are not concentric.) Eccentricity is measured by looking at a cross section to determine a tube’s minimum and maximum wall dimensions, and then calculating the difference between the minimum and maximum thicknesses, and dividing that figure in half.

2. Expressions of OD/ID Concentricity

Tubing OD/ID requirements may be indicated on a drawing in several different ways, including:

  • GD&T concentricity symbol
  • Eccentricity percentage
  • TIR (Total Indicator Reading)
  • Written statements such as "OD and ID must be concentric within 0.00X”

Another term sometimes used when talking about concentricity is wall runout, which is the same thing as TIR. Wall runout is calculated by putting the indicator on the part while it spins on its axis, measuring not just the concentricity but also the circularity of the part. Wall runout is derived from a tube’s eccentricity and describes the variation in wall thickness compared with a specified nominal wall — also stated as the maximum wall thickness minus the minimum wall thickness. Wall runout can also be expressed as “eccentricity times two.”

Where these (and other) terms are used in drawings to describe concentricity requirements, material suppliers and precision metal cutting shops are challenged to determine not only what machine process to use, but also how to measure the concentricity so that it will meet the specification.

3. Complexities of Measuring Concentricity

This brings us to the difficulty of measuring concentricity to determine if the specified OD and ID are achieved. Concentricity is considered one of the trickiest GD&T traits to measure for, because of the difficulty in establishing the (theoretical) central axis. It also requires taking many measurements across a series of cross sections (however many is realistic), and exactly mapping out the surface and determining the median points of these cross sections. Then these series of points must be plotted to see if they fall within the cylindrical tolerance zone. This can only be done on a coordinate measuring machine (CMM) or other computer measurement device and is quite time-consuming — which of course means added cost.

4. When Concentricity Is Needed

With all of this complexity, concentricity is usually reserved for parts that require a high degree of precision in order to function properly. Whether concentricity is critical depends on the end use, such as whether some physical entity with its own OD needs to fit into the tubing. In general, if you have a tube that needs to go inside an opening and another part that needs to fit into the tube ID, then the OD, ID, and concentricity may all need to line up in order for all those parts to work together.

If your application requires liquid or gas to pass through a tube, concentricity may not matter at all, because tube non-concentricity would not impede flow-through. However, even where concentricity is not critical, it may be important to know how far out of concentric the OD/ID can be. For example, suppose that in your application, the liquid or gas flowing through the tube will be under pressure. In this case, you may need to specify a minimum acceptable wall thickness to ensure that the pressure does not cause a break in a thin spot on the non-concentric tube wall.

To some extent, the choice of material may also relate to concentricity or minimum/maximum wall thickness. For instance, if you have chosen to use welded tubing that will undergo grinding to form a part, you may want to specify a minimum thickness to prevent the tube wall from being ground too thin and causing a break in the weld. Likewise, if your end application will use a tube to move liquid under high pressure, a seamless material that is drawn and not welded might be a better material choice, to minimize the risk of breakage. But again, if the tube will simply release air into the environment, then seamless tubing would be a case of over-engineering.

5. An Alternative to Concentricity

In some cases, you can avoid the time and cost of verifying concentricity by replacing concentricity requirements with wall runout, which is easier to measure and more readily achievable. As long as you know the minimum and maximum wall thicknesses, those tubing specs can be converted to wall runout using simple formulas:

Maximum wall thickness – Minimum wall thickness ÷ 2 = Eccentricity
Eccentricity x 2 = Wall runout
So, for example, a maximum eccentricity of 0 .001” converts to a wall runout of 0 .002”. A maximum eccentricity of 10% converts to a wall runout of 20% of nominal wall.

With wall runout, you can physically touch and measure the surface of the part. Controlling wall runout will also control the concentricity, although admittedly, not to the same extent as when concentricity is applied on its own.

Conclusion

Remember, the feasibility of producing parts that are within your acceptable tolerances is a critically important consideration when doing your drawings. That is why most machinists, measurement techs, and design engineers recommend avoiding concentricity whenever possible. Instead, you can use other applicable geometric GD&T symbols in your tubing drawings and designs — preventing the pitfalls of concentricity by avoiding designing it into the part in the first place.

 

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