Mass, and volume? sorry i dont really knwo but i gave it a shot!
Alucobond is a light-weight Composite_materialconsisting of two pre-finished 0.02" (0.5mm) thick aluminum cover sheets heat-bonded (laminated) to a core made of PolyethylenePlastic
No, aluminum is an element.
The EC grade aluminum rod refers to the electrical conductor grade aluminum rod that is commonly used in electrical and electronic applications due to its high conductivity. The term EC is an abbreviation for "Electrical Conductor." To calculate the mean or average of the EC content in EC grade aluminum rod, we need to know the composition of the rod, specifically the percentage of EC in the material. This information can be obtained from the manufacturer or supplier of the aluminum rod. Once the EC content is determined, calculating the mean would involve adding up the values for each sample and dividing by the total number of samples. However, it's important to note that EC grade aluminum rod typically has a minimum purity level of 99.45% or higher, which means the variation in EC content between different samples may be minimal. Without knowing the specific percentage of EC content in the EC grade aluminum rod, it's not possible to calculate the mean. However, it's safe to assume that the variation in EC content between different samples is likely to be minimal due to the high purity level of the material.
Aluminum oxide - Al2O3.
What is the unit weight of aluminium section and how its calculate
To calculate the weight of aluminum, you need to know the volume of the aluminum object (in cubic inches or cubic centimeters) and the density of aluminum (2.7 g/cm3 or 0.098 lb/in3). Multiply the volume by the density to find the weight of aluminum in grams or pounds.
To calculate the weight of an aluminum rod in inches, you would need to know the density of aluminum (which is about 0.098 lbs/in^3) and the volume of the rod (which can be calculated using its length and diameter). You can then multiply the volume by the density to find the weight of the aluminum rod.
To calculate the coil length, you need to convert the coil size and its weight to the SI units.
One can easily calculate the weight of a 1 cm thick aluminum sheet in several ways. First, one can use a scientific scale for a very accurate measurement. Also, one can calculate the volume by submerging the sheet in water, and calculate the weight using the density of aluminum, which is 2.70 grams per cubic cm.
Weight divided by 3.399, divided by gauge. Divided by width.
density=mass/volume 7.850=2500kg/(0.47*L*0.914) Ravindra
The weight of extruded aluminum square is dependent on its dimensions and density. To calculate the weight, multiply the volume of the square (L x W x H) by the density of aluminum (2.7 g/cm³ or 0.098 lb/in³). This will give you the weight in grams or pounds.
kg = 6.16546 x width mm x OD2 x bore2 ---- 1000000
The answer is 12,553 m.
You're essentially trying to calculate the diameter of a cylinder with a hole in the middle. There are two formulas for volume which you need. Volume= Pi * r2 * h (where Pi=3.142, r = radius of the coil, h = width of the coil) Volume= Weight/Density Since both these formula equal Volume: Weight/Density= Pi * r2 * h Since the weight you have is for a cylinder with a hole in it, you need to calculate the volume of the whole cylinder (without the hole) and subtract the volume of the hole. So for a steel coil Weight/Density = (Pi * rc2 * h)-(Pi * rh2 * h) where rc= the radius of the coil and rh = the radius of the hole (Radius=diameter/2) you're trying to calculate the radius of the coil, so rearrange the formula to get: ((Weight/Density)/Pi*h) + rh2 = rc2 The diameter of the coil = 2 *rc NOTE:- It's important to keep your units of measure consistent throughout the calculation. Density is generally represented by kilograms per cubic metre (kg/m3) - for us metric users ;-) Therefore keep your coil weight in kgs and your radius / width measures in metres.
You have to multiply the density of aluminum on its volume. For wires the volume will be the cross section multiplied by the wire length.