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    Speaker system (General concepts and frequently asked questions)

    1. What is an acoustic system (AS)?

    This is a device for effective radiation of sound into the surrounding space in the air, containing one or more loudspeaker heads (SG), the necessary acoustic design (AO) and electrical devices, such as transition filters (PF), regulators, phase shifters, etc.

    2. What is a loudspeaker head (HL)?

    This is a passive electro-acoustic transducer designed to convert audio frequency signals from electrical to acoustic form.

    3. What is a passive converter?

    This is a converter that does NOT increase the energy of the electrical signal entering its input.

    4. What is acoustic design (AO)?

    This is a structural element that ensures effective radiation of GG sound. In other words, in most cases, the AO is the speaker body, which can take the form of an acoustic screen, box, horn, etc.

    5. What is a single-way speaker?

    Essentially the same as broadband. This is an AS, all of whose GGs (usually one) operate in the same frequency range (i.e., filtering of the input voltage using a filter, as well as no filters themselves).

    6. What is a multi-way speaker?

    These are speakers whose main generators (depending on their number) operate in two or more different frequency ranges. However, directly counting the number of GGs in the speakers (especially those released in previous years) may not say anything about the real number of bands, since several GGs can be allocated to the same band.

    7. What are open speakers?

    This is an AS in which the influence of air elasticity in the volume of the AO is negligible, and the radiation from the front and rear sides of the moving GG system is not isolated from each other in the LF region. It is a flat screen or box, the back wall of which is either completely absent or has a number of through holes. The greatest influence on the frequency response of speakers with open-type AO is exerted by the front wall (in which the GGs are mounted) and its dimensions. Contrary to popular belief, the side walls of an open-type AO have very little effect on the characteristics of the speaker. Thus, it is not the internal volume that is important, but the area of ​​the front wall. Even with its relatively small size, bass reproduction is significantly improved. At the same time, in the midrange and, especially, high-frequency regions, the screen no longer has a significant effect. A significant disadvantage of such systems is their susceptibility to acoustic “short circuit”, which leads to a sharp deterioration in low frequency reproduction.

    8. What are closed-type speakers?

    This is an AS in which the elasticity of the air in the volume of the AO is commensurate with the elasticity of the moving GG system, and the radiation from the front and rear sides of the movable GG system is isolated from each other over the entire frequency range. In other words, this is a speaker whose housing is hermetically sealed. The advantage of such speakers is that the rear surface of the diffuser does not radiate and, thus, there is no acoustic “short circuit” at all. But closed systems have another drawback - when the diffuser oscillates, it must overcome the additional elasticity of the air in the AO. The presence of this additional elasticity leads to an increase in the resonant frequency of the moving system of the GG, as a result of which the reproduction of frequencies below this frequency deteriorates.

    9. What is a speaker with a bass reflex (FI)?

    The desire to obtain a fairly good reproduction of low frequencies with a moderate volume of AO is quite well achieved in the so-called phase-inverted systems. In the AO of such systems a slot or hole is made into which a tube can be inserted. The elasticity of the volume of air in the joint resonates at some frequency with the mass of air in the hole or tube. This frequency is called the PI resonant frequency. Thus, the AS as a whole becomes consisting of two resonant systems - the moving system of the GG and the AO with a hole. With the correctly selected ratio of the resonant frequencies of these systems, the reproduction of low frequencies is significantly improved compared to a closed-type AO with the same volume of AO. Despite the obvious advantages of speakers with FI, very often such systems, made even by experienced people, do not give the results expected from them. The reason for this is that in order to obtain the desired effect, FI must be correctly calculated and configured.

    10. What is bass-reflex?

    Same as FI.

    11. What is a crossover?

    Same as a transition or crossover filter.

    12. What is a transition filter?

    This is a passive electrical circuit (usually consisting of inductors and capacitors) that is connected before the input signal and ensures that each GG in the speaker is supplied with voltage only at the frequencies that they are intended to reproduce.

