# ABS Round Bar Weight Calculator, Formula, ABS Round Bar Weight Calculation

## ABS Round Bar Weight Calculator:

Enter the values of square of diameter of the bar, D(cm), and length of the bar, L(cm) to determine the value of ABS round bar weight, W(g).

 Enter Diameter of the Bar: cm Enter Length of the Bar: cm Enter Density of ABS Bar: g/cm3 Result – ABS Round Bar Weight: g

## ABS Round Bar Weight Formula:

The weight of an ABS (Acrylonitrile Butadiene Styrene) round bar is determined by its dimensions and material density. ABS is a commonly used thermoplastic polymer known for its strength, durability, and impact resistance.

Calculating the weight of an ABS round bar is essential in various engineering and manufacturing applications to ensure proper material handling, transportation, and structural integrity.

A larger diameter results in a greater volume and subsequently a heavier bar.

A longer bar will have a greater volume and thus weigh more.

While ABS typically has a density around 1.05 g/cm3, slight variations can occur due to manufacturing processes and additives.

ABS round bar weight, W(g) in grams is calculated by dividing the product of square of diameter of the bar, D(cm) in centimetres, length of the bar, L(cm) in centimetres, density of ABS bar, d(g/cm3) in grams per cubic centimetre and pi by 4.

ABS round bar weight, W(g) = 3.14 * D2(cm) * L(cm) * d(g/cm3) / 4

W(g) = ABS round bar weight in grams, g.

D(cm) = diameter of the bar in centimetres, cm.

L(cm) = length of the bar in centimetres, cm.

d(g/cm3) = density of ABS bar in grams per cubic centimetre, g/cm3.

ABS Round Bar Weight Calculation:

1. Calculate the weight of an ABS round bar with a diameter of 2 cm, a length of 100 cm, and a density of 1.04 g/cm3.

Given: D(cm) = 2cm, L(cm) = 100cm, d(g/cm3) = 1.04g/cm3.

ABS round bar weight, W(g) = 3.14 * D2(cm) * L(cm) * d(g/cm3) / 4

W(g) = 3.14 * 22 * 100 * 1.04 / 4

W(g) = 3.14 * 400 * 1.04 / 4

W(g) = 326.56g.

1. An ABS round bar has a weight of 1000 grams, a diameter of 3 cm, and a density of 1.04 g/cm³. Calculate the length of the bar.