In mining, it provides accurate estimates of unearthed resources. Construction can help estimate the volume of raw materials required or available. Our Calculator is an indispensable tool in various industries. For a rectangular stockpile with dimensions 5m x 4m x 3m and a 1.6 kg/m³ density, the volume would be 60 m³ and the weight would be 96 kg. After the volume is calculated, it is multiplied by the entered density to estimate the total weight of the stockpile. With the TeleStacker Conveyor as the foundation, our progressive stockpile. Superior is constantly reinventing and thanks to help from our creative customers consistently modernizing. This telescopic radial stacking conveyor has been known as the King of the Stockpile since the 1990s. Formula and Variables Explanationįor a rectangular (prism) stockpile, the volume is calculated as:įor a conical stockpile, the formula used is: Volume = (1/3) × π × Radius² × Height. At the crown is the TeleStacker® Conveyor. After calculating the volume, the calculator multiplies this by the entered density to estimate the total weight of the stockpile. Depending on the shape of the stockpile, it either uses the formula for the volume of a rectangular prism or a cone.
Our Calculator is based on mathematical principles and industry-accepted formulas for volume calculation. It’s specially designed to work with prism (rectangular) and conical-shaped stockpiles, making it a versatile tool for various applications. The Stockpile Calculator is a dynamic tool designed to calculate the volume and weight of stockpiles based on their shape and dimensions.
Here is where our Stockpile Calculator comes into play, simplifying this process remarkably. Whether you’re in construction, mining, or logistics, these calculations can be complex but are crucial for planning and decision-making. In various industries, one common challenge is estimating the volume and weight of stockpiles.
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