Transformers are one of the most important components in electrical power systems since they are responsible for converting voltage received from the power station to be suitable for use in different applications. Determining the right choice of transformer size is critical in order to increase system capacity, reduce operations costs, and achieve long-service life. The information presented in this guide shall assist you in comprehending how certain transformers are sized and selected for specific applications:
Transformers are based on the mechanism of electromagnetic induction for the specific purpose of converting the levels of electrical voltage to transfer electrical energy from one circuit to another. They can be classified into two main types:
The size and type of a transformer are determined by different factors, which include the nature of the load, the voltage that is needed, the surroundings, and the task that the transformer is going to be put to. Several critical factors must be considered when sizing a transformer:
Transformers are used to increase or decrease voltage levels within the circuit for them to function optimally, in electrical power distribution. Sizing and correct selection of transformers play an important role when it comes to power transformers and the electrical demand to be met in a given circuit.
Here is a quick summary for choosing a transformer of the right size and features
Step 1: Find the Total Connected Load
Formula: Total Connected Load (kW) = Sum of all individual loads (kW)
Example Calculation:
Lighting load: 30 kW
HVAC load: 50 kW
Machinery load: 70 kW
Other equipment load: 20 kW
Total Connected Load = 30 + 50 + 70 + 20 = 170 kW
Step 2: Add Extra Load for Future Expansion
Formula: Total Load with Future Expansion (kW) = Total Connected Load x (1 + Future Expansion Percentage) 2
Example Calculation:
Assume a 15% future expansion load
Total Load with Future Expansion = 170 x (1 + 0.15) = 170 x 1.15 = 195.5 kW
Step 3: Calculate the Maximum Demand Load
Formula: Maximum Demand (kW) = Total Load with Future Expansion (kW) x Demand Factor
Example Calculation:
Assume a demand factor of 80%
Maximum Demand = 195.5 x 0.8 = 156.4 kW
Step 4: Calculate the Maximum Demand in kVA
Formula: Maximum Demand (kVA) = Maximum Demand (kW) / Power Factor (PF) 3
Example Calculation:
Assume a power factor of 0.85
Maximum Demand (kVA) = 156.4 / 0.85 ≈ 184 kVA
Step 5: Determine the Transformer Capacity with Efficiency Considerations
Formula: Required Transformer Capacity (kVA) = Maximum Demand (kVA) / Transformer Efficiency
Example Calculation:
Assume a transformer efficiency of 95%
Required Transformer Capacity (kVA) = 184 / 0.95 ≈ 194 kVA 4
Step 6: Select the Appropriate Transformer Size
Select the closest standard transformer size that can handle the calculated load.
Example Calculation:
The calculated transformer capacity is 194 kVA. The next standard size available is 250 kVA. Thus, a 250 kVA transformer would be chosen.
Summary:
Total Connected Load: 170 kW
Total Load with Future Expansion: 195.5 kW
Maximum Demand (kW): 156.4 kW
Maximum Demand (kVA): 184 kVA
Required Transformer Capacity: 194 kVA
Selected Transformer Size: 250 kVA