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Engineering drawing and GD&T

Mechanical Engineering (B.E./B.Tech) · Design tools and practice · free study notes for exams, placements and interviews

In short

Engineering drawing is the standardised graphical language that converts a design idea into an unambiguous manufacturing and inspection instruction — views, dimensions, tolerances, surface finish, material and notes on one controlled sheet. Geometric dimensioning and tolerancing (GD&T) is the symbolic part of that language that controls the *form, orientation, location and run-out* of features relative to defined datums, which plain ± dimensions cannot do. In India the practice follows BIS codes (SP 46, IS 10711, IS 11669, IS 919, IS 8000) which are harmonised with ISO 128, ISO 1101 and ISO 286; American-owned plants use ASME Y14.5. It is examined in first-year Engineering Graphics, in Machine Drawing and Metrology papers, and in GATE ME (production and metrology questions on fits, position tolerance and MMC). Every design, quality, tool-room, CMM-inspection and supplier-quality interview — Tata Motors, Maruti, Bosch, Bharat Forge, L&T, HAL, BHEL, Sundram Fasteners — tests drawing reading and GD&T symbols.

Explained

Standards, sheets, lines and lettering

Projections: orthographic, sectional and pictorial

Dimensioning, limits, fits and finish symbols

GD&T: why it exists and how a feature control frame reads

The geometric characteristics, category by category

CategorySymbolsDatum neededControls
Form (4)straightness, flatness, circularity (roundness), cylindricityNothe feature's own shape
Orientation (3)parallelism, perpendicularity, angularityYestilt relative to a datum
Location (3)position, concentricity, symmetryYeswhere the feature is
Run-out (2)circular run-out, total run-outYes (axis)wobble about a datum axis
Profile (2)profile of a line, profile of a surfaceOptionalshape, size, orientation, location together

Modifiers, bonus tolerance and virtual condition

Datums, the 3-2-1 rule and inspection

Key points

Formulas and examples

Actual deviation from true position: d = 2 × √(Δx² + Δy²) — Δx, Δy = measured offsets of the feature axis from the basic true position (mm); d is a diametral value, compared directly with the frame value.
Bonus tolerance = | actual mating size − MMC size | (mm); total allowable position tolerance = stated tolerance + bonus.
Virtual condition: external feature (shaft/pin) VC = MMC + geometric tolerance; internal feature (hole/slot) VC = MMC − geometric tolerance (mm).
Equivalent round zone for a ± coordinate tolerance: Ø = 2√2 × t ≈ 2.828 t, where t = the ± value on each axis (mm).
Fits: max clearance = max hole − min shaft; min clearance (allowance) = min hole − max shaft; max interference = max shaft − min hole. Tolerance = upper − lower deviation.
Floating fastener (clearance holes in both parts): T = H − F, applied to each part; fixed fastener (one part tapped or pressed): T = (H − F)/2 each. H = MMC of clearance hole, F = MMC of fastener (mm).
Tilt from an orientation/position zone: θ = tan⁻¹(z / L); lateral error at projected length Lp = (z / L) × Lp, where z = zone width/diameter, L = feature length (mm).
Isometric projection: isometric length = 0.816 × true length (cos 35°16′); isometric axes at 120°.

Example 1 — position with bonus tolerance. A hole is Ø10.00/10.10 with ⌖ | Ø0.2 Ⓜ | A | B | C. The produced hole measures Ø10.06 and its axis is offset Δx = 0.08, Δy = 0.09 mm from true position. Accept or reject?

Example 2 — why position beats ±. A hole centre is toleranced ±0.1 mm in X and Y.

Example 3 — fit calculation, Ø50 H7/g6. From IS 919: H7 = +0.025/0, g6 = −0.009/−0.025 (IT7 = 25 µm, IT6 = 16 µm at 30–50 mm; fundamental deviation of g = −9 µm).

Fit at Ø50Hole limitsShaft limitsResult
H11/c1150.000 / 50.16049.870 / 49.710clearance 0.130–0.450 (loose, free running)
H8/f750.000 / 50.03949.975 / 49.950clearance 0.025–0.089 (running)
H7/g650.000 / 50.02549.991 / 49.975clearance 0.009–0.050 (sliding)
H7/k650.000 / 50.02550.002 / 50.018interference 0.018 to clearance 0.023 (transition)
H7/p650.000 / 50.02550.026 / 50.042interference 0.001–0.042 (press)

(Deviations must be read from the IS 919 / ISO 286 table for the relevant size step, not memorised; the values above are for the 30–50 mm step — 40–50 for c11, whose deviations are tabulated in finer steps.)

Example 4 — fastener tolerance allocation. Two plates are bolted with M10 bolts (MMC 10.00 mm) through Ø10.5 (MMC) clearance holes.

Example 5 — projected tolerance zone. A tapped hole has ⊥ | Ø0.1 Ⓟ 25 | A, and the screw projects 25 mm above the face.

Where it is used

Interview questions

Common mistakes

Related topics

Tolerance stack-up analysis · CAD and 3D modelling · Metrology and inspection · Machine design: shafts, keys and couplings · Manufacturing processes: machining · Quality control, SPC and process capability

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