Holmz
Major Contributor
I don’t think that the speed of a higher frequency is higher in meters/second.They'd get knocked over by the hyper-velocity sound wave impacting them. Then the pain would hit.
But I also have not been to the embassy in Cuba.
I don’t think that the speed of a higher frequency is higher in meters/second.They'd get knocked over by the hyper-velocity sound wave impacting them. Then the pain would hit.
Higher slew rate can help reduce distortion in some cases, but also requires greater bandwidth which in turns means greater noise and more power to support the higher bandwidth, and potentially less stability (more sensitivity to the load).
Not sure either. These latest posts were spawned by a discussion about power amplifier bandwidth and large-signal slew rate, not small-signal response, and large-signal bandwidth is relevant to slew rate although slew-enhancement techniques could modify the effective bandwidth (small and large). Greater slew requires higher current which increases (shot) noise. Small-signal bandwidth and noise was not a consideration in this instance, and the independence of small-signal bandwidth and large-signal slew rate also depends upon the amplifier topology and circuit design; they are not always independent.Not sure why I am bothering, but you post gets scored a D minus for that glaringly cavernous insight into technical illiteracy.
Slew rate and small-signal bandwidth are independent variables and if an amplifier has a small-signal bandwidth of 300kHz or 50MHz, that has nothing to do with the noise measured in bandwidth that is relevant to audio. The 300kHz amplifier could be orders of magnitude noisier than the 50MHz amplifier.
Not sure either. These latest posts were spawned by a discussion about power amplifier bandwidth and large-signal slew rate, not small-signal response, and large-signal bandwidth is relevant to slew rate although slew-enhancement techniques could modify the effective bandwidth (small and large). Greater slew requires higher current which increases (shot) noise.
Higher slew rate can help reduce distortion in some cases, but also requires greater bandwidth which in turns means greater noise
Small-signal bandwidth and noise was not a consideration in this instance, and the independence of small-signal bandwidth and large-signal slew rate also depends upon the amplifier topology and circuit design; they are not always independent.
Watch it. Don is one of our most knowledgeable engineers here. Take caution in your future posts and don't remotely get personal this way.Not sure why I am bothering, but your post gets scored a D-minus for that glaringly cavernous insight into technical illiteracy.
Seems like you didn't understand what he wrote. If bandwidth is low, then that is a limiter to slew rate. As Don wrote in his OP, Max Slew Rate of a sine wave = 2*pi*F*A. A is the amplitude. F is the frequency. If you keep "A" constant, then F sets the max slew rate. If an audio amplifier filters everything above 30 kHz, it will force a lower limit on slew rate than one that goes to 90 kHz.Slew rate and small-signal bandwidth are independent variables and if an amplifier has a small-signal bandwidth of 300kHz or 50MHz, that has nothing to do with the noise measured in bandwidth that is relevant to audio.
Chicken and egg. If the goal is a high slew rate, I need to design for higher bandwidth, and/or add circuitry for slew enhancement. If I need very wide bandwidth, then (small-signal) slew rate is consequently high as well. Most of my career was analog ICs for things like radar systems where very wide bandwidth and very high slew rate were both required for pulse integrity, as well as very low noise and excellent overload recovery because the dynamic range was huge. I do not have much experience with high-power amplifiers, audio or RF/mW/mmW. I was focused on baseband through X to W band stuff but on the receiver side or initial signal generation before the high-power stages. Mostly data converters (ADCs/DACs) and associated circuits.
A higher power bandwidth is a consequence of a higher slew rate, not a requirement for it. So when you wrote:
The discussion was centered on and driven by a post a page or three back when a member questioned if the slew rate of an older Crown amplifier was adequate to meet its power specs. It is...It was fair to assume that you were talking about small-signal bandwidth. If by "bandwidth" you were instead referring to power rather than small-signal bandwidth, then your statement, I am afraid, isn't any less nonsensical. How the hell does a higher power bandwidth increase noise?
