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how to calculate weight of stainless steel angle

Views: 241     Author: Site Editor     Publish Time: 2023-09-05      Origin: Site

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    Stainless steel angle steel is a commonly used building material, usually used in building structures, machinery manufacturing, electrical equipment and other fields. When using stainless steel angle steel, you need to know its theoretical weight for material selection and calculation. The following introduces the theoretical weight calculation method of stainless steel angle steel.


Weight formula of stainless steel angle steel


The theoretical weight of stainless steel angle steel can be calculated by the following formula:


Weight (kg) = length (m) × width (m) × thickness (mm) × density (g/cm3) ÷ 1000


Among them, the density is the density of stainless steel, which is generally 7.93g/cm3.


Weight calculation steps of stainless steel angle steel


1. Measure the length, width and thickness of the angle steel in meters and millimeters.


2. According to the above formula, substitute the length, width, thickness and density into the formula for calculation.


3. Get the calculation result, which is the theoretical weight of the stainless steel angle steel.


Weight calculation example of stainless steel angle steel


For example, if the length of a stainless steel angle steel is 3 meters, the width is 4 cm, and the thickness is 5 mm, find its theoretical weight.


Solution: According to the above formula, substitute the data for calculation:


Weight (kg)=3m×0.04m×5mm×7.93g/cm3÷1000=0.004758kg


Therefore, the theoretical weight of the stainless steel angle steel is 0.004758kg.


Precautions


When calculating the weight of stainless steel angle steel, you need to pay attention to the following points:


1. When measuring length, width and thickness, it is necessary to ensure measurement accuracy and avoid errors.


2. It is necessary to choose the correct density of stainless steel, which is generally 7.93g/cm3.


3. When making calculations, you need to pay attention to the consistency of the units. For example, if the unit of length is meters and the unit of thickness is millimeters, you need to convert the thickness to meters.


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