Excavation Calculator

Calculate excavation volume, soil removal, and costs

Excavation Details

Note
Soil expands when excavated. The expansion factor accounts for the increased volume when loaded into trucks.

Results

Volume to Excavate
88.89 cu yd
2400.00 cubic feet
Expanded Volume (Hauling)
111.11 cu yd
1.25x expansion factor
Estimated Weight
106.67 tons
Truck Loads
12 loads
10 cubic yard dump trucks
Estimated Time
1.8 hours
Excavator work time
Cost Breakdown
Excavation: $266.67
Trucking: $2400.00
Disposal: $1666.67
Estimated Total Cost
$4333.33

What Is Excavation Calculation?

Excavation calculation determines the volume of earth that must be removed for construction projects such as foundations, basements, swimming pools, utility trenches, and landscaping features. Accurate volume estimation is essential for project budgeting, scheduling equipment, arranging soil disposal, and complying with local regulations regarding earthwork and hauling.

When soil is excavated from its natural (in-situ) state, it loosens and occupies a larger volume—this is known as the swell factor or expansion factor. The expanded volume determines the number of truck loads needed to remove the soil from the site. Different soil types have different expansion factors: clay swells about 30%, normal soil about 25%, sand about 15%, and rock about 50%.

This calculator computes excavation volume for rectangular, circular, and sloped (trapezoidal) excavations. It accounts for soil expansion, provides weight estimates, determines truck requirements, estimates equipment time, and generates cost breakdowns including excavation, trucking, and disposal fees.

Excavation Volume Formulas

The volume calculation varies based on the shape of the excavation. Rectangular excavations are the simplest, while sloped excavations account for the angled sides needed in deep excavations to prevent cave-ins.

Excavation Volume Calculations

Rectangle: V = L × W × D Circle: V = π × (D/2)² × D Slope: V = Avg_L × Avg_W × D

Where:

  • V= Excavation volume (cubic feet)
  • L= Length of excavation (feet)
  • W= Width of excavation (feet)
  • D= Depth of excavation (feet)

Soil Expansion and Truck Requirements

Soil expansion (swell) is a critical factor in excavation cost estimation. When soil is excavated, the voids between particles increase, causing the total volume to increase. The swell factor varies significantly by soil type:

Soil TypeExpansion FactorWeight (lb/cu yd)Description
Clay1.302,700Heavy, cohesive soil with high swell
Normal Soil1.252,400Mixed soil, average conditions
Sand1.152,600Granular, less swell due to particle shape
Rock1.503,000Broken rock with high void content

Truck requirements are based on a standard dump truck capacity of 10 cubic yards. The expanded volume determines how many truck loads are needed, which directly impacts trucking costs and project schedule. Each truck load represents a round trip including loading, hauling, dumping, and returning.

How to Use This Calculator

Calculate excavation volume, weight, and costs:

  1. Select Excavation Shape: Choose Rectangle (straight sides), Circle, or Slope/Trapezoidal (for sloped sides).
  2. Enter Dimensions: Input the length, width (or diameter for circles), and depth in feet.
  3. Select Soil Type: Choose clay, normal soil, sand, or rock. This determines the expansion factor and weight.
  4. View Results: The calculator displays the in-situ volume, expanded volume, estimated weight, truck loads, excavation time, and cost breakdown.

The cost breakdown includes excavator hourly rate ($150/hr), trucking rate ($100/hr per truck), and disposal/tipping fees ($15 per cubic yard). These rates can be adjusted by modifying the source code for your local conditions.

Understanding the Results

The volume to excavate is the in-situ (natural state) volume in cubic yards and cubic feet. This is the volume measured in the ground before excavation. The expanded volume accounts for soil swell and represents the volume that will be loaded into trucks for hauling. The expanded volume is always larger than the in-situ volume.

The estimated weight helps determine if the soil can be hauled with standard equipment and whether overweight permits are needed. The truck loads are based on 10 cubic yard dump trucks, which is the most common size for residential and light commercial work.

The cost breakdown includes three components: excavator operation, trucking, and disposal. The excavator cost is based on the estimated hours of operation at $150 per hour. Trucking costs are calculated per truck for a round trip. Disposal costs are based on the expanded volume at the dump site.

Real-World Applications

Excavation calculations are essential for residential construction projects including basement digs, foundation footings, swimming pool excavation, and landscape grading. A typical residential basement excavation might remove 100-200 cubic yards of soil, requiring 15-25 truck loads and costing $3,000-$8,000 depending on soil conditions and local rates.

Commercial construction involves much larger excavations for building foundations, parking structures, and utility installations. These projects require detailed earthwork estimates that account for soil conditions, groundwater, adjacent structures, and disposal site availability. Mass excavation for a commercial building may involve thousands of cubic yards.

Utility and infrastructure projects use excavation calculations for water and sewer lines, gas pipelines, electrical conduits, and drainage systems. Trench excavations have specific safety requirements based on depth, including sloping, shoring, or shielding for trenches deeper than 5 feet per OSHA regulations.