    13. What are the “orders” of transition filters?

    Since no filter can provide absolute voltage cutoff at a given frequency, the PF is designed at a specific crossover frequency, beyond which the filter provides a selected amount of attenuation, expressed in decibels per octave. The amount of attenuation is called slope and depends on the design of the PF. Without going into too much detail, we can say that the simplest filter - the so-called first-order PF - consists of just one reactive element - capacitance (cut off the low frequencies if necessary) or inductance (cut off the high frequencies if necessary) and provides a slope of 6 dB/oct. Twice the steepness - 12dB/oct. - provides a second-order PF containing two reactive elements in the circuit. Attenuation 18dB/oct. provides a third-order PF containing three reactive elements, etc.

    14. What is an octave?

    In general, this is doubling or halving the frequency.

    15. What is the AC working plane?

    This is the plane in which the emitting holes of the GG AS are located. If the GG of a multi-band speaker are located in different planes, then the one in which the emitting holes of the HF GG are located is taken as the working plane.

    16. What is an AC work center?

    This is a point lying on the working plane from which the distance to the speaker is measured. In the case of single-way speakers, it is taken to be the geometric center of symmetry of the radiating hole. In the case of multi-band speakers, it is taken to be the geometric center of symmetry of the emitting holes of the HF main generator or the projections of these holes onto the working plane.

    17. What is the AC working axis?

    This is a straight line passing through the working center AC and perpendicular to the working plane.

    18. What is the nominal impedance of the speakers?

    This is the active resistance specified in the technical documentation, which is used to replace the impedance module of the speaker when determining the electrical power supplied to it. According to the DIN standard, the minimum value of the speaker impedance module in a given frequency range should not be less than 80% of the nominal.

    19. What is speaker impedance?

    Without delving into the basics of electrical engineering, we can say that impedance is the TOTAL electrical resistance of the speaker (including crossovers and main generators), which in the form of a rather complex dependence includes not only the familiar active resistance R (which can be measured with a regular ohmmeter), but also and reactive components represented by capacitance C (capacitance, depending on frequency) and inductance L (inductive reactance, also depending on frequency). It is known that impedance is a complex quantity (in the sense of complex numbers) and, generally speaking, is a three-dimensional graph (in the case of speakers it often looks like a “pig tail”) in amplitude-phase-frequency coordinates. It is precisely because of its complexity that when they talk about impedance as a numerical value, they talk about its MODULE. Of greatest interest from the point of view of research are the projections of the “pig’s tail” onto two planes: “amplitude-from-frequency” and “phase-from-frequency”. Both of these projections, presented on the same graph, are called “Bode plots”. The third amplitude-versus-phase projection is called the Nyquist plot.

    With the advent and proliferation of semiconductors, audio amplifiers began to behave more or less like sources of “constant” voltage, i.e. they, ideally, should maintain the same voltage at the output, regardless of what load is placed on it and what the current demand is. Therefore, if we assume that the amplifier driving the GG speaker is a voltage source, then the impedance of the speaker will clearly indicate what the current consumption will be. As already mentioned, impedance is not only reactive (that is, characterized by a non-zero phase angle), but also changes with frequency. Negative phase angle, i.e. when the current leads the voltage, due to the capacitive properties of the load. A positive phase angle, i.e. when the current lags behind the voltage, is due to the inductive properties of the load.

    What is the impedance of typical speakers? The DIN standard requires that the impedance of the speaker does not deviate from the specified rating by more than 20%. However, in practice, everything is much worse - the deviation of the impedance from the rating is on average +/-43%! As long as the amplifier has a low output impedance, even such deviations will not introduce any audible effects. However, as soon as a tube amplifier with an output impedance of the order of several Ohms (!) is introduced into the game, the result can be very disastrous - coloration of the sound is inevitable.

    Speaker impedance measurement is one of the most important and powerful diagnostic tools. An impedance graph can tell you a lot about what a given speaker is like without even seeing or hearing it. Having an impedance graph in front of your eyes, you can immediately tell what type of speaker the data is - closed (one hump in the bass area), bass reflex or transmission (two humps in the bass area), or some type of horn (a sequence of evenly spaced peaks). You can judge how well the bass (40-80Hz) and the lowest bass (20-40Hz) will be reproduced by certain speakers by the shape of the impedance in these areas, as well as by the quality factor of the humps. The “saddle” formed by two peaks in the low-frequency region, typical of a bass reflex design, indicates the frequency to which the bass reflex is “tuned”, which is usually the frequency at which the low-frequency response of the bass reflex drops by 6 dB, i.e. approximately 2 times. From the impedance graph you can also understand whether there are resonances in the system and what their nature is. For example, if you carry out measurements with sufficient frequency resolution, then perhaps some kind of “notches” will appear on the graph, indicating the presence of resonances in the acoustic design.

