How Much Is a Ton of Soil in Cubic Yards?

A ton of soil is defined as 2,000 pounds, representing a measurement of weight. This weight-based measurement is a poor predictor of the actual space the soil will occupy in a landscaping project. The challenge for anyone buying soil is reconciling the weight with the volume it takes up. Soil is a highly variable natural material, meaning a ton of one type of soil can be significantly different in size from a ton of another. Therefore, the answer to “how much is a ton of soil in cubic yards” is never a single, fixed number.

The Volume Standard for Soil Measurement

For practical purposes in construction and landscaping, soil is bought and sold by volume rather than weight. The standard unit of measure is the cubic yard, which is the volume of a three-foot cube, equaling 27 cubic feet of material. This measurement is straightforward because it directly correlates to the physical space needed to fill a raised bed or cover an area.

A dry, loose topsoil provides a good baseline for conversion. One cubic yard of this soil typically weighs between 2,000 and 2,600 pounds (1.0 to 1.3 tons). Therefore, a single ton of average dry topsoil is generally close to, but slightly less than, one cubic yard, usually falling in the range of 0.75 to 1.0 cubic yards. This generalized conversion serves as a starting point that must be adjusted for specific soil conditions.

The Impact of Soil Type and Moisture Content

The primary factor determining how many cubic yards are in a ton of soil is the material’s density. A ton of high-density soil will take up considerably less space than a ton of low-density soil. Moisture content is the largest variable affecting density because water adds substantial weight without increasing the volume of the particles themselves.

Wet soil can easily weigh up to twice as much as the same volume of dry soil, pushing its density to 1.5 to 1.7 tons per cubic yard. This means a ton of saturated soil may only yield about 0.6 cubic yards of volume. Soil composition also plays a role; heavy clay and dense sand soils pack more tightly and weigh more per cubic yard than light, loamy mixtures. A ton of heavy clay will occupy a smaller space than a ton of dry, aerated topsoil rich in organic matter. Conversely, soil mixes high in compost or peat moss are much lighter, meaning a ton of this material will cover a larger area.

Practical Application: Estimating Project Needs

The first step in any project is to determine the required volume of soil, measured in cubic yards. To calculate the volume for a rectangular area, measure the length, width, and desired depth in feet. Multiplying these three measurements gives the total volume in cubic feet. Dividing this total by 27 (the number of cubic feet in a cubic yard) provides the necessary volume in cubic yards.

Once the required volume is known, conversion to tons is necessary for ordering from suppliers who sell by weight. This conversion requires estimating the density of the specific soil being purchased. The formula is: Weight (Tons) = Volume (Cubic Yards) x Estimated Density (Tons per Cubic Yard). It is advisable to use a conservative density estimate, assuming a slightly heavier soil, to ensure enough material is ordered. Rounding up the final tonnage estimate is also common practice, as soil will settle and compact after delivery and spreading.

Understanding Cost and Delivery Logistics

Once the required volume is converted into an estimated tonnage, cost and delivery logistics must be considered. The cost per ton or per cubic yard is influenced by the quality and composition of the soil; screened topsoil and specialized blends are more expensive than common fill dirt. Purchasing soil in bulk quantities, typically by the cubic yard or ton, offers a better price compared to buying numerous individual bags.

Delivery of bulk soil is handled by commercial dump trucks, which have specific capacity and weight limits. While a truck’s volume capacity may be around 10 to 14 cubic yards, its payload is often restricted by weight, emphasizing the importance of the density calculation. Customers must ensure they have a suitable and accessible drop-off location that can accommodate the size and weight of a fully loaded delivery truck.