Copper Square Hollow Tube Weight Calculator:
Enter the values of width, W(cm), thickness of the tube, T(cm) and Length, L(cm) to determine the value of Weight, W(g).
Copper Square Hollow Tube Weight Formula:
The weight of a Copper Square Hollow Tube is determined by the physical principles of mass and density. The tube’s mass depends on the amount of material it contains, which is influenced by its dimensions and the density of copper.
Copper, known for its high density of about 8.96 g/cm3, contributes significantly to the tube’s overall mass. A square hollow tube has an outer square cross-section with a hollow interior, reducing the material volume compared to a solid tube of the same outer dimensions.
The weight increases with greater wall thickness, width, or length, as more material is present. Copper’s density ensures that even small dimensions contribute to a substantial mass, reflecting the metal’s heavy nature compared to less dense materials.
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 all multiplied by Length, L(cm) in centimetres and density of the copper material, d(g/cm3) in grams per cubic centimetre.
Weight, W(g) = [ W2(cm) – (W(cm)– T(cm))2 ] * L(cm) * d(g/cm3)
W(g) = weight in grams, g.
W(cm)= width in centimetres, cm.
T(cm) = thickness of the tube in centimetres, cm.
L(cm) = length in centimetres, cm.
d(g/cm3) = density of the copper material in grams per cubic centimetre, g/cm3.
Copper Square Hollow Tube Weight Calculation:
1.A Copper Square Hollow Tube has a width of 4 cm, a wall thickness of 0.5 cm, a length of 100 cm, and a copper density of 8.96 g/cm3. Calculate the weight of the tube.
Given:W(cm)= 4cm, T(cm) = 0.5cm, L(cm) = 100cm, d(g/cm3) = 8.96g/cm3.
Weight, W(g) = [ W2(cm) – (W(cm)– T(cm))2 ] * L(cm) * d(g/cm3)
W(g) = [42 – (4 – 0.5)2] * 100 * 8.96
W(g) = 3.75 * 100 * 8.96
W(g) = 3360g.
- A Copper Square Hollow Tube with a width of 6 cm, a wall thickness of 1 cm, and a density of copper 8.96 g/cm3 weighs 4300 g. Find the length of the tube.
Given:W(cm)= 6cm, T(cm) = 1cm, W(g) = 4300g, d(g/cm3) =8.96g/cm3.
Weight, W(g) = [ W2(cm) – (W(cm)– T(cm))2 ] * L(cm) * d(g/cm3)
L(cm) = W(g) / [ W2(cm) – (W(cm)– T(cm))2 ] * d(g/cm3)
L(cm) = 4300 / [64 – (42.25)] * 8.96
L(cm) = 4300 / 98.56
L(cm) = 43.63cm.