    Well, perhaps the most important thing that can be taken away from the impedance graph is how heavy this load will be for the amplifier. Since the AC impedance is reactive, the current will either lag behind the signal voltage or lead it by a phase angle. In the worst case, when the phase angle is 90 degrees, the amplifier is required to deliver maximum current while the signal voltage approaches zero. Therefore, knowing the “passport” 8 (or 4) Ohms as a nominal resistance does NOT give anything at all. Depending on the phase angle of the impedance, which will be different at each frequency, certain speakers may be too tough for one or another amplifier. It is also very important to note that MOST amplifiers DO NOT seem to us to be unable to handle speakers simply because at TYPICAL volume levels acceptable in TYPICAL home environments, TYPICAL SPEAKERS DO NOT require more than just a few Watts to be "powered" by a TYPICAL amplifier.

    20. What is the rated power of the GG?

    This is a given electrical power at which the nonlinear distortions of the main generator should not exceed the required ones.

    21. What is the maximum noise power of the GG?

    This is the electrical power of a special noise signal in a given frequency range, which the generator can withstand for a long time without thermal and mechanical damage.

    22. What is the maximum sinusoidal power of the GG?

    This is the electrical power of a continuous sinusoidal signal in a given frequency range, which the GG can withstand for a long time without thermal and mechanical damage.

    23. What is the maximum short-term power of the GG?

    This is the electrical power of a special noise signal in a given frequency range, which the GG can withstand without irreversible mechanical damage for 1 s (tests are repeated 60 times with an interval of 1 min.)

    24. What is the maximum long-term power of the GG?

    This is the electrical power of a special noise signal in a given frequency range, which the GG can withstand without irreversible mechanical damage for 1 minute. (tests are repeated 10 times with an interval of 2 minutes)

    25. All other things being equal, speakers with what nominal impedance is more preferable - 4, 6 or 8 Ohms?

    In general, a speaker with a higher nominal impedance is preferable, since such a speaker represents a lighter load for the amplifier and, therefore, is much less critical to the choice of the latter.

    26. What is the impulse response of speakers?

    This is her response to the “ideal” impulse.

    27. What is an “ideal” impulse?

    This is an instantaneous (rise time equal to 0) increase in voltage to a certain value, “stuck” at this constant level for a short period of time (say, a fraction of a millisecond) and then an instantaneous decrease back to 0V. The width of such a pulse is inversely proportional to the signal bandwidth. If we wanted to make a pulse infinitely short, then in order to transmit its shape completely unchanged, we would need a system with an infinite bandwidth.

    28. What is the transient response of speakers?

    This is its response to a “step” signal. The transient response gives a visual representation of the behavior of all GG AS over time and allows one to judge the degree of coherence of the AS radiation.

    29. What is a step signal?

    This is when the voltage at the input to the AC instantly increases from 0V to some positive value and remains so for a long time.

    TosLink cable

    optical cable for digital audio transmission. Most laserdisc players have a TosLink digital output.

    frame

    full TV picture. The NTSC system transmits 29.97 frames per second. Half of the frame is called the field.

    apparent image

    creating an apparent sound source between speakers.

    calibration

    Fine-tuning an audio or video device to ensure it operates correctly. In audio systems, calibration involves separately adjusting the volume levels of each channel. Video calibration involves adjusting the video monitor to ensure the correct display of brightness, color, shades, contrast and other image parameters.

    kbit/s (kilobits per second)

    unit of digital bit rate measurement.

    quantization

    determination of a discrete digital value (represented by a finite number of binary digits) corresponding to a sample of an analog signal. When converting an analog audio signal to digital, the values ​​of the analog time function are converted to numerical values ​​(quantized) whenever a sample is taken.

    class A

    amplifier operating mode in which a transistor or vacuum tube amplifies both half-waves of an audio signal.

