The total heat loss of a Liquid Filled (Insulation Class "A") Power Distribution Transformer at various loads is calculated as follows :
At 100% load the total heat loss is the addition of the No Load Loss and the Load Loss
At X% load, the total heat loss is (X/100)² x Load Loss at 100% Load + No Load Loss
i.e. The No Load Loss is a constant loss and does not change with load
The Load Loss varies to the square of the per unit load
e.g. 1000kVA transformer with a No Load Loss of 1340 Watts and a Load Loss of 12500 Watts at 100% load and reference temperature of 75ºC, has the following losses at various loads
- 100% Load No Load Loss = 1340 Watts Load Loss = (100/100)² x 12500 = 12500 Watts
- 90% Load No Load Loss = 1340 Watts Load Loss = (90/100)² x 12500 = 10125 Watts
- 80% Load No Load Loss = 1340 Watts Load Loss = (80/100)² x 12500 = 8000 Watts
- 70% Load No Load Loss = 1340 Watts Load Loss = (70/100)² x 12500 = 6125 Watts
- 60% Load No Load Loss = 1340 Watts Load Loss = (60/100)² x 12500 = 4500 Watts
- 50% Load No Load Loss = 1340 Watts Load Loss = (50/100)² x 12500 = 3125 Watts
Released for:Schneider Electric UK
The total heat loss of a Liquid Filled (Insulation Class "A") Power Distribution Transformer at various loads is calculated as follows :
At 100% load the total heat loss is the addition of the No Load Loss and the Load Loss
At X% load, the total heat loss is (X/100)² x Load Loss at 100% Load + No Load Loss
i.e. The No Load Loss is a constant loss and does not change with load
The Load Loss varies to the square of the per unit load
e.g. 1000kVA transformer with a No Load Loss of 1340 Watts and a Load Loss of 12500 Watts at 100% load and reference temperature of 75ºC, has the following losses at various loads
- 100% Load No Load Loss = 1340 Watts Load Loss = (100/100)² x 12500 = 12500 Watts
- 90% Load No Load Loss = 1340 Watts Load Loss = (90/100)² x 12500 = 10125 Watts
- 80% Load No Load Loss = 1340 Watts Load Loss = (80/100)² x 12500 = 8000 Watts
- 70% Load No Load Loss = 1340 Watts Load Loss = (70/100)² x 12500 = 6125 Watts
- 60% Load No Load Loss = 1340 Watts Load Loss = (60/100)² x 12500 = 4500 Watts
- 50% Load No Load Loss = 1340 Watts Load Loss = (50/100)² x 12500 = 3125 Watts
Released for:Schneider Electric UK
