MD = Largest Circuit + 40% of Remaining Circuits
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Maximum Demand (MD) calculation is a method used in electrical engineering to determine the highest expected load on an electrical system. The formula "Largest Circuit + 40% of Remaining Circuits" is commonly used to estimate diversity in electrical installations.
The calculator uses the formula:
Where:
Explanation: This calculation accounts for the fact that not all circuits will be operating at full capacity simultaneously, providing a more realistic estimate of maximum demand.
Details: Accurate maximum demand calculation is essential for proper sizing of electrical components, circuit protection devices, and service entrance conductors. It helps prevent overloading while optimizing system efficiency.
Tips: Enter all circuit loads in amperes, separated by commas. The calculator will automatically identify the largest circuit and apply the 40% diversity factor to the sum of remaining circuits.
Q1: Why use 40% for remaining circuits?
A: The 40% factor represents typical diversity in residential and commercial installations where not all circuits operate at full capacity simultaneously.
Q2: Is this calculation applicable to all electrical systems?
A: This is a general guideline. Specific applications may require different diversity factors based on local codes and specific usage patterns.
Q3: How should circuit loads be determined?
A: Circuit loads should be based on connected equipment nameplate ratings or calculated loads according to electrical codes.
Q4: What are typical maximum demand values?
A: Values vary widely based on installation type. Residential typically ranges from 60-200A, while commercial can be much higher.
Q5: Should this calculation be used for service sizing?
A: This provides an estimate, but final service sizing should comply with local electrical codes and regulations, considering all factors.