The Drill Bit Conversion Converter converts drill bit sizes between metric, imperial, number and letter gauges, showing nearest equivalents and tolerances.
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What Is a Drill Bit Conversion Converter?
A drill bit conversion converter is a unit-conversion tool that translates a drill diameter from one sizing system to another. It bridges common systems used in shops and on job sites: metric millimeters, fractional inches, number sizes (#80–#1), and letter sizes (A–Z). It returns the closest standard bit and lets you control rounding and precision.
Most plans call out holes using one system, while your bit set may be in another. This mismatch slows work and risks poor fits. The converter removes guesswork by matching your target diameter to a real, buyable, and label-recognized drill bit.
Beyond basic conversion, it can account for fit preferences, like clearance or close-fit holes. It also flags out-of-range requests, so you can adjust the plan or choose a reamer, step drill, or machining sequence.

The Mechanics Behind Drill Bit Conversion
Drill conversion is about mapping a desired diameter to a standard, manufactured size. Metric and inch sizes convert exactly via a fixed ratio. Number and letter series are standardized lists, not smooth formulas. The converter looks up the nearest valid size and applies your rounding choice.
- Metric and inch convert by 1 inch = 25.4 millimeters (exact by definition).
- Fractional inch sizes are discrete steps like 1/64, 1/32, 1/16, up to common fractions.
- Number sizes run from #80 (smallest) to #1 (larger), then letters A through Z grow larger still.
- Each series has gaps; you cannot always match a target diameter exactly.
- Rounding modes choose how to handle the gap: nearest, up (safe clearance), or down (tight fit).
Shops also consider tool wear, machine runout, and material springback. These real-world effects change final hole size. You may aim slightly high or low, then ream to finish. The converter helps you decide where to land within those constraints.
Drill Bit Conversion Formulas & Derivations
While number and letter series are table-driven, the math between metric and inch is exact and simple. Fractional inches also convert with basic division. The converter combines these steps and then rounds to the nearest standard size according to your rules.
- Inch to millimeter: mm = in × 25.4. Example: 0.250 in → 6.35 mm.
- Millimeter to inch: in = mm ÷ 25.4. Example: 6 mm → 0.23622 in.
- Fractional inch to decimal inches: dec = numerator ÷ denominator. Example: 3/16 → 0.1875 in.
- Decimal inches to fraction (nearest step): pick the fraction with denominator grid (e.g., 64) that minimizes the difference.
- Nearest standard pick: choose the list value S that minimizes |target − S|; break ties by rounding mode.
There is no reliable algebraic formula for number or letter sizes. Those diameters are standardized by tables (e.g., ANSI/ASME B94.11M). The converter uses those tables. It calculates your target diameter in a base unit, then selects the best match in the requested series. If you set rounding to “up,” it picks the smallest standard size that is greater than or equal to your target; “down” does the opposite; “nearest” picks the closest by absolute difference.
What You Need to Use the Drill Bit Conversion Converter
Before you start, gather a few details so you can enter the correct inputs, set the right units, and control rounding. This ensures you land on a practical size and avoid surprises during drilling.
- Source size value (e.g., 6.5, 0.257, or 5/16).
- Source series or units (metric mm, fractional inch, decimal inch, number, or letter).
- Target series (metric, fractional inch, number, or letter).
- Rounding mode (nearest, up, or down) and decimals to display.
- Fit intent (clearance, close, or pilot), if you want automatic offsets.
- Optional allowances (e.g., +0.005 in) for material or reaming plans.
Expect limits at the small and large ends of each series. For example, #80 is tiny at 0.0135 in, while Z is about 0.413 in. If your target is outside a series, the tool warns you and suggests another series. Be mindful of cumulative rounding when you hop between units and series; stick to one base unit during steps to reduce error.
Step-by-Step: Use the Drill Bit Conversion Converter
Here’s a concise overview before we dive into the key points:
- Choose your source series (metric, fractional inch, number, or letter).
- Enter the source size (e.g., 6.0, 3/16, #29, or F).
- Select your target series for the final recommendation.
- Pick a rounding mode: nearest, up, or down.
- Optional: set fit intent or an explicit allowance.
- Run the conversion and review the suggested standard size and decimal value.
These points provide quick orientation—use them alongside the full explanations in this page.
