__Acrylic Square Angle Weight Calculator:__

__Acrylic 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)}.

__Acrylic Square Angle Weight Formula: __

__Acrylic Square Angle Weight Formula:__

An acrylic square angle is a structural component commonly used in construction, furniture, and decorative applications. It is known for its lightweight nature, optical clarity, and resistance to environmental factors.

The square angle refers to the L-shaped cross-section, where two flat surfaces meet at a right angle, forming a 90-degree bend. This shape is ideal for supporting structures, creating frames, or adding rigidity to assemblies.

The weight of an acrylic square angle depends on the width of the sides, the thickness of the material, the length of the angle, and the density of the acrylic.

The formula accounts for the hollow section formed by the angle, calculating the weight by considering the difference between the areas of the outer and inner sections.

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 acrylic material, d_{(g/cm3)} in grams per cubic centimetre.

Weight, W_{(g)} = ( [ W^{2}_{(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/cm^{3}.

__Acrylic Square Angle Weight Calculation:__

1. An acrylic square angle has a width of 6 cm, a thickness of 0.8 cm, a length of 250 cm, and the density of acrylic is 1.19 g/cm³. Calculate the weight of the angle.

Given: W_{(cm)} = 6cm, T_{(cm)} = 0.8cm, L_{(cm)} = 250cm, d_{(g/cm3)} = 1.19g/cm^{3}.

Weight, W_{(g)} = ( [ W^{2}_{(cm)} – (W_{(cm) }– T_{(cm)})^{2} ] / 2 ) * L_{(cm)} * d_{(g/cm3)}

W_{(g)} = ([6^{2} – (6 – 0.8)^{2}] / 2 ) * 250 * 1.19

W_{(g)} = (8.96 / 2) * 250 * 1.19

W_{(g)} = 4.48 * 250 * 1.19

W_{(g)} = 1334g.

2. An acrylic square angle has a side length of 10 cm, a wall thickness of 1.5 cm, and a material density of 1.2 g/cm³. If the tube weighs 2160 g, calculate the length of the angle.

Given: W_{(cm)} = 10cm, T_{(cm)} = 1.5cm, W_{(g)} = 2160g, d_{(g/cm3)} = 1.2g/cm^{3}.

Weight, W_{(g)} = ( [ W^{2}_{(cm)} – (W_{(cm) }– T_{(cm)})^{2} ] / 2 ) * L_{(cm)} * d_{(g/cm3)}

L_{(cm)} = W_{(g)} / ( [ W^{2}_{(cm)} – (W_{(cm) }– T_{(cm)})^{2} ] / 2 ) * d_{(g/cm3)}

L_{(cm)} = 2160 / ([10^{2 }– (10 – 1.5)^{2}]) * 1.2

L_{(cm)} = 2160 / 16.65 * 1.2

L_{(cm)} = 108.11cm.