Acetal Square Angle Weight Calculator, Formula, Acetal Square Angle Weight Calculation

Acetal Square Angle Weight Calculator:

Enter the vales of width, W_(cm), thickness of the tube, T_(cm) and Length, L_(cm) to determine the value of Weight, W_(g).

Acetal Square Angle Weight Formula:

Acetal square angles are structural components made from acetal, a thermoplastic polymer known for its excellent mechanical properties, dimensional stability, and resistance to wear.

The square angle profile features a right-angled, L-shaped cross-section, which is common in various applications requiring sturdy and precise components.

The acetal square angle’s construction involves a hollow, square cross-section with uniform wall thickness, which enhances its strength while keeping material usage efficient.

The outer dimensions, wall thickness, and length of the angle are crucial in determining its weight, as they define the volume of the material used.

Acetal square angles are structural components made from acetal, a thermoplastic polymer known for its excellent mechanical properties, dimensional stability, and resistance to wear. The square angle profile features a right-angled, L-shaped cross-section, which is common in various applications requiring sturdy and precise components.

Weight, W_(g) in grams equals the difference between the square of width, W_(cm) in centimetres and the square of the difference between width, W_(cm) and thickness of the tube, T_(cm) in centimetres then divided by 2 and multiplied by Length, L_(cm) in centimetres and density of the acetal material, d_(g/cm3) in grams per cubic centimetre.

Weight, W_(g) = ( [ W²_(cm) – (W_(cm)– T_(cm))² ] / 2 ) * L_(cm) * d_(g/cm3)

W_(g) = weight in grams, g.

W_(cm) = width in centimetres, cm.

T_(cm) = thickness in centimetres, cm.

L_(cm) = length in centimetres, cm.

d_(g/cm3) = density in grams per cubic centimetres, g/cm³.

Acetal Square Angle Weight Calculation:

1. An acetal square angle has an outer width of 6 cm, wall thickness of 1 cm, length of 150 cm, and a material density of 1.39 g/cm³. Calculate the weight of the angle.

Given: W_(cm) = 6cm, T_(cm) = 1cm, L_(cm) = 150cm, d_(g/cm3) = 1.39g/cm³.

Weight, W_(g) = ( [ W²_(cm) – (W_(cm)– T_(cm))² ] / 2 ) * L_(cm) * d_(g/cm3)

W_(g) = ([6² – (6 – 1)²] / 2 ) * 150 * 1.39

W_(g) = (11 / 2) * 150 * 1.39

W_(g) = 5.5 * 150 * 1.39

W_(g) =1146.75g.

2. An acetal square angle has an outer width of 8 cm, wall thickness of 2 cm, and a material density of 1.20 g/cm³. If the angle weighs 4800 g, calculate the length of the angle.

Given: W_(cm) = 8cm, T_(cm) = 2cm, W_(g) = 4800g, d_(g/cm3) = 1.20g/cm³.

Weight, W_(g) = ( [ W²_(cm) – (W_(cm)– T_(cm))² ] / 2 ) * L_(cm) * d_(g/cm3)

L_(cm) = W_(g) / ( [ W²_(cm) – (W_(cm)– T_(cm))² ] / 2 ) * d_(g/cm3)

L_(cm) = 4800 / ([8² – (8 – 2)²]) * 1.20

L_(cm) = 4800 / 14 * 1.20

L_(cm) = 285.71cm.