    class B

    amplifier operating mode in which one transistor or vacuum tube amplifies the positive half-wave of the audio signal, and the other transistor or vacuum tube amplifies the negative half-wave.

    coaxial cable

    a cable in which the inner conductor is surrounded by another conductor made in the form of a braid and acting as a shield. With this cable, a TV or VCR is connected to the antenna, a satellite dish is connected to the receiver, and a VCR is connected to the TV.

    coaxial cable RG-6

    a higher quality version of the RG-59 cable.

    composite video

    a video signal containing information about both the brightness and color of an image. Composite inputs and outputs are made in the form of RCA socket connectors.

    component video

    a video signal divided into three parts: a luminance signal and two color difference signals (denoted Y, B-Y, R-Y). It has undeniable advantages over composite or S-video signals. High quality DVD players have component output. By feeding this video signal to a video display with a component video input, you can achieve excellent picture quality.

    dynamic range compressor

    a circuit found in some receivers and preamplifiers equipped with a "Dolby Digital" decoder; designed to reduce dynamic range. This compressor reduces the volume level at peaks and increases the volume of quiet signals. Useful, for example, in the evening when you do not want to disturb your family members with loud noise and at the same time want to hear “quiet places” clearly.

    convergence

    combining different technologies such as digital video, digital audio, computers and the Internet.

    contrast

    the range of gradations of image brightness between black and white.

    controller

    another name for an A/V preamplifier.

    cone

    a paper or plastic speaker cone with a conical shape. To produce sound it makes a reciprocating motion.

    gain

    in relation to sound: a parameter showing how many times the output signal differs from the input. In the video: see screen gain.

    screen gain

    the ratio of the screen reflectivity to the same characteristic of the reference material. Screens with a gain greater than 1.0 are available because they are able to focus reflected light into a narrow beam.

    crossover, crossover filter

    a device that divides the frequency spectrum of a signal into two or more parts. Found in almost all speaker systems, as well as some A/V receivers and controllers.

    coolness of the crossover

    the slope of the amplitude-frequency response (AFC) or attenuation characteristics of the crossover filter. Measured in "dB/oct". For example, a subwoofer with a crossover frequency of 80 Hz and a slope of 6 dB/oct will pass a frequency of 160 Hz (an octave above 80 Hz), but the signal level at this frequency will decrease by 6 dB (three times). A slope of 12 dB/oct means that the signal at 160 Hz will be attenuated by 12 dB (six times), etc. Most often, crossovers have a slope of 12, 18 and 24 dB/oct. The slope of the attenuation characteristic is related to the order of the crossover filter. The 1st order filter has a slope of 6 dB/oct, the 2nd - 12 dB/oct, the 3rd - 18 dB/oct. Devices with a high frequency response slope (for example, 24 dB/oct) divide the frequency spectrum more sharply and do not allow “overlapping” of adjacent frequency regions.

    Speaker system (General concepts and frequently asked questions)

    1. What is an acoustic system (AS)?

    This is a device for effective radiation of sound into the surrounding space in the air, containing one or more loudspeaker heads (SG), the necessary acoustic design (AO) and electrical devices, such as transition filters (PF), regulators, phase shifters, etc. See also: on our website.

    2. What is a loudspeaker head (HL)?

    This is a passive electro-acoustic transducer designed to convert audio frequency signals from electrical to acoustic form.

    3. What is a passive converter?

    This is a converter that does NOT increase the energy of the electrical signal entering its input.

    4. What is acoustic design (AO)?

    This is a structural element that ensures effective radiation of GG sound. In other words, in most cases, the AO is the speaker body, which can take the form of an acoustic screen, box, horn, etc.

    5. What is a single-way speaker?

    Essentially the same as broadband. This is an AS, all of whose GGs (usually one) operate in the same frequency range (i.e., filtering of the input voltage using a filter, as well as no filters themselves).

    6. What is a multi-way speaker?

    These are speakers whose main generators (depending on their number) operate in two or more different frequency ranges. However, directly counting the number of GGs in the speakers (especially those released in previous years) may not say anything about the real number of bands, since several GGs can be allocated to the same band.

