Formula Used:
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The Utilisation Factor of Transformer Core is defined as the ratio of DC power output to the transformer Volt-Ampere (VA) rating required by the secondary winding. It represents how effectively the transformer core material is being utilized.
The calculator uses the formula:
Where:
Explanation: The utilisation factor indicates the efficiency of core material usage by comparing the effective net area to the total available cross-sectional area.
Details: Calculating the utilisation factor is crucial for transformer design optimization, ensuring efficient use of core materials, minimizing losses, and achieving optimal performance while reducing manufacturing costs.
Tips: Enter both net cross sectional area and total cross sectional area in square meters. Both values must be positive numbers greater than zero for accurate calculation.
Q1: What is a good utilisation factor value?
A: Higher utilisation factors (closer to 1) indicate more efficient use of core material, but optimal values depend on specific transformer design requirements and application.
Q2: How is net cross sectional area determined?
A: Net cross sectional area is calculated from the gross cross section area minus all openings and holes for fasteners and other structural elements.
Q3: What factors affect the utilisation factor?
A: Core geometry, winding arrangement, insulation requirements, and manufacturing constraints all influence the utilisation factor value.
Q4: Can utilisation factor exceed 1?
A: No, since net area cannot exceed total area, the utilisation factor should always be between 0 and 1.
Q5: How does utilisation factor relate to transformer efficiency?
A: While not directly measuring electrical efficiency, a higher utilisation factor typically indicates better material usage and can contribute to overall transformer performance optimization.