I think it more likely we are simply defining things differently, or thinking about things from a different viewpoint and background. For transmitters, higher power bandwidth means a host of circuit trades to support that bandwidth, including things like greater bias current in the driving and output stages, so the noise floor tends to rise with increasing output power specifications. A 10 kW amplifier has a higher noise floor than a 1 kW amplifier, both due to the extra driving stage(s) and higher output current (higher shot noise). Again for radar/pulse applications, higher slew helps since the noise bursts around zero-crossings are shorter, potentially making integrated noise lower despite the additional shot noise from higher bias, but there are many design trades.You are in a quite a muddle here.
Ah, I do not usually distinguish large- and small-signal slew rate, since both are important for most of the circuits I designed (not audio). You can define the slew rate in the small-signal region as well as large-signal output slew. I designed data converters where small and large signal bandwidth and slew rate were both specified and fairly tightly coupled for low-level class A stages. The entire signal range (small to large) had to be linear over a very wide bandwidth, and slew and bandwidth was set by the differential pairs' design. These were low-level circuits where bandwidth and slew rate were specified and tightly coupled.In any amplifier topology, slew rate and small-signal bandwidth can be modified independently of each other.
Chicken and egg. If the goal is a high slew rate, I need to design for higher bandwidth, and/or add circuitry for slew enhancement. If I need very wide bandwidth, then (small-signal) slew rate is consequently high as well. Most of my career was analog ICs for things like radar systems where very wide bandwidth and very high slew rate were both required for pulse integrity, as well as very low noise and excellent overload recovery because the dynamic range was huge. I do not have much experience with high-power amplifiers, audio or RF/mW/mmW. I was focused on baseband through X to W band stuff but on the receiver side or initial signal generation before the high-power stages. Mostly data converters (ADCs/DACs) and associated circuits.
The discussion was centered on and driven by a post a page or three back when a member questioned if the slew rate of an older Crown amplifier was adequate to meet its power specs. It is...
Higher bandwidth means greater noise bandwidth so all else equal (i.e. same noise floor in nV/rtHz) the circuit with greater bandwidth will have higher noise. That does not assume any filtering so your comment re. the audio band is correct (for bandlimited noise). Except for some hobby things my work focused on wideband circuits so I tend to think more about wideband (multi-GHz) systems than narrowband or bandlimited design; filtering was usually applied later.
I think it more likely we are simply defining things differently, or thinking about things from a different viewpoint and background. For transmitters, higher power bandwidth means a host of circuit trades to support that bandwidth, including things like greater bias current in the driving and output stages, so the noise floor tends to rise with increasing output power specifications. A 10 kW amplifier has a higher noise floor than a 1 kW amplifier, both due to the extra driving stage(s) and higher output current (higher shot noise). Again for radar/pulse applications, higher slew helps since the noise bursts around zero-crossings are shorter, potentially making integrated noise lower despite the additional shot noise from higher bias, but there are many design trades.
In a switching or transitioning dif pair, noise peaks during signal zero crossings when it is in the small-signal region, and the net noise is a function of the small-signal noise and time in the small-signal region which is determined by the slew rate which is related to the bandwidth. That is how I tend to think of things, for a single stage, and at a lower level circuit-wise than say an entire audio amplifier.
Ah, I do not usually distinguish large- and small-signal slew rate, since both are important for most of the circuits I designed (not audio). You can define the slew rate in the small-signal region as well as large-signal output slew. I designed data converters where small and large signal bandwidth and slew rate were both specified and fairly tightly coupled for low-level class A stages. The entire signal range (small to large) had to be linear over a very wide bandwidth, and slew and bandwidth was set by the differential pairs' design. These were low-level circuits where bandwidth and slew rate were specified and tightly coupled.
It would be good of you to write an article delving into small- and large-signal characteristics with respect to bandwidth and slew rate explaining how they are decoupled and why. That is not something this thread attempted to address at all, and I have no desire to write such an article at this time -- other things going on. I could say that I do understand the basis for your argument but am quite sure you would not believe me anyway.
Has the cause of that mysterious hearing damage problem there ever been found?I don’t think that the speed of a higher frequency is higher in meters/second.
But I also have not been to the embassy in Cuba.
Nope - but I think we have excluded slew rate…Has the cause of that mysterious hearing damage problem there ever been found?