    7. What are open speakers?

    This is an AS in which the influence of air elasticity in the volume of the AO is negligible, and the radiation from the front and rear sides of the moving GG system is not isolated from each other in the LF region. It is a flat screen or box, the back wall of which is either completely absent or has a number of through holes. The greatest influence on the frequency response of speakers with open-type AO is exerted by the front wall (in which the GGs are mounted) and its dimensions. Contrary to popular belief, the side walls of an open-type AO have very little effect on the characteristics of the speaker. Thus, it is not the internal volume that is important, but the area of ​​the front wall. Even with its relatively small size, bass reproduction is significantly improved. At the same time, in the midrange and, especially, high-frequency regions, the screen no longer has a significant effect. A significant disadvantage of such systems is their susceptibility to acoustic “short circuit”, which leads to a sharp deterioration in low frequency reproduction.

    8. What are closed-type speakers?

    This is an AS in which the elasticity of the air in the volume of the AO is commensurate with the elasticity of the moving GG system, and the radiation from the front and rear sides of the movable GG system is isolated from each other over the entire frequency range. In other words, this is a speaker whose housing is hermetically sealed. The advantage of such speakers is that the rear surface of the diffuser does not radiate and, thus, there is no acoustic “short circuit” at all. But closed systems have another drawback - when the diffuser oscillates, it must overcome the additional elasticity of the air in the AO. The presence of this additional elasticity leads to an increase in the resonant frequency of the moving system of the GG, as a result of which the reproduction of frequencies below this frequency deteriorates.

    9. What is a speaker with a bass reflex (FI)?

    The desire to obtain a fairly good reproduction of low frequencies with a moderate volume of AO is quite well achieved in the so-called phase-inverted systems. In the AO of such systems a slot or hole is made into which a tube can be inserted. The elasticity of the volume of air in the joint resonates at some frequency with the mass of air in the hole or tube. This frequency is called the PI resonant frequency. Thus, the AS as a whole becomes consisting of two resonant systems - the moving system of the GG and the AO with a hole. With the correctly selected ratio of the resonant frequencies of these systems, the reproduction of low frequencies is significantly improved compared to a closed-type AO with the same volume of AO. Despite the obvious advantages of speakers with FI, very often such systems, made even by experienced people, do not give the results expected from them. The reason for this is that in order to obtain the desired effect, FI must be correctly calculated and configured.

    10. What is bass-reflex?

    Same as FI.

    11. What is a crossover?

    Same as a transition or crossover filter.

    12. What is a transition filter?

    This is a passive electrical circuit (usually consisting of inductors and capacitors) that is connected before the input signal and ensures that each GG in the speaker is supplied with voltage only at the frequencies that they are intended to reproduce.

    13. What are the “orders” of transition filters?

    Since no filter can provide absolute voltage cutoff at a given frequency, the PF is designed at a specific crossover frequency, beyond which the filter provides a selected amount of attenuation, expressed in decibels per octave. The amount of attenuation is called slope and depends on the design of the PF. Without going into too much detail, we can say that the simplest filter - the so-called first-order PF - consists of just one reactive element - capacitance (cut off the low frequencies if necessary) or inductance (cut off the high frequencies if necessary) and provides a slope of 6 dB/oct. Twice the steepness - 12dB/oct. - provides a second-order PF containing two reactive elements in the circuit. Attenuation 18dB/oct. provides a third-order PF containing three reactive elements, etc.

    14. What is an octave?

    In general, this is doubling or halving the frequency.

    15. What is the AC working plane?

    This is the plane in which the emitting holes of the GG AS are located. If the GG of a multi-band speaker are located in different planes, then the one in which the emitting holes of the HF GG are located is taken as the working plane.

    16. What is an AC work center?

    This is a point lying on the working plane from which the distance to the speaker is measured. In the case of single-way speakers, it is taken to be the geometric center of symmetry of the radiating hole. In the case of multi-band speakers, it is taken to be the geometric center of symmetry of the emitting holes of the HF main generator or the projections of these holes onto the working plane.

    17. What is the AC working axis?

    This is a straight line passing through the working center AC and perpendicular to the working plane.

    18. What is the nominal impedance of the speakers?

    This is the active resistance specified in the technical documentation, which is used to replace the impedance module of the speaker when determining the electrical power supplied to it. According to the DIN standard, the minimum value of the speaker impedance module in a given frequency range should not be less than 80% of the nominal.

