I was not questioning whether it was possible to achieve the specs with inductors in series. My point is that it is unlikely to be more compact than a single core with the same specs. The volume and hence saturation goes up with the cube of the linear dimensions and the inductance goes up with the square of the number of turns. So, take one of your cores, and to get the required inductance you would not need to double the size or resistance to double the saturation current and the ESR, which you do by using two inductors.Saturation current was 3A and still 3A.
Series resistance was 40mOhm and became 0.64Ohm.
Exactly as TS want.
What is wrong?
Maybe getting one like this could offset that effect caused by DC.Again, ferrite core toroids are not suitable for the application. A common mode choke is intended to be operated with essentially zero net magnetizing force at low frequency.
There are really only two options for toroids that can handle DC bias and exhibit tolerable loss at high frequency.
Tape-wound cores consist of a very thin high-permeability metal that is wound to make a toroid shape. Each layer is insulated from the next by oxide or some other method to prevent eddy currents from flowing layer to layer. Core like this are not at all common and the alloys used are expensive.
By far the most popular core material for this sort of application is "powder", as I mentioned previously. Powder cores have vastly lower permeability than the ferrites used for common mode inductors. The ferrites will typically be between 5000 and 10000 perm. for CM chokes. There are very few choices in powder cores with permeability of more than about 150 - and that gets you into molybdenum permalloy powder that is very expensive. Inexpensive powdered iron tops out a permeability of about 100. In practical toroid geometries that are reasonably easy to wind, the ratio of cross section to magnetic path length does not vary by a lot. This means that regardless of the size of the core, there isn't much variation in inductance index, perhaps two or three to one, from one to another in a particular formulation. For example a Micrometals T106-26 (suitable material but not size for task at hand) is just over an inch OD and has an AL of 93 nanohenries per turn squared. A T400-46B which is 4" in OD has an AL of 205 nH/t^2. Micrometals type 26 material has an initial permeability of 75, is inexpensive and popular (and counterfeited!).
Taking the T106-26 for 10 mH at zero bias:
inductance is 10 x 10^6 nanohenriesAs soon as you apply any DC bias, the inductance will be reduced (my computer with my spreadsheet for doing this calc isn't running at the moment; I think Micrometals has on-line and down-loadable free tools for doing all the necessaries)
divided by AL is 107527
the square root of which is 328
You would need 328 turns for a 10 mH inductor - that would be considered a "full" winding with about 25 AWG.
A 40 mH inductor would require twice a many turns.
You can stack two toroid cores for twice the inductance index. Theoretically you could stack more, but practically the winding become a big problem.
Magnetics Inc. is a nice place to go core shopping for some of the more exotic core materials. Take lots of money with you.
It could be .... I'm going to check if the optos I'm using are capable of such high frequencies.@cmartinez:
How about using digital (I2C) controlled PWM chip with frequency 200...400kHz.
Then filters will be very tiny and MC will be free of continuous PWM pulses forming.
And programing will much easy?
May be optos for I2C only? Not high frequency.It could be .... I'm going to check if the optos I'm using are capable of such high frequencies.
Did you have a particular pwm chip in mind?
If the original 100uH inductors have a saturation current of 2.1A, then when you orient them to get 365uH total inductance, the saturation current will be much less than 2.1A, more like 1.5A. This is because the saturation current is when the magnetizing field from the winding saturates the magnetic flux in the core, and when you orient them to increase the inductance you are orienting them in a way that the magnetizing field from each increases the magnetic flux in the other, causing it to saturate at a lower current. I got the 1.5A estimate from assuming that saturation occurs at approximately the same stored magnetic energy (1/2 LI^2).I connected two 100 µH in series like this one and, as expected, their total inductance added up perfectly to 200 µH when I measured it with my meter, no matter which phase was connected to which.
But something funny happened when I drew them close together. If both of their phases are connected forward-biased (that is, the non-dot phase of the first inductor connected to the dotted phase of the second one) their total inductance would come down to 165 µH, but if I connected them back-to-back (with both dotted phases connected together) then their total inductance would increase to 365 µH.
Question, can I take advantage of that phenomena to build a, say, single 44 mH inductor out of a two-line 12 mH choke by connecting its two windings back-to-back?
Mouser has updated its line of products concerning chokes:That's been the whole point of this thread ... the inductance values needed for what I want are not in stock at the major online suppliers ...
@cmartinez, basic problem, we can not solve, is filtering PWM pulses in power line.But now I'm intrigued as to @Danko 's suggestion of using a higher PWM frequency.
Thank you so much, Danko. Right now I'm continuing this subject on this other thread. This because I discovered that filtering improved things significantly.@cmartinez, basic problem, we can not solve, is filtering PWM pulses in power line.
But it is possible using SPWM method for AC motor control.
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