Commercial maximum demand assessments follow the same fundamental principles as domestic ones, but with additional complexity. Three-phase supplies are standard for commercial premises, and loads must be balanced as evenly as possible across the three phases. The maximum demand of the installation is determined by the most heavily loaded phase.
For commercial premises, the diversity factors from Table 1B still apply where the circuit types match, but many commercial loads — such as three-phase motors, air conditioning units, commercial kitchen equipment, and server rooms — require specific assessment. Motor loads should include the starting current requirements, as some motor types draw five to eight times their full load current during start-up, which can affect the sizing of the main protective device and the supply capacity.
When assessing a commercial installation, it is essential to obtain a detailed load schedule from the client or the building services engineer. This schedule should list every item of fixed equipment, its power rating, the number of phases it uses, and an estimate of its duty cycle (how often and how long it operates). From this, you can build up the maximum demand per phase and verify that the three-phase supply is adequately sized.
Common commercial loads and their typical diversity treatment include: office socket outlets (100% of largest circuit plus 40% of subsequent), commercial lighting (90% of total — higher than domestic because commercial lighting runs for longer periods), air conditioning (100% of largest unit plus 80% of subsequent units due to simultaneous operation), and commercial kitchen equipment (which may need the full cooker diversity formula applied to each appliance, or a combined assessment based on the kitchen consultant's load schedule).
The Elec-Mate calculator supports both single-phase and three-phase installations. For three-phase, you assign each circuit to a phase (L1, L2, or L3), and the calculator shows the load on each phase, the degree of imbalance, and the total maximum demand.