Real-World Examples
You have a European drawing calling for a 6.5 mm through-hole in mild steel. Your shop set is fractional and letter bits. Convert 6.5 mm to inches: 6.5 ÷ 25.4 = 0.2559 in. Compare to nearby fractional sizes: 1/4 in is 0.2500; 17/64 in is 0.2656. If rounding to nearest, 0.2559 is 0.0059 above 1/4 and 0.0097 below 17/64, so 1/4 is closer. For a comfortable clearance, choose rounding up instead and take 17/64. What this means
You need a clearance hole for a 1/4-20 bolt on a retrofit plate. Nominal bolt diameter is 0.250 in. Assume normal clearance of +0.010 to +0.015 in. Target hole: 0.260 to 0.265 in. In letter sizes, F is 0.257 in and G is 0.261 in; in fractions, 17/64 is 0.2656. With rounding up and a “clearance” intent, the converter recommends G (0.261) for snug clearance, or 17/64 for looser fit. What this means
Accuracy & Limitations
Conversion math is exact for inch–millimeter changes, but final bit selection is discrete. Rounding and the gaps in number or letter series introduce small errors. Real holes also deviate due to tool and material factors.
- Manufacturing variance: actual bit diameters can vary within tolerance.
- Runout and deflection: machines and setups can drill slightly oversized holes.
- Material springback: some plastics and thin metals partly close after drilling.
- Wear and sharpening: used bits often cut oversize or undersize.
- Series gaps: a perfect match may not exist; consider reaming when precision matters.
When accuracy is critical, drill undersize and ream to finish. For press fits, test on scrap and measure. The converter is a fast guide, not a substitute for inspection and process control.
Units and Symbols
Drill work crosses unit systems, so clear symbols and consistent units prevent mistakes. Use the table below to align notation on drawings, shop routers, and machine readouts.
| Unit/Series | Symbol | Meaning | Notes |
|---|---|---|---|
| Millimeter | mm | Metric linear unit | 1 mm = 0.03937 in |
| Inch | in | Imperial linear unit | 1 in = 25.4 mm (exact) |
| Thousandth | mil or thou | 0.001 inch | Used for fine tolerances |
| Number size | # | Drill series #80 to #1 | Tabulated diameters |
| Letter size | A–Z | Alphabetic drill series | Larger than #1 series |
| Diameter symbol | Ø | Indicates hole diameter | Appears on drawings |
Read the series in context. If a drawing shows Ø6.0 mm and your kit is in letters, convert to inches, then pick the closest letter size using your rounding rules.
Tips If Results Look Off
If the suggestion seems wrong, check the units and rounding settings first. Many errors come from mixing decimal inches and fractions or from rounding down when clearance is needed.
- Confirm the source series matches your input (e.g., 0.25 vs 1/4).
- Switch between nearest, up, and down to compare options.
- Increase decimal precision to see the true difference.
- Try another target series if the current one has a size gap.
When in doubt, drill a test hole in scrap and measure. Adjust the allowance and run the converter again until the fit is right.
FAQ about Drill Bit Conversion Converter
Why do number and letter drills not follow a simple formula?
They are defined by standardized tables rather than a single mathematical progression. The converter uses those tables to pick valid sizes.
What rounding mode should I use for clearance holes?
Use “up” to avoid undersized holes. It chooses the next larger standard size, improving assembly and reducing binding.
Can I convert directly from a fraction like 5/32 to a letter size?
Yes. The tool converts 5/32 to decimal, compares it to all letter diameters, then applies your rounding rules to select a letter.
How do I handle press fits or reamed holes?
Drill slightly undersize, then ream to the final dimension. Use the converter to pick a pilot size and add an allowance for the reamer.
Glossary for Drill Bit Conversion
Fractional Inch
A drill size expressed as a fraction, such as 1/8 or 3/16. Convert to decimal by dividing numerator by denominator.
Number Size
A standardized series labeled #80 to #1. Smaller numbers are larger drills in this sequence.
Letter Size
A standardized drill series labeled A through Z. These sizes fill gaps above the number series.
Clearance Fit
A hole larger than the mating fastener or shaft. It allows easy assembly and slight positional adjustment.
Interference Fit
A hole slightly smaller than the mating part. It relies on elastic deformation for holding power.
Allowance
An intentional size offset added for fit, tool wear, or finishing steps like reaming or plating.
Runout
Radial wobble of the rotating tool or workpiece. It can make holes cut oversized or non-cylindrical.
Reaming
A finishing operation that enlarges and smooths a drilled hole to a precise diameter and better finish.
Sources & Further Reading
Here’s a concise overview before we dive into the key points:
- Wikipedia: Drill bit sizes — overview of fractional, number, letter, and metric series.
- Engineers Edge: Drill Size Chart — comprehensive tables for all standard series.
- LittleMachineShop: Drill Size Chart — quick reference with decimals and equivalents.
- NIST: SI Units — authoritative information on metric units and exact inch–millimeter relations.
- Machinery’s Handbook — standard reference for machining data, fits, and hole-making practices.
These points provide quick orientation—use them alongside the full explanations in this page.