One Hundredth of a Millimetre
The screw gauge — precision by rotation
What this lesson covers
Why it matters
Turn a screw one full circle and it advances exactly one millimetre. Mark 100 steps around its head, and each step is a hundredth — a millimetre, divided by rotation.
The idea in plain words
The rotating ruler. Tap the parts.
reading = MS + (circular division × L.C.)
MS reads 4 mm; circular scale shows 67. Wire diameter?
4.67 mm
- mm/turn: pitch — distance the spindle advances per full rotation (usually 1 mm or 0.5 mm)
- the precision: L.C. — pitch ÷ number of circular divisions = 0.01 mm typically
- the safeguard: ratchet — clicks to stop you squeezing the wire — equal pressure, honest readings
- the quirk: backlash error — looseness when reversing rotation — always approach the reading turning one way
- 4 + 67 × 0.01
Predict first
A screw gauge has pitch 1 mm and 100 circular divisions. Its least count is…
L.C. = pitch ÷ circular divisions = 1/100 = 0.01 mm — ten times finer than the vernier.
- 0.01 mm — correct
- 0.1 mm
- 1 mm
What you do
Twist the thimble to both target readings and hold each one steady: main scale gives whole millimetres, the drum gives the hundredths.
Check yourself
The screw gauge is the right tool for…
Reserve the 0.01 mm instrument for 0.01 mm jobs; a rule handles the pencil fine.
Pitch 0.5 mm, 50 divisions. L.C. = ?
0.5 ÷ 50 = 0.01 mm — different design, same precision.
The ratchet's job is to…
Squeeze a wire hard and you measure a squashed wire — the ratchet clicks before that happens.
- a wire's diameter and a paper sheet's thickness — correct
- the length of a pencil
- a room's width
- 0.01 mm — correct
- 0.1 mm
- 0.025 mm
- apply the same gentle pressure every time — correct
- lock the reading in memory
- count the rotations