    19. What is the impedance of speaker systems (AS)?

    Without delving into the basics of electrical engineering, we can say that impedance is the TOTAL electrical resistance of the speaker (including crossovers and main generators), which in the form of a rather complex dependence includes not only the familiar active resistance R (which can be measured with a regular ohmmeter), but also and reactive components represented by capacitance C (capacitance, depending on frequency) and inductance L (inductive reactance, also depending on frequency). It is known that impedance is a complex quantity (in the sense of complex numbers) and, generally speaking, is a three-dimensional graph (in the case of speakers it often looks like a “pig tail”) in amplitude-phase-frequency coordinates. It is precisely because of its complexity that when they talk about impedance as a numerical value, they talk about its MODULE. Of greatest interest from the point of view of research are the projections of the “pig’s tail” onto two planes: “amplitude-from-frequency” and “phase-from-frequency”. Both of these projections, presented on the same graph, are called “Bode plots”. The third amplitude-versus-phase projection is called the Nyquist plot. With the advent and proliferation of semiconductors, audio amplifiers began to behave more or less like sources of “constant” voltage, i.e. they, ideally, should maintain the same voltage at the output, regardless of what load is placed on it and what the current demand is. Therefore, if we assume that the amplifier driving the GG speaker is a voltage source, then the impedance of the speaker will clearly indicate what the current consumption will be. As already mentioned, impedance is not only reactive (that is, characterized by a non-zero phase angle), but also changes with frequency. Negative phase angle, i.e. when the current leads the voltage, due to the capacitive properties of the load. A positive phase angle, i.e. when the current lags behind the voltage, is due to the inductive properties of the load.
    What is the impedance of typical speakers? The DIN standard requires that the impedance of the speaker does not deviate from the specified rating by more than 20%. However, in practice, everything is much worse - the deviation of the impedance from the rating is on average +/-43%! As long as the amplifier has a low output impedance, even such deviations will not introduce any audible effects. However, as soon as a tube amplifier with an output impedance of the order of several Ohms (!) is introduced into the game, the result can be very disastrous - coloration of the sound is inevitable.
    Speaker impedance measurement is one of the most important and powerful diagnostic tools. An impedance graph can tell you a lot about what a given speaker is like without even seeing or hearing it. Having an impedance graph in front of your eyes, you can immediately tell what type of speaker the data is - closed (one hump in the bass area), bass reflex or transmission (two humps in the bass area), or some type of horn (a sequence of evenly spaced peaks). You can judge how well the bass (40-80Hz) and the lowest bass (20-40Hz) will be reproduced by certain speakers by the shape of the impedance in these areas, as well as by the quality factor of the humps. The “saddle” formed by two peaks in the low-frequency region, typical of a bass reflex design, indicates the frequency to which the bass reflex is “tuned”, which is usually the frequency at which the low-frequency response of the bass reflex drops by 6 dB, i.e. approximately 2 times. From the impedance graph you can also understand whether there are resonances in the system and what their nature is. For example, if you carry out measurements with sufficient frequency resolution, then perhaps some kind of “notches” will appear on the graph, indicating the presence of resonances in the acoustic design.
    Well, perhaps the most important thing that can be taken away from the impedance graph is how heavy this load will be for the amplifier. Since the AC impedance is reactive, the current will either lag behind the signal voltage or lead it by a phase angle. In the worst case, when the phase angle is 90 degrees, the amplifier is required to deliver maximum current while the signal voltage approaches zero. Therefore, knowing the “passport” 8 (or 4) Ohms as a nominal resistance does NOT give anything at all. Depending on the phase angle of the impedance, which will be different at each frequency, certain speakers may be too tough for one or another amplifier. It is also very important to note that MOST amplifiers DO NOT seem to us to be unable to handle speakers simply because at TYPICAL volume levels acceptable in TYPICAL home environments, TYPICAL SPEAKERS DO NOT require more than just a few Watts to be "powered" by a TYPICAL amplifier.

    20. What is the rated power of the GG?

    This is a given electrical power at which the nonlinear distortions of the main generator should not exceed the required ones.

    21. What is the maximum noise power of the GG?

    This is the electrical power of a special noise signal in a given frequency range, which the generator can withstand for a long time without thermal and mechanical damage.

