Maximum Demand Table C1 ((top)) Page

Table C1 provides —statistically derived multipliers that reduce the theoretical full load to a realistic maximum demand. It acknowledges that not all loads operate simultaneously, and those that do may not do so at full capacity. By applying the table, a designer converts a mathematically impossible "worst-case" total into an economically and practically realistic figure.

Maximum demand is defined as the greatest average load (typically measured in amperes or kilovolt-amperes) likely to be drawn by an electrical installation under normal operating conditions over a specified interval. It is not a simple sum of every circuit breaker’s rating; if one added every light, power point, and appliance rating in a house, the total would be far higher than any actual real-world draw. This is where Table C1 comes into play. maximum demand table c1

The impact of Table C1 is felt directly in the cost and feasibility of an installation. Consider a small retail shop with 30 double socket outlets. The raw connected load might be 30 × 240W (a conservative appliance rating) = 7.2kW per phase. Without diversity, this would demand a 30A supply per phase. However, Table C1 typically allows a diversity factor of 0.5 for general socket outlets in commercial settings, dropping the demand to 3.6kW—requiring only a 16A supply. Maximum demand is defined as the greatest average