Formula Used:
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The Sixth Tenth Rule is an empirical method used in engineering economics to estimate the capital cost of a project based on known costs of similar projects with different capacities. It accounts for economies of scale in capital investment.
The calculator uses the Sixth Tenth Rule formula:
Where:
Explanation: The formula adjusts the known cost of a project with capacity Q2 to estimate the cost of a similar project with capacity Q1, accounting for cost index changes over time.
Details: Accurate capital cost estimation is crucial for project feasibility studies, budget planning, investment decisions, and financial modeling in engineering and construction projects.
Tips: Enter all known values in the appropriate units. Ensure capacity values are in consistent units (typically m²). The index value 'n' is typically 0.6 (hence the name "Sixth Tenth Rule") but may vary by industry.
Q1: Why is the index typically 0.6?
A: The 0.6 exponent reflects the empirical observation that costs increase at about 60% of the rate of capacity increase due to economies of scale.
Q2: When should cost indices be used?
A: Cost indices should be used when the reference cost data is from a different time period to account for inflation and changing market conditions.
Q3: What are typical cost indices used?
A: Common cost indices include Chemical Engineering Plant Cost Index (CEPCI), Marshall & Swift Equipment Cost Index, and Construction Cost Index.
Q4: What are the limitations of this method?
A: The method assumes similar technology, design, and construction methods. It becomes less accurate for very large capacity differences or different process technologies.
Q5: Can this method be used for different types of projects?
A: Yes, but the exponent 'n' may need adjustment. Different industries may have different typical exponent values based on their specific scaling characteristics.