According to Dickason, the general rule of thumb (of course there are exceptions) for the lower crossover limit for midrange and tweeters is to be at least 2x the FS of the driver, 3-4x is even better.
He also suggests that the upper level crossover for woofers and midranges should be determined by the drivers horizontal polar response, in which case he suggests that the polar response at 45º off axis should be down somewhere between 3db and 6db. The reasoning is that this is a measure of on axis beaming. As frequency increases and wavelengths get shorted than the driver dia., it will start to beam and consequently its off axis polar response begins to drop off.
I’m working on a 3way design that is omnidirectional that has up and downfiring mid and woofers. The measurements I’m taking on the listening axis therefore represent readings taken on a driver’s horizontal response 90º off axis if it were mounted vertically, in a typical front firing configuration. I can see how this is very valuable information in that it really does reflect what part of the FR of the driver is omnidirectional in nature, since the more directional frequencies are going to drop off significantly at 90º off axis, as Dickason describes.
What I’m curious about is how I might be able to apply his standards for crossover points for 45º horizontally off axis to my 90º off axis situation? It would seem to simple to suggest that since 90º is 2x 45º that I could simply double his figures and look for crossover points where the drivers are -6db to -12db down.
My second question is in regards to how to determine crossover slope limitations in my application. There are cone breakup modes and distortion measurements often available for drivers on axis. These help designers determine what slopes to consider once you have determined a crossover point (or vice-versa if you are choosing the slope first).
My question is say that cone breakup and distortion limits your usable bandwidth on axis to 3 octaves. Is that 3 octaves still a good number to use when your application is 90º off axis or does a whole new set of distortion and breakup modes need to be considered?
Let’s say you're using Dickasons rule of thumb for -3 to -6db at 45º axis for determining crossover points and slope. With the RS52 you determine that you want to be -24db at 500hz and -24db at 6000hz as measured on axis. If your application, like mine, is 90º off axis, will the -24db at 500hz and 6000hz still apply, or is there a whole new set of rules? Does distortion increase off axis? Do breakup modes increase off axis?
Here is my real life example (see plot below). These are FR at 0, 45, 60 and 90º off axis for the RS52. In the omnidirectional application I’m using it in, my on axis response, since the driver is up firing, is like the red line on this graph. How do I determine the best crossover points and slopes in this application? Further, let’s say my CTC distance is a minimum of 4.75” to the tweeter. What upper crossover frequency and slope should I be considering?
I have the same issues to address with the crossover from the RS225 to the RS52. In the second attached plot, the green line is the FR of a single RS225 firing up or a 90º off axis measurement. The black line is the 90º off axis for the RS52 for reference. Actually it is asomewhat boosted FR because of the box that sits above it about 1" that would house the tweeter. For just the RS52 without the extra boost, look at the red line in the first plot, which is probably 4db or so down from the black line shown here. There will be two RS225’s, so you can add 6db to the green plot for comparison with the RS52. BTW, these were taken at 1m, 28” high, 4ms gated window.
Any thoughts on crossover points, slopes, etc.?
He also suggests that the upper level crossover for woofers and midranges should be determined by the drivers horizontal polar response, in which case he suggests that the polar response at 45º off axis should be down somewhere between 3db and 6db. The reasoning is that this is a measure of on axis beaming. As frequency increases and wavelengths get shorted than the driver dia., it will start to beam and consequently its off axis polar response begins to drop off.
I’m working on a 3way design that is omnidirectional that has up and downfiring mid and woofers. The measurements I’m taking on the listening axis therefore represent readings taken on a driver’s horizontal response 90º off axis if it were mounted vertically, in a typical front firing configuration. I can see how this is very valuable information in that it really does reflect what part of the FR of the driver is omnidirectional in nature, since the more directional frequencies are going to drop off significantly at 90º off axis, as Dickason describes.
What I’m curious about is how I might be able to apply his standards for crossover points for 45º horizontally off axis to my 90º off axis situation? It would seem to simple to suggest that since 90º is 2x 45º that I could simply double his figures and look for crossover points where the drivers are -6db to -12db down.
My second question is in regards to how to determine crossover slope limitations in my application. There are cone breakup modes and distortion measurements often available for drivers on axis. These help designers determine what slopes to consider once you have determined a crossover point (or vice-versa if you are choosing the slope first).
My question is say that cone breakup and distortion limits your usable bandwidth on axis to 3 octaves. Is that 3 octaves still a good number to use when your application is 90º off axis or does a whole new set of distortion and breakup modes need to be considered?
Let’s say you're using Dickasons rule of thumb for -3 to -6db at 45º axis for determining crossover points and slope. With the RS52 you determine that you want to be -24db at 500hz and -24db at 6000hz as measured on axis. If your application, like mine, is 90º off axis, will the -24db at 500hz and 6000hz still apply, or is there a whole new set of rules? Does distortion increase off axis? Do breakup modes increase off axis?
Here is my real life example (see plot below). These are FR at 0, 45, 60 and 90º off axis for the RS52. In the omnidirectional application I’m using it in, my on axis response, since the driver is up firing, is like the red line on this graph. How do I determine the best crossover points and slopes in this application? Further, let’s say my CTC distance is a minimum of 4.75” to the tweeter. What upper crossover frequency and slope should I be considering?
I have the same issues to address with the crossover from the RS225 to the RS52. In the second attached plot, the green line is the FR of a single RS225 firing up or a 90º off axis measurement. The black line is the 90º off axis for the RS52 for reference. Actually it is asomewhat boosted FR because of the box that sits above it about 1" that would house the tweeter. For just the RS52 without the extra boost, look at the red line in the first plot, which is probably 4db or so down from the black line shown here. There will be two RS225’s, so you can add 6db to the green plot for comparison with the RS52. BTW, these were taken at 1m, 28” high, 4ms gated window.
Any thoughts on crossover points, slopes, etc.?
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