The Metric Conical Pile Volume and Bushel Calculator calculates the volume of a conical pile using the base diameter and height provided in metres. The calculator provides results in cubic metres, litres, US bushels, and Imperial bushels. This is useful in agricultural settings, helping to determine the volume of grain or similar materials stored in conical piles and converting it into practical measurements such as bushels for storage or transport.
one cubic metre (m³) = 1000 litres (L) one litre (L) = 0.0353146667214886 cubic feet (ft³) one litre (L) = 0.027496156037386 bushels (bu) Imperial one litre (L) = 0.0283775932584017 bushels (bu) US
Diameter D = 13.4 m Height H = 6.7 m
r = 13.42 / 2 = 6.7 m
V =1/3 * π * r² * H
V = 1/3 * 3.14159 * (6.7)² * 6.7 V = 1/3 * 3.14159 * 44.89 * 6.7 V = 1/3 * 942.19 V = 314.96 m³
The volume of the conical pile, which has a diameter of 13.4 metres and a height of 6.7 meters, is approximately 314.96 m³.
US Bushels: one US bushel is approximately 35.2391 litres (1 cubic metre = 1,000 litres).
US Bushels = 314.96 * 1000 ÷ 35.2391 = 8936.47 bu US
Imperial Bushels: one Imperial bushel is approximately 36.3687 litres.
Imperial Bushels = 314.96 * 1000 ÷ 36.3687 = 8662.50 bu Imp
The volume of the conical pile is 314.96 cubic meters. The pile holds approximately 8936.47 US bushels. The pile holds approximately 8662.50 Imperial bushels.
This calculator is valuable for farmers, grain handlers, and anyone involved in storage or transportation. It allows for efficient measurement and conversion of conical pile volumes.