- Thread Starter
- #61
Hi Lars,
Where can we find a typical Bl(x) curve of a Purifi woofer?
I was specific that asymmetry was related to Xdc. I agree that linearity relates to the shape of the Bl(x) curve. Dr. Klippel uses the term "Symmetrical Nonlinearity". However, both examples are related to distortion in the transducer output. I even referenced my post with a link to the Klippel poster. Furthermore, when a Bl(x) curve was posted without showing the displacement limits, my claim was extraordinarily linear without knowing if Xdc was present. My comment was it looked like a line. I don't see any misconception(s) within my post. Did I miss something?
So we can see the shape of the Bl(x) curve on the top plot is symmetrical but highly nonlinear; however, in the lower Bl(x) plot the curve is more linear but asymmetrical and with Xdc. I agree that DC Offset and Bl(x) nonlinearity are different animals; however, the primary cause of Bl(x) asymmetry is a motor's asymmetric geometry. It could also be related to the placement of the voice coil's zero position during assembly.
"If we use the definition of Xmax as Bl(Xmax) = 0.7Bl(0.0) @ 10% THD, this would be at least moderately nonlinear without any significant flat plateau about x = 0. What I consider equally important is the symmetry of the even Bl(x) function about x = 0. Any offset about x = 0 is what Dr. Klippel calls Xdc, (DC Offset)."
Where can we find a typical Bl(x) curve of a Purifi woofer?
I was specific that asymmetry was related to Xdc. I agree that linearity relates to the shape of the Bl(x) curve. Dr. Klippel uses the term "Symmetrical Nonlinearity". However, both examples are related to distortion in the transducer output. I even referenced my post with a link to the Klippel poster. Furthermore, when a Bl(x) curve was posted without showing the displacement limits, my claim was extraordinarily linear without knowing if Xdc was present. My comment was it looked like a line. I don't see any misconception(s) within my post. Did I miss something?
So we can see the shape of the Bl(x) curve on the top plot is symmetrical but highly nonlinear; however, in the lower Bl(x) plot the curve is more linear but asymmetrical and with Xdc. I agree that DC Offset and Bl(x) nonlinearity are different animals; however, the primary cause of Bl(x) asymmetry is a motor's asymmetric geometry. It could also be related to the placement of the voice coil's zero position during assembly.
"If we use the definition of Xmax as Bl(Xmax) = 0.7Bl(0.0) @ 10% THD, this would be at least moderately nonlinear without any significant flat plateau about x = 0. What I consider equally important is the symmetry of the even Bl(x) function about x = 0. Any offset about x = 0 is what Dr. Klippel calls Xdc, (DC Offset)."
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