Calculators
Machining Calculators — Threads, Fits, Tap Drills and GD&T
https://shopmath.org/calculators · data verified August 1, 2026
Five calculators for the numbers a printed table cannot hold: a tap drill at any thread engagement rather than the one the chart assumes, an ISO 286 fit at any diameter rather than the thirteen with their own pages, and a true position from whatever the CMM reported. Each shows the formula with your numbers in it and names the standard behind it.
- Calculators
- 5
- Threads in DB
- 184
- Drills
- 397
- Named fits
- 16
- Verified
- August 1, 2026
Machining Calculators
Each one is a full reference page with the formula, a worked example, the standard it comes from and its assumptions — not a bare input box.
- Tap Drill Size Calculator →Any of 150 inch and metric threads at any thread engagement from 50% to 100% — with the drill that actually fits and what it really leaves.150 threads × 397 drills
- Thread Engagement Calculator →The reverse: you have a drill in your hand, or a hole already in the part. Find out what percent of thread it leaves before you run the tap.397 drills, or any measured Ø
- ISO 286 Limits & Fits Calculator →Hole and shaft limits, clearance or interference, and the tolerance zones drawn to scale — any size from 1 to 500 mm, any letter and grade in the table.1–500 mm × 34 letters × IT5–IT12
- True Position Calculator →Measured X/Y deviation to a diametral position value, with MMC or LMC bonus tolerance and the pass/fail against the feature control frame.RFS, MMC and LMC
- Thread Tensile Stress Area Calculator →Tensile stress area from the thread's own geometry, multiplied by the strength off your fastener's spec sheet — never by a number we could not verify.150 threads with a verified area
When a Calculator Beats a Table, and When It Does Not
A table wins when the input is a named thing. There is exactly one tap drill for 1/4-20 at 75%, one thickness for 16 gauge steel, one set of dimensions for an AS568-214 o-ring — and putting a lookup behind an input box adds friction to a single-fact answer. Those live on the chart hubs and the entity pages, as tables you can print.
A calculator wins when the input space is continuous. Nobody publishes a chart for 1/4-20 at 63% thread, a Ø37 mm H8/f7 fit, or a hole 0.14 off in X and 0.09 off in Y — the combinations are unbounded, so the answer has to be computed. That is the line these five sit on, and none of them duplicates a lookup a table already answers better.
Calculators This Site Deliberately Has Not Built
A reference that never says what it does not know is not telling you much. These four are absent for stated reasons, not by omission.
| Tool | Status | Why not |
|---|---|---|
| Bolt torque | blocked | A torque figure needs a proof strength, and SAE J429 / ISO 898-1 tabulate those rather than deriving them. Both standards are paywalled and no free verified source carries the values — not even MIL-HDBK-5J. Until there is a source worth citing, the thread tensile calculator goes as far as the load and asks you for the strength. |
| O-ring groove | excluded data | Groove width, corner radius, diametral clearance and back-up ring widths are not in the database. The public-domain source for them, MIL-G-5514G, carries its tables as page images, and the widely-copied alternatives are a copyrighted manufacturer handbook. The o-ring size data is verified; the groove data is not, so no calculator is built on it. |
| Speeds and feeds | deferred | Every existing source is a tool brand's marketing asset and practitioners already discount them. A vendor-neutral baseline would be genuinely useful and is not something to ship without the data to back it. |
| Surface finish conversion | flagged | Ra to Rz has no exact conversion — the relationship depends on the surface's profile and any single factor is an approximation presented as a fact. A converter is planned only alongside an explanation of why its output is a range. |
Each of these becomes buildable the moment there is a verifiable source for the data behind it. Until then the honest thing is an empty space with a reason in it rather than a plausible number.