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First of all we need to define the cross sectional area of the rod. If it is a cylinder rod we would use pi * r^2, Do this metrically to make things easy (metres). next we times that by a ft (in metric it is 30cm) so do: cross sectional area * 0.3m. this is the volume of the steel per foot. now find out the weight per cubic cm (density) and multiply them. To find mass of a material you need to weigh it, or times its relative Atomic Mass by the number of moles. You'll have to find the density of your steel as you havn't specified what kind and there isn't a 'pure' steel as its an alloy.
What else can I help you with?
What does one foot of 1 steel rod weigh?
The weight of 1 foot of steel rod would depend on the diameter of the rod.
Weight of 8 dia steel rod per meter?
.4017
How much does a 8 feet long 3 inch diameter steel rod weigh?
The weight of a steel rod can be calculated using the formula: weight = volume × density. The volume of a cylinder is given by the formula ( V = \pi r^2 h ), where ( r ) is the radius and ( h ) is the height. For an 8-foot long rod with a 3-inch diameter, the radius is 1.5 inches (0.125 feet). Using the density of steel, which is approximately 490 pounds per cubic foot, the rod weighs about 24.5 pounds.
What is the weight of a steel rod whose dimensions are 22mm diameter and 395mm in length?
The volume is 150.152 cm3. The density of steel varies according to the constituents but is normally between 7.75 and 8.05 grams per cm3. Using g = 9.8, this range would give a weight in the range 11.4-11.8 Newtons.
What is the weight of 12mtres length of 20mm TMT rod?
The weight of a TMT (Thermo-Mechanically Treated) rod can be calculated using the formula: Weight (kg) = (Diameter² × Length × 0.00617). For a 20mm diameter rod that is 12 meters long, the weight would be approximately 15 kg per meter. Therefore, the total weight of a 12-meter length of 20mm TMT rod is about 180 kg.
What does one foot of 1 steel rod weigh?
The weight of 1 foot of steel rod would depend on the diameter of the rod.
Weight of 8 dia steel rod per meter?
.4017
16 m m steel rod of 12 meters weight?
16 m m steel rod weight per meter = 1.5816 m m steel rod of 12metres weights = 12 * 1.58 = 18.96 kg
What is the weight of 10mm tor steel?
The weight of 10mm tor steel rod is approximately 0.62 kilograms per meter.
What is weight of 8mm dia steel?
The weight of steel can vary depending on the specific type and grade. However, a rough estimate for the weight of 8mm diameter steel rod can be calculated using the formula: Weight = (Diameter^2) x 0.006165, where the weight will be in kilograms per meter.
How do you calculate unit weight of steel?
weight of all steel can be calculated by multiplying unit volume with density.
What is the weight of A mild steel rod of 12 m m?
10.66
What is the weight of 20mm diameter steel bar per meter?
=D^((D^2/162) L) D^2 = Diameter of the rod L = Length of the rod
How does the strength compare between a steel rod and a steel cable of the same weight?
the rod will be stronger, but will break, the cable will bend under force, but not break. the rod has more tensile and shear strength.
How do you figure pound per foot?
The unit pounds per foot is a linear weight measurement, for a rod, tube, or beam of a known diameter or cross-section. Divide the total weight in pounds by the length of the sample.Much more useful is the unit pounds per square foot(related to psi, pounds per square inch), which gives either bearing weight or pressure for a known mass when distributed over a given area.
What is the weight of a 32 millimeter steel rod of 1 meter?
6.320kg/m
What formula weight calculation of ms rod?
The formula weight calculation of a mild steel rod (MS rod) involves adding the atomic weights of each element present in the rod. This includes the weight of iron (Fe) for the steel component and any other trace elements. The calculation typically follows the formula weight = (atomic weight of element 1 * number of atoms of element 1) + (atomic weight of element 2 * number of atoms of element 2) + ... and so on for all elements present in the rod.
