![]() This tool contributes to more efficient and cost-effective earthwork planning and execution. Accurate volume calculations help ensure that soil resources are efficiently managed, leading to smoother project execution and better resource allocation. The Soil Stockpile Volume Calculator simplifies the process of calculating the volume of soil stockpiles, making it a valuable tool for professionals involved in earthwork projects. (If calculations are done in feet and cu. For irregularly shaped stockpiles, it may provide an approximation and may require additional measurements and calculations for greater accuracy. If the loose density of the aggregate in the stockpile is 90 lb. The calculator is most accurate for regular, geometrically shaped stockpiles. Can this calculator be used for irregularly shaped stockpiles? It ensures that the right amount of soil is available when needed and helps prevent delays and cost overruns. FAQs? Why is it essential to calculate soil stockpile volume?Ĭalculating soil stockpile volume is essential for project planning, resource allocation, and cost estimation in earthwork projects. In this example, the volume of the soil stockpile is approximately 52.359 cubic meters. Height of the soil stockpile = 2 meters. ![]() Width of the soil stockpile = 5 meters.Length of the soil stockpile = 10 meters.Let’s consider an example to illustrate how the Soil Stockpile Volume Calculator works: The calculator will provide you with the total volume of the soil stockpile in cubic meters. Input the height of the soil stockpile (in meters).Input the width of the soil stockpile (in meters). Select a Material Width (ft) Height (ft) Use this materials calculator to measure crushed concrete, crushed asphalt, select fill, crushed limestone, pea gravel, rip rap sand, topsoil and more.Input the length of the soil stockpile (in meters).Using the Soil Stockpile Volume Calculator is a straightforward process: The volume of a conical stockpile can be calculated using the formula: Volume ( × Radius2 × Height) / 3, where Radius is the base radius of the cone and Height is the height of the cone. ![]() How to Use the Soil Stockpile Volume Calculator? ![]()
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