    22. What is the maximum sinusoidal power of the GG?

    This is the electrical power of a continuous sinusoidal signal in a given frequency range, which the GG can withstand for a long time without thermal and mechanical damage.

    23. What is the maximum short-term power of the GG?

    This is the electrical power of a special noise signal in a given frequency range, which the GG can withstand without irreversible mechanical damage for 1 s (tests are repeated 60 times with an interval of 1 min.)

    24. What is the maximum long-term power of the GG?

    This is the electrical power of a special noise signal in a given frequency range, which the GG can withstand without irreversible mechanical damage for 1 minute. (tests are repeated 10 times with an interval of 2 minutes)

    25. All other things being equal, speakers with what nominal impedance is more preferable - 4, 6 or 8 Ohms?

    In general, a speaker with a higher nominal impedance is preferable, since such a speaker represents a lighter load for the amplifier and, therefore, is much less critical to the choice of the latter.

    26. What is the impulse response of speakers?

    This is her response to the “ideal” impulse.

    27. What is an “ideal” impulse?

    This is an instantaneous (rise time equal to 0) increase in voltage to a certain value, “stuck” at this constant level for a short period of time (say, a fraction of a millisecond) and then an instantaneous decrease back to 0V. The width of such a pulse is inversely proportional to the signal bandwidth. If we wanted to make a pulse infinitely short, then in order to transmit its shape completely unchanged, we would need a system with an infinite bandwidth.

    28. What is the transient response of speakers?

    This is its response to a “step” signal. The transient response gives a visual representation of the behavior of all GG AS over time and allows one to judge the degree of coherence of the AS radiation.

    29. What is a step signal?

    This is when the voltage at the input to the AC instantly increases from 0V to some positive value and remains so for a long time.

    30. What is coherence?

    This is the coordinated occurrence of several oscillatory or wave processes in time. In relation to speakers, it means the simultaneous arrival of signals from different GGs to the listener, i.e. actually reflects the fact of preservation of the phase integrity of information.

    31. What is GG polarity?

    This is a certain polarity of the electrical voltage at the terminals of the GG, causing the movement of the movable system of the GG in a given direction. The polarity of a multiband speaker is determined by the polarity of its LF GG.

    32. What is a GG connection in absolute positive polarity?

    This is connecting the GG to a voltage source in such a way that when an electric voltage of positive polarity is applied to it, the coil moves forward from the magnet gap, i.e. air compression takes place.

    33. What is the frequency response of AC?

    This is the amplitude-frequency characteristic, i.e. dependence on the frequency of the sound pressure level developed by the speaker at a certain point in the free field, located at a certain distance from the working center (usually 1 m).

    34. What is polar characteristic?

    This is a graphical dependence under free field conditions of the sound pressure level (for a given frequency band and distance from the working center of the GG) on the angle between the working axis of the GG and the direction to the measurement point.

    35. What conventional parts is the frequency range divided into for convenience of verbal description?

    • 20-40Hz - lower bass
    • 40-80Hz - bass
    • 80-160Hz - upper bass
    • 160-320Hz - lower midbass
    • 320-640Hz - midbass
    • 640-1.280Hz - upper midbass
    • 1.28-2.56kHz - lower middle
    • 2.56-5.12kHz - middle
    • 5.12-10.24 kHz - upper mid
    • 10.24-20.48 kHz - top

    36. What are the names of the variable regulators that can be seen on some speakers?

    Attenuators. They are sometimes called acoustic equalizers.

    37. What is the purpose of attenuators?

    Depending on the calibration, increase and/or decrease the voltage supplied to one or another GG, which, accordingly, leads to an increase and/or decrease in the sound pressure level in a certain frequency range. Attenuators do not make changes to the shape of the frequency response of individual generators, but they change the GENERAL appearance of the frequency response of the speakers by “raising” or “lowering” certain parts of the spectrum. In some cases, attenuators allow, to one degree or another, to “adapt” the speakers to specific listening conditions.

