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Losses in balun cores
I recently saw an article with the following: "I would like to express my thanks to xxxxxxxx for continuing the advancement of the transmission line transformer. We have become somewhat of co-workers, sharing information back and forth about how these efficient devices work in the HF, MF, and VHF parts of spectrum. He has done some recent experiments on new ferrite cores and found that by reducing the number of turns the actual potential difference on each turn is greater which increased the core loss. This means that the losses in these transmission line transformers are voltage dependant and not flux related." I am trying to understand how it is that losses are "voltage dependant and not flux related". Aren't flux and voltage related? Is he trying to say there are core losses that result from a voltage impressed across the winding, but the losses are caused mainly by electric field rather than the magnetic field? My understanding was that whilst there are dielectric losses in ferrite and iron power materials, the magnetic losses dominate in most applications. Is there a sound basis for the quote, or is it advertising bunk? Owen |
Losses in balun cores
On Wed, 23 May 2007 22:08:31 GMT, Owen Duffy wrote:
I recently saw an article with the following: "I would like to express my thanks to xxxxxxxx for continuing the advancement of the transmission line transformer. We have become somewhat of co-workers, sharing information back and forth about how these efficient devices work in the HF, MF, and VHF parts of spectrum. He has done some recent experiments on new ferrite cores and found that by reducing the number of turns the actual potential difference on each turn is greater which increased the core loss. This means that the losses in these transmission line transformers are voltage dependant and not flux related." I am trying to understand how it is that losses are "voltage dependant and not flux related". Aren't flux and voltage related? Is he trying to say there are core losses that result from a voltage impressed across the winding, but the losses are caused mainly by electric field rather than the magnetic field? My understanding was that whilst there are dielectric losses in ferrite and iron power materials, the magnetic losses dominate in most applications. Is there a sound basis for the quote, or is it advertising bunk? Owen Sounds like nonsense to me Owen. The only losses of any importance for baluns that I am aware of are IR losses and flux loss and sometimes dielectric losses may be significant. Danny, K6MHE |
Losses in balun cores
Danny Richardson wrote in
: On Wed, 23 May 2007 22:08:31 GMT, Owen Duffy wrote: I recently saw an article with the following: "I would like to express my thanks to xxxxxxxx for continuing the advancement of the transmission line transformer. We have become somewhat of co-workers, sharing information back and forth about how these efficient devices work in the HF, MF, and VHF parts of spectrum. He has done some recent experiments on new ferrite cores and found that by reducing the number of turns the actual potential difference on each turn is greater which increased the core loss. This means that the losses in these transmission line transformers are voltage dependant and not flux related." I am trying to understand how it is that losses are "voltage dependant and not flux related". Aren't flux and voltage related? Is he trying to say there are core losses that result from a voltage impressed across the winding, but the losses are caused mainly by electric field rather than the magnetic field? My understanding was that whilst there are dielectric losses in ferrite and iron power materials, the magnetic losses dominate in most applications. Is there a sound basis for the quote, or is it advertising bunk? Owen Sounds like nonsense to me Owen. The only losses of any importance for baluns that I am aware of are IR losses and flux loss and sometimes dielectric losses may be significant. Danny, K6MHE Hi Danny, It doesn't seem to make sense. I guess I am not encouraged to buy his book to find out more! Owen |
Losses in balun cores
Hi Danny, It doesn't seem to make sense. I guess I am not encouraged to buy his book to find out more! Owen Owen, you may find this of interest: http://standards.ieee.org/reading/ieee/ept/trans.pdf trans.pdf (application/pdf Object) Sevick's briefly discusses voltage-dependency of ferrite losses. Chuck ----== Posted via Newsfeeds.Com - Unlimited-Unrestricted-Secure Usenet News==---- http://www.newsfeeds.com The #1 Newsgroup Service in the World! 120,000+ Newsgroups ----= East and West-Coast Server Farms - Total Privacy via Encryption =---- |
Losses in balun cores
Chuck wrote in
: Owen, you may find this of interest: http://standards.ieee.org/reading/ieee/ept/trans.pdf trans.pdf (application/pdf Object) Sevick's briefly discusses voltage-dependency of ferrite losses. Chuck Thanks Chuck, My original quote was from Sevick, and the following paragraph from your reference illustrates the predominantly dielectric loss theme: "Probably the most difficult (and controversial) specification to establish for these devices is the power rating. The loss mechanism is completely different from that of the conventional transformer, which is current-dependent (hysteresis, wire, and eddy-current losses). With these broadband devices, which mainly use ferrite cores or beads, the losses are voltage-dependent (a dielectric-type loss). Therefore, higher- impedance devices or devices subjected to mismatched loads of higher- impedances, have larger voltage gradients along their transmission lines, and hence, more loss." Other works that I have read describe the loss mechanisms as quite complex; magnetic loss described by a complex mu value that is temperature, frequency and flux dependent, resistive loss in the core material, dielectric loss in the core material, and resistive loss in the conductors. Sevick seems to say that only one of these is relevant, or that loss can be simplfied to a single equivalent loss, the dielectric loss. I guess it is appealing to equate loss that increases with frequency to an equivalent dielectric effect, but the loss is flux dependent and in a non-linear way, so it doesn't seem to fit well with a simple dielectric equivalence. Owen |
Losses in balun cores
Owen Duffy wrote:
Chuck wrote in : Owen, you may find this of interest: http://standards.ieee.org/reading/ieee/ept/trans.pdf trans.pdf (application/pdf Object) Sevick's briefly discusses voltage-dependency of ferrite losses. Chuck Thanks Chuck, My original quote was from Sevick, and the following paragraph from your reference illustrates the predominantly dielectric loss theme: "Probably the most difficult (and controversial) specification to establish for these devices is the power rating. The loss mechanism is completely different from that of the conventional transformer, which is current-dependent (hysteresis, wire, and eddy-current losses). With these broadband devices, which mainly use ferrite cores or beads, the losses are voltage-dependent (a dielectric-type loss). Therefore, higher- impedance devices or devices subjected to mismatched loads of higher- impedances, have larger voltage gradients along their transmission lines, and hence, more loss." Other works that I have read describe the loss mechanisms as quite complex; magnetic loss described by a complex mu value that is temperature, frequency and flux dependent, resistive loss in the core material, dielectric loss in the core material, and resistive loss in the conductors. Sevick seems to say that only one of these is relevant, or that loss can be simplfied to a single equivalent loss, the dielectric loss. I guess it is appealing to equate loss that increases with frequency to an equivalent dielectric effect, but the loss is flux dependent and in a non-linear way, so it doesn't seem to fit well with a simple dielectric equivalence. Owen Owen, I didn't see any reference in Sevick's fourth edition to the voltage-dependency of core losses. Instead, the following quote seems to characterize his philosophy in the book: "With transmission lines, the flux is effectively canceled out in the core and extremely high efficiencies are possible over large portions of the passband--losses of only 0.02 to 0.04 dB with certain core materials. Therefore, the power ratings of transmission line transformers are determined more by the ability of the transmission lines to handle the voltages and currents than by the size and conventional properties of the core." He is unambiguous in arguing that there is a significant lack of understanding of the differences between conventional transformers and transmission line transformers. This edition has a copyright date of 2001 whereas the IEEE paper is dated 1993. Hope that helps. Chuck ----== Posted via Newsfeeds.Com - Unlimited-Unrestricted-Secure Usenet News==---- http://www.newsfeeds.com The #1 Newsgroup Service in the World! 120,000+ Newsgroups ----= East and West-Coast Server Farms - Total Privacy via Encryption =---- |
Losses in balun cores
On Sat, 26 May 2007 20:51:37 -0400, Chuck
wrote: Owen Duffy wrote: Other works that I have read describe the loss mechanisms as quite complex; magnetic loss described by a complex mu value that is temperature, frequency and flux dependent, resistive loss in the core material, dielectric loss in the core material, and resistive loss in the conductors. Sevick seems to say that only one of these is relevant, or that loss can be simplfied to a single equivalent loss, the dielectric loss. He is actually distinguishing between transformer type losses (as Chuck notes later in material I have not quoted). In the conventional transformer, loss is Ohmic due to the circulating eddy currents. This explanation does not serve Ferrite, which is principally an insulator, a dielectric with magnetic properties. Further, the operation of transformation for conventional transformers is through magnetic coupling, that is not so for tranmission line transformers (that no doubt all parties here are already aware of, and which Sevick is distinguishing to the naive readers of his paper). Hence, he is responding to loss issues that are found in conventional designs, but missing (or rather optimized for the Common Mode) in our chokes or BalUns. I guess it is appealing to equate loss that increases with frequency to an equivalent dielectric effect, but the loss is flux dependent and in a non-linear way, so it doesn't seem to fit well with a simple dielectric equivalence. Ferrites are not simple dielectrics, not even linear as a class (but seemingly so for our limited applications as chokes). Owen, I didn't see any reference in Sevick's fourth edition to the voltage-dependency of core losses. I can observe it in the reference offered. However, Sevick couches this dependency parenthetically to the dielectric property. As this is specifically true, and he distinguishes other losses in conventional transformers as Ohmic, his statement in its full context is valid if perhaps too sparse. It is quite obvious that voltage and current (and thus flux) are irrevocably inseparable and yet the loss does not specifically arrive due to conduction in the Ferrite material. On the other hand, discussion of Ferromagnetics is couched in magnetic fields and electron spin, not in voltaics. Instead, the following quote seems to characterize his philosophy in the book: "With transmission lines, the flux is effectively canceled out in the core and extremely high efficiencies are possible over large portions of the passband--losses of only 0.02 to 0.04 dB with certain core materials. The flux of Owen's contention is not the flux of the differential currents, but of the Common Mode current. [or so I read his query - at least insofar as the application of the choke serves] For student of the microwaves, Ferrites offer far more unique properties than are made use as I've suggested above. The nonlinearity is that Ferrite can be remarkably transparent to flux of a given polarization, and with a shift in that polarization it becomes quite opaque. In this service, it is also characterized as a non-reciprocal attenuator. This attribute can be modulated, literally, with an external DC (actually low frequency AC) field to impart modulation to what would otherwise be a CW signal. Ferrites employing this polarization characteristic are used in what are called Faraday Isolators (another one of those devices that could be used to separate forward and reverse waves; however, having only two ports so as to not be confused with the rat-race, and to my knowledge wholly unknown in this group). 73's Richard Clark, KB7QHC |
Losses in balun cores
On Sun, 27 May 2007 00:47:15 -0700, Richard Clark
wrote: the loss does not specifically arrive due to conduction in the Ferrite material. On the other hand, discussion of Ferromagnetics is couched in magnetic fields and electron spin, not in voltaics. As a side-bar, much the same could be said of distilled water, and the ice made from it. At the point of freezing, the dielectric constant AND losses undergo a considerable change - and this is attributable to flux and polarization issues in much the same way. 73's Richard Clark, KB7QHC |
Losses in balun cores
On Sun, 27 May 2007 00:47:15 -0700, Richard Clark
wrote: [snip] |Ferrites employing this polarization characteristic are used in what |are called Faraday Isolators (another one of those devices that could |be used to separate forward and reverse waves; however, having only |two ports so as to not be confused with the rat-race, and to my |knowledge wholly unknown in this group). | Hmmm. |
Losses in balun cores
On Sun, 27 May 2007 14:43:17 +0000, Wes Stewart *n7ws*@ yahoo.com
wrote: On Sun, 27 May 2007 00:47:15 -0700, Richard Clark wrote: [snip] |Ferrites employing this polarization characteristic are used in what |are called Faraday Isolators (another one of those devices that could |be used to separate forward and reverse waves; however, having only |two ports so as to not be confused with the rat-race, and to my |knowledge wholly unknown in this group). | Hmmm. OK, perhaps known to you and Jim (yet and all, neither of you have made the arguments that would have stoked that bonfire). 73's Richard Clark, KB7QHC |
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