A mass haul diagram visualises the cumulative volume of earth that must be moved (cut) and the volume that must be placed (fill) along a linear project corridor. By plotting cut and fill volumes against distance, engineers can quickly identify where the two curves intersect β the balance point β which minimises haul distances and overall cost.
The balance point is calculated as the weighted average distance of all cut volumes. Mathematically it is expressed as the ratio of the moment of the cut volumes about a reference point to the total volume moved. This provides the exact location along the alignment where the cumulative cut equals the cumulative fill.
Understanding the balance point helps in optimising equipment deployment, reducing fuel consumption, and improving project schedules. It also informs decisions on temporary stockpiles and the placement of borrow pits or waste dumps.
V_{i} = volume of segment i (mΒ³)
d_{i} = distance of segment i from reference (m)
What is a mass haul diagram?
How do you calculate the balance point in a mass haul diagram?
Why is the balance point important in engineering projects?
How does a mass haul diagram help in planning?
Can you explain what ‘moment’ means in this context?
What are some common uses for mass haul diagrams?
How does a mass haul diagram differ from other types of diagrams?
Results are for informational purposes only and do not constitute professional advice.
