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प्रश्न
A micrometre screw gauge has a positive zero error of 7 divisions, such that its main scale is marked in 1/2 mm and the circular scale has 100 divisions. The spindle of the screw advances by 1 division complete rotation.
If this screw gauge reading is 9 divisions on the main scale and 67 divisions on the circular scale for the diameter of a thin wire, calculate
- Pitch
- L.C.
- Observed diameter
- Corrected diameter
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उत्तर
(1) Pitch = `1/2` mm
= 0.5 mm
= 0.05 cm
(2) No. of circular scale divisions = 100
∴ Least count (L.C.) = `"Pitch"/"No. of circular scale divisions"`
L.C. = `(0.05 "cm")/100`
= 0.0005 cm
(3) Main scale reading = 9 divisions = `9xx1/2` mm
= 4.5 mm
= 0.45 cm
Circular scale reading = 67 div.
∴ Observed diameter = M.S. reading + L.C. × C.S. reading
= 0.45 + 0.0005 × 67
= 0.45 + 0.0335
= 0.4835 cm
(4) Positive zero error = 7 divisions
Correction = −(Error × L.C.)
= −(7 × 0.0005) cm
= −0.0035 cm
∴ Corrected diameter = Observed diameter + Correction
= 0.4835 + (−0.0035)
= 0.4835 − 0.0035
= 0.4800 cm
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संबंधित प्रश्न
State the purpose of ratchet in a screw gauge.
Describe the procedure to measure the diameter of a wire with the help of a screw gauge.
When a screw gauge with a least count of 0.01 mm is used to measure the diameter of a wire, the reading on the sleeve is found to be 1 mm and the reading on the thimble is found to be 27 divisions.
(i) What is the diameter of the wire in cm?
(ii) If the zero error is +0.005 cm, what is the correct diameter?
Is it possible to increase the degree of accuracy by mathematical manipulations? Support your answer by an example.
In figure for vernier callipers, calculate the length recorded.

What do you understand by the following term as applied to micrometre screw gauge?
Sleeve cylinder
State the formula for calculating the pitch of screw.
State the formula for calculating the least count of screw.
A vernier caliper using the scale invented by Galileo.