    38. What is speaker sensitivity?

    Speaker sensitivity is often and widely confused with efficiency. Efficiency is defined as the ratio of the ACOUSTIC power supplied by the speakers to the ELECTRICAL power consumed. Those. The question is formulated as follows: if I put 100 electrical watts into the speaker, how many acoustic (sound) watts will I get? And the answer to it is “a little, a little.” The efficiency of a typical moving coil generator is about 1%.
    Efficiency is usually given in the form of the sound pressure level generated by the speaker at a given distance from the operating center of the speaker with an input power of 1 W, i.e. in Decibels per Watt per meter (dB/W/m). However, knowledge of this value cannot be called useful, since it is extremely difficult to determine what the input power of 1 W is for these specific speakers. Why? Because there is a dependence on both impedance and frequency. Give a speaker with an impedance of 8 Ohms at 1 kHz a signal of the same frequency and a level of 2.83 Volts, and yes, without a doubt, you will power the speaker with a power of 1 W (according to Ohm's law, “power” = “voltage squared” / “resistance” "). And here a big “BUT” comes up - not only is the speaker impedance inconsistent and depends on frequency, but at lower frequencies it can decrease dramatically. Let's say up to 2 ohms at 200 Hz. Having now powered the speakers with the same 2.83 Volts, but at a frequency of 200 Hz, we will thereby require the amplifier to give us 4(!) times more power. For the same sound pressure level, speakers at 1 kHz are four times more efficient than speakers at 200 Hz.
    Why does efficiency matter at all? If half a century ago audio engineers were very concerned about the problem of power transfer (and telecommunications engineers are still interested in this today!), then with the advent of semiconductor devices, audio amplifiers began to behave more or less like “constant” voltage sources - they support the same output voltage regardless of what load is placed on it and what the current consumption is. That is why it is NOT EFFICIENCY that comes to the fore, but voltage SENSITIVITY, i.e. how loud the speaker plays at a given amplifier output voltage. Voltage sensitivity is usually defined as the sound pressure level developed by the speaker at a distance of 1 meter from the operating center of the speaker at a terminal voltage of 2.83 Volts (i.e., the voltage required to dissipate 1 Watt into an 8-ohm resistor).
    The advantage of specifying sensitivity instead of efficiency is that it always remains constant regardless of speaker impedance, since the amplifier is assumed to always be able to provide enough current to maintain 2.83 volts. The closer the speaker impedance module approaches that of a pure 8-ohm resistor, the higher the degree of equivalence of these two criteria. However, in the case when the speaker impedance differs significantly from 8 Ohms, the benefit of knowing the efficiency is reduced to nothing.
    The voltage sensitivity of the speakers is important, in particular, when selecting an “amplifier - speaker” pair. If you have a 20W amplifier, you better think hard about speakers with VERY high sensitivity, because otherwise you will never listen to loud music. And conversely, if you take a speaker with a sufficiently high sensitivity - say, 100 dB / 2.83V / m, then it may turn out that a 5-watt amplifier is enough for your eyes in the sense that spending $ 10,000 on an amplifier with a power of 600 Watts with such speakers would be a waste of money.
    However, despite the fact that it is completely obvious to everyone that voltage sensitivity is a more than important parameter of the speaker system, many people still do not want to consider it properly. The problem is that speakers tend to have an uneven frequency response, and therefore finding the peak value among all its slabs and making statements like “Since the speaker plays the loudest at this frequency, then this is the sensitivity!” is for the marketing departments of companies. , producing AS, THE GREAT TEMPTATION.
    So what is the actual sensitivity of typical speakers? It turns out that it is about 85-88 dB/2.83V/m. The share of such speakers is about 40%. It is curious that speakers with low sensitivity (less than 80) are mainly panel speakers of all kinds, and speakers with high sensitivity (more than 95) are professional monitors. And this is not surprising. Achieving great sensitivity requires heroic engineering efforts, which, of course, ALWAYS come at a cost. And the vast majority of speaker designers are constrained by BUDGET limits, which only means that they will ALWAYS look for compromises, saving on the size of magnets, the shape of moving coils and diffusers.
    It is also worth noting that the actually measured sensitivity is ALWAYS LESS than that indicated by the manufacturer in the documents. Manufacturers are always too optimistic.

    39. Do I need to install speakers on spikes?

    Very desirable.

    40. What are the thorns for?

    In order to minimize the transmission of vibration from the acoