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newSchoolWorks.com › VoTechWorks › Manufacturing & Marine › CNC Machining › Metrology: Precision Measurement for CNC Machining › Lesson 6
MFG-CNC14-07 · Lesson 6 · 10 clock hours · demo

Gauge Blocks: Calibration, Wringing, and Use

Objective. Students select, wring, and verify gauge block stacks that build target dimensions to within 0.000050 inch, and explain the care and calibration cycle requirements for shop-grade blocks.

⚠ Pending professional review

This lesson, its worked examples and its practice questions has not yet been verified by a licensed engineer or certified journey-level tradesperson or by a certification or approval body. It is a study draft and may contain errors. Do not use it as instructions for work on a job site or on live equipment. Always follow your instructor, your supervising professional, and current official references and regulations.

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What Are Gauge Blocks?

Gauge blocks—also called Jo blocks or Johansson blocks after their inventor—are hardened, ground, and lapped steel (or ceramic) reference standards machined to extremely precise thicknesses. Their flat, parallel faces are so smooth that two blocks will stick together when slid into contact, a phenomenon called wringing. Gauge blocks are the practical foundation of dimensional traceability in the machine shop: every measuring instrument you use ultimately traces its accuracy back to a set of gauge blocks that in turn traces back to national standards maintained by NIST.

A standard 81-piece inch set contains blocks in four series that let you build virtually any dimension from 0.1000 inch to 4.0000 inch in 0.0001-inch steps, using the fewest blocks possible.

Grade Designations

Gauge blocks are sold in accuracy grades. The two you will encounter most often in a production shop are:

Always match the grade to the task. Using a worn working-grade set to certify a part to a tight callout introduces error you cannot see.

Calibration and the Calibration Cycle

Gauge blocks wear and accumulate damage with use. Shops are expected to send their working-grade blocks to an accredited metrology laboratory on a regular calibration cycle—the interval depends on how often the blocks are used, how they are stored, and what your quality system requires. A typical cycle for an active production shop is once per year, but your shop's quality manual governs. After calibration, the lab returns a certificate that documents the measured deviation of each block from its nominal size. File and retain these certificates; they are objective evidence for auditors and customers.

If a block is dropped, shows a burr, or measures out of tolerance, pull it from service immediately and mark it "Do Not Use" until it is re-lapped or replaced.

Handling and Safety

Gauge blocks are precision instruments, not tooling. Treat them accordingly:

Wringing Technique

Wringing is not glue—it is molecular adhesion and atmospheric pressure acting across near-perfectly flat surfaces.

1. Clean both mating faces with a lint-free cloth; wipe in one direction only.

2. Inspect each face under a loupe for burrs or raised edges. A burr will prevent a true wring and can damage both blocks.

3. Hold one block flat on the tray. Place the second block perpendicular to it, overlapping the ends by about one-quarter of its length.

4. Apply light downward pressure and slide the upper block 90 degrees until the faces fully overlap.

5. Test adhesion: Attempt to slide—not pull—the blocks apart. Correctly wrung blocks resist sliding and will not fall apart under their own weight. If the blocks slide apart easily, the surfaces were not clean or flat enough; re-clean and repeat.

A properly wrung pair adds essentially zero thickness beyond the sum of the two nominal sizes—the wring film itself is on the order of a few millionths of an inch and is accounted for in the blocks' calibrated values.

Building a Stack: Minimum-Block Selection

Use the fewest blocks possible. Every interface is a potential error source, and more blocks means more wringing steps and more handling.

Procedure:

1. Write the target dimension.

2. Subtract the smallest series first to eliminate the rightmost decimal digit, then work left.

3. Verify your arithmetic before you touch the blocks.

4. Wring blocks together in sequence, smallest to largest (some machinists reverse this—consistency matters more than order, so follow shop practice).

5. Verify the finished stack with a calibrated digital height gauge.

Inspecting for Serviceability

Before each use, and during the periodic calibration inspection, examine each block:

Record your findings on the inspection log. "Serviceable" means flat, burr-free, corrosion-free, and within calibration. Everything else gets tagged and removed.

Key terms8

Gauge block (Jo block)A hardened, lapped steel or ceramic reference standard with two flat, parallel faces ground to a precise nominal thickness, used to establish or verify dimensions in the shop.
WringingThe technique of sliding two clean gauge block faces into full contact so that molecular adhesion and atmospheric pressure hold them together without adhesive.
Grade 2 (Working grade)The gauge block accuracy classification used in production and inspection work; tolerance is typically ±0.000050 inch from nominal.
Calibration cycleThe scheduled interval at which gauge blocks are sent to an accredited lab to verify and document their actual dimensions against nominal; frequency is set by the shop's quality system.
Optical flatA highly polished, flat glass or fused-silica disk used with monochromatic light to reveal surface flatness by observing interference fringe patterns.
TraceabilityAn unbroken chain of calibrations linking a shop's measuring instruments back to national or international measurement standards (NIST in the United States).
Reference temperature68 °F (20 °C), the internationally agreed temperature at which dimensional measurements are valid; thermal expansion at other temperatures introduces error.
Interference fringesAlternating light and dark bands produced when monochromatic light reflects between an optical flat and a gauge block face; their shape and spacing reveal surface flatness.

Worked examples4

1. Build a stack equal to 2.6437 inches using the fewest blocks from an 81-piece Grade 2 set. The available series are: 0.1001–0.1009 (nine blocks, 0.0001-inch steps); 0.101–0.149 (forty-nine blocks, 0.001-inch steps); 0.050, 0.100, 0.150 … 0.950 (nineteen blocks, 0.050-inch steps); 1.000, 2.000, 3.000, 4.000 (four blocks).
  1. Target: 2.6437 in. Write it out to four decimal places.
  2. Eliminate the 0.0007 digit → choose 0.1007 block. Remainder: 2.6437 − 0.1007 = 2.5430.
  3. Eliminate the 0.003 digit → choose 0.143 block. Remainder: 2.5430 − 0.143 = 2.4000.
  4. Eliminate the 0.400 digit → choose 0.400 block. Remainder: 2.4000 − 0.400 = 2.0000.
  5. Eliminate the 2.000 → choose 2.000 block. Remainder: 0.0000. Done.
  6. Stack: 0.1007 + 0.143 + 0.400 + 2.000 = 2.6437 in. Four blocks total.
Answer: Four blocks: 0.1007 in, 0.143 in, 0.400 in, 2.000 in — sum = 2.6437 in.
2. Build a stack equal to 1.3182 inches using the fewest blocks.
  1. Target: 1.3182 in.
  2. Eliminate the 0.0002 digit → choose 0.1002 block. Remainder: 1.3182 − 0.1002 = 1.2180.
  3. Eliminate the 0.008 digit → choose 0.118 block. Remainder: 1.2180 − 0.118 = 1.1000.
  4. Eliminate the 0.100 digit → choose 0.100 block. Remainder: 1.1000 − 0.100 = 1.0000.
  5. Choose 1.000 block. Remainder: 0.0000. Done.
  6. Stack: 0.1002 + 0.118 + 0.100 + 1.000 = 1.3182 in. Four blocks total.
Answer: Four blocks: 0.1002 in, 0.118 in, 0.100 in, 1.000 in — sum = 1.3182 in.
3. A digital height gauge reads a completed stack as 1.8775 in. The target dimension is 1.8780 in. Is the stack within the ±0.000050-inch tolerance of a Grade 2 set? Calculate the error.
  1. Error = measured − target = 1.8775 − 1.8780 = −0.0005 in.
  2. Tolerance band = ±0.000050 in (±50 millionths).
  3. Compare: 0.0005 in = 500 millionths, which is far larger than the 50-millionth tolerance.
  4. Conclusion: the stack does NOT meet the tolerance. The most likely cause is a selection arithmetic error; recheck block choices and re-wring.
Answer: Error = −0.0005 in (500 millionths). This exceeds the ±0.000050-in tolerance by a factor of 10; the stack must be rebuilt.
4. You need 3.0625 inches. Show the minimum-block selection.
  1. Target: 3.0625 in.
  2. Eliminate the 0.0005 digit → choose 0.1005 block. Remainder: 3.0625 − 0.1005 = 2.9620.
  3. Eliminate the 0.002 digit → choose 0.112 block. Remainder: 2.9620 − 0.112 = 2.8500.
  4. Eliminate the 0.850 digit → choose 0.850 block. Remainder: 2.8500 − 0.850 = 2.0000.
  5. Choose 2.000 block. Remainder: 0.0000. Done.
  6. Stack: 0.1005 + 0.112 + 0.850 + 2.000 = 3.0625 in. Four blocks total.
Answer: Four blocks: 0.1005 in, 0.112 in, 0.850 in, 2.000 in — sum = 3.0625 in.
In class: Instructor demonstrates the wring technique on a Grade 2 set; students then wring four pairs and test adhesion by attempting to slide the blocks apart—confirm correct technique. · Given five target dimensions (from a worksheet), students choose the minimum number of blocks from a 81-piece set, build the stacks, and verify with a digital height gauge. · Inspect a set of practice blocks for burrs, corrosion, and wear using a loupe and optical flat demonstration; categorize each block as serviceable or needing calibration.
Materials: 81-piece Grade 2 gauge block set, optical flat (for demonstration), digital height gauge, loupe, cleaning cloth, gauge block selection worksheet, care and calibration reference card.
Check: Student builds three assigned stacks; each must be within ±0.000050 inch of the digital height gauge reference; pass = all three within tolerance.

Practice check8

Answer each question, then check it. Nothing is recorded; this is your own practice.

Precision Measurement / NIMS Machining Level 1
1. What is the primary physical mechanism that holds two correctly wrung gauge blocks together?
Precision Measurement / NIMS Machining Level 1
2. Which sequence correctly describes the minimum-block selection method when building a gauge block stack?
Precision Measurement / NIMS Machining Level 1
3. A Grade 2 gauge block stack is verified with a digital height gauge and reads 0.0008 inch above the target dimension. Which conclusion is correct?
Precision Measurement / NIMS Machining Level 1
4. What is the internationally recognized reference temperature for dimensional measurement, and why does it matter for gauge blocks?
Precision Measurement / NIMS Machining Level 1
5. During a pre-use inspection, you drag a fingernail lightly across the edge of a gauge block and feel a distinct catch. What action is required?
Precision Measurement / NIMS Machining Level 1
6. What do unevenly curved interference fringes observed when an optical flat is placed on a gauge block face indicate?
Precision Measurement / NIMS Machining Level 1
7. Why is it important to use the minimum number of gauge blocks when building a stack?
Precision Measurement / NIMS Machining Level 1
8. A shop's quality manual specifies an annual calibration cycle for its Grade 2 gauge block sets. A machinist drops one of the blocks during a setup. What is the correct immediate action?
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