Worked Examples

Residential Basement Excavation

Problem:

Calculate excavation for a 30×20 ft basement, 4 ft deep, in normal soil.

Solution Steps:

  1. 1Volume: 30 × 20 × 4 = 2400 cubic feet
  2. 2Convert to cubic yards: 2400 / 27 = 88.9 cubic yards
  3. 3Expanded volume: 88.9 × 1.25 = 111.1 cubic yards
  4. 4Weight: 88.9 × 2400 / 2000 = 106.7 tons
  5. 5Truck loads: 111.1 / 10 = 12 loads (rounded up)
  6. 6Excavation time: 88.9 / 50 = 1.8 hours

Result:

88.9 cu yd excavation, 111.1 cu yd hauling, 12 truck loads

Circular Pool Excavation

Problem:

Calculate excavation for a 15-foot diameter circular pool, 5 feet deep, in clay soil.

Solution Steps:

  1. 1Radius: 15/2 = 7.5 feet
  2. 2Volume: π × 7.5² × 5 = 883.6 cubic feet
  3. 3Convert: 883.6 / 27 = 32.7 cubic yards
  4. 4Expanded volume: 32.7 × 1.30 = 42.5 cubic yards
  5. 5Weight: 32.7 × 2700 / 2000 = 44.1 tons
  6. 6Truck loads: 42.5 / 10 = 5 loads

Result:

32.7 cu yd excavation, 42.5 cu yd hauling, 5 truck loads

Sloped Foundation Excavation

Problem:

Calculate sloped excavation for a 40×25 ft foundation, 6 ft deep, with 1:1 slopes, in sand.

Solution Steps:

  1. 1Top dimensions: 40 × 25 ft
  2. 2Bottom dimensions: (40-12) × (25-12) = 28 × 13 ft
  3. 3Average dimensions: (40+28)/2 × (25+13)/2 = 34 × 19 ft
  4. 4Volume: 34 × 19 × 6 = 3876 cubic feet
  5. 5Convert: 3876 / 27 = 143.6 cubic yards
  6. 6Expanded volume: 143.6 × 1.15 = 165.1 cubic yards
  7. 7Truck loads: 165.1 / 10 = 17 loads

Result:

143.6 cu yd excavation, 165.1 cu yd hauling, 17 truck loads

Tips & Best Practices

  • Always call 811 before digging to locate underground utilities.
  • Account for soil expansion when estimating truck loads—rock expands 50%.
  • Get soil reports for deep excavations to understand conditions before bidding.
  • OSHA requires protection for trenches deeper than 5 feet—slope, shore, or shield.
  • Excavate in lifts (layers) for better control and compaction of backfill.
  • Stockpile topsoil separately for reuse in landscaping—do not mix with subsoil.

Frequently Asked Questions

Bank cubic yards (BCY) measure soil in its natural, undisturbed state in the ground. Loose cubic yards (LCY) measure soil after it has been excavated and loosened, occupying a larger volume due to increased void space. The swell factor converts between the two: LCY = BCY × swell factor. For example, 100 BCY of normal soil becomes 125 LCY after excavation. Trucking and disposal are typically measured in loose cubic yards.
Excavation costs depend on the volume of soil, soil conditions, depth, access, and local rates. Typical residential excavation costs $5-$15 per cubic yard for basic digging. Additional costs include trucking ($100-$200 per load), disposal/tipping fees ($10-$30 per cubic yard), and equipment mobilization. Rock excavation can cost 2-5 times more than soil. Get multiple quotes from excavating contractors for accurate pricing.
Most jurisdictions require permits for excavations deeper than a few feet, especially for building foundations, pools, and utility work. Permits ensure compliance with building codes, zoning setbacks, utility locates, and safety regulations. Contact your local building department before beginning any excavation work. You will typically need a site plan showing the excavation location, dimensions, and relationship to property lines.
811 is the national 'Call Before You Dig' number that connects you to local utility locate services. Before any excavation, you are legally required to call 811 (typically 3-5 business days ahead) to have underground utility lines marked. This free service helps prevent strikes on gas lines, electrical cables, water pipes, and communication lines. Striking a utility line can cause injury, death, service outages, and expensive repairs.
Soil type significantly impacts excavation cost and method. Sand is easy to dig but may require sloped or shored walls. Clay is heavier and sticks to equipment but holds its shape better. Rock requires specialized equipment (hydraulic breakers, rock saws) and is much more expensive to excavate. Soft or wet soil may require dewatering and can be unstable. The expansion factor also varies—rock swells 50% while sand swells only 15%, affecting trucking costs.

Sources & References

Last updated: 2026-06-06

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Editorial Note

MyCalcBuddy Editorial Team

This page is maintained as an educational calculator reference.

Source

Formula Source: Standard Mathematical References

by Various

UpdatedLast reviewed: May 2026
CheckedFormula checks are based on standard references and internal QA review.

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