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 peak load requirement for an electrical installation. It helps in proper sizing of electrical components and prevents overloading.
The calculator uses the formula:
Where:
Explanation: This formula accounts for the fact that not all circuits operate at maximum capacity simultaneously, applying a diversity factor of 40% to the remaining circuits.
Details: Accurate maximum demand calculation is essential for proper electrical system design, preventing circuit overloads, ensuring safety compliance, and optimizing energy consumption.
Tips: Enter all circuit values in amperes (A) 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% diversity factor?
A: The 40% factor accounts for the statistical probability that not all circuits will operate at maximum capacity simultaneously, providing a more realistic load estimation.
Q2: What units should I use for circuit values?
A: Circuit values should be entered in amperes (A), and the result will be in kilowatts (kW) assuming a standard voltage.
Q3: Can this calculator be used for three-phase systems?
A: This calculator provides a basic maximum demand estimation. For three-phase systems, additional factors like power factor and phase balancing should be considered.
Q4: What if I have both single-phase and three-phase circuits?
A: For mixed systems, it's recommended to calculate maximum demand separately for each type and consult electrical engineering standards for proper integration.
Q5: Are there limitations to this calculation method?
A: This method provides a general estimation. Specific applications may require more detailed analysis considering actual usage patterns, power factors, and local electrical codes.