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I have built an sine filter for a small inverter that feeds a transformer 250VA. The filter is basically a LC filter, that uses leakage inductance of the transformer with a capacitor connected in parallel to the secondary with a small value damping resistor.

I did use the function generator and scope to tune the resonating frequency so that is below switching frequency of the inverter and higher than highest possible fundamental output frequency. But this was tight tune: \$F_{SW}=8kHz, \ \ F_{OUT_{max}}=400Hz\$

Now they simply changed the inverter and the transformer with more powerful one. Now I would like to ask what should I expect:

  • the leakage inductance has increased, since the transformer is bigger?
  • the leakage inductance has decreased? Logical assumption is that big transformer has very low leakage inductance, compared to small one, because otherwise they would fail to supply the powerline.

schematic

simulate this circuit – Schematic created using CircuitLab

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    \$\begingroup\$ For the same voltage ratings, I would expect a bigger transformer to have a smaller leakage inductance. \$\endgroup\$
    – Andy aka
    Commented Dec 6, 2019 at 8:20
  • \$\begingroup\$ How are we to know whether the new transformer is even the same design as the original? Leakage is proportional to length scale, all else equal; but transformers are never scaled up exactly proportionally (i.e. core size, wire diameter, insulation thickness, while keeping identical relative placement, number of turns, etc.). \$\endgroup\$ Commented Jul 31, 2022 at 4:20

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Let's call your small transformer the "apple" transformer, and your large transformer the "orange" transformer. You would expect that if you're operating at the same voltage but higher currents, that all of the inductances of the "orange" transformer are proportionally lower. So the individual coil inductances, and the leakage inductances, would go down.

But you're comparing apples with oranges here -- in general this would be the case, and I would certainly expect that if I were shopping for transformers from a manufacturer that cared about consistency and quality that in general inductances would be roughly proportional to rated current divided by rated voltage and divided again by rated frequency. In fact, I'd expect smaller transformers to be "cheaper" in terms of all of their specifications compared to ideal.

What I would not expect, however, would be that such trends were followed strictly, or that a manufacturer that doesn't care about quality would necessarily do what I expect -- even to the point of delivering product that actually performs as rated.

So -- read the data sheet carefully, trust the manufacturer as far as you can throw their reputation, and if you're working on some one-off project with off the shelf or surplus parts, measure what you've got before you trust it.

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