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Thabo is 'n masjienoperateur en het opdrag gekry om 'n reguitrat met 'n steeksirkeldiameter van 136 mm en 'n module van 4 te sny - NSC Mechanical Technology Fitting and Machining - Question 6 - 2021 - Paper 1

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Question 6

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Thabo is 'n masjienoperateur en het opdrag gekry om 'n reguitrat met 'n steeksirkeldiameter van 136 mm en 'n module van 4 te sny. Bereken die volgende: 6.1.1 Aanta... show full transcript

Worked Solution & Example Answer:Thabo is 'n masjienoperateur en het opdrag gekry om 'n reguitrat met 'n steeksirkeldiameter van 136 mm en 'n module van 4 te sny - NSC Mechanical Technology Fitting and Machining - Question 6 - 2021 - Paper 1

Step 1

Aantal tande

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Answer

To calculate the number of teeth (T) on the gear, we use the formula:

T=PCDmT = \frac{\text{PCD}}{m}

Given:

  • PCD (Pitch Circle Diameter) = 136 mm
  • Module (m) = 4

So,

T=1364=34 tandeT = \frac{136}{4} = 34 \text{ tande}

Step 2

Dedendum

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Answer

The dedendum (d) is calculated using the formula:

Dedendum=m+1=4+1=5mm\text{Dedendum} = m + 1 = 4 + 1 = 5 mm

Step 3

Buitediameter

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Answer

The outside diameter (OD) can be determined with the formula:

OD=PCD+2(m)=136+2(4)=144 mm\text{OD} = \text{PCD} + 2(m) = 136 + 2(4) = 144 \text{ mm}

Step 4

Sirkelsteek

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Answer

The circular pitch (CP) is calculated as:

CP=mπ=4π12.57 mm\text{CP} = m \cdot \pi = 4 \cdot \pi \approx 12.57 \text{ mm}

Step 5

Minimum wydte van die swaelstert (w)

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Answer

To determine the minimum width of the dove tail (w), we calculate:

w=1902(DE)w = 190 - 2(DE)

To find DE: Using tangent:

tan=ADED,DE=ADtan(30)tan\angle = \frac{AD}{ED}, \quad DE = AD \cdot tan(30^\circ)

Given:

  • AD = 38 mm
  • DE = 38 \cdot tan(30^\circ) = 21.94 mm

Then,

w=1902(21.94)=146.12mmw = 190 - 2(21.94) = 146.12 mm

Step 6

Afstand oor die pressirollers (M)

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Answer

The distance over the rollers (M) is calculated as:

M=w+2(A)(R)M = w + 2(A)(R)

Substituting the known values:

Given:

  • w = 146.12 mm
  • A = 15 mm (calculated from triangle)
  • R = 25.98 mm (from tangent calculation)

So,

M=146.12+2(15)(25.98)228.08mmM = 146.12 + 2(15)(25.98) \approx 228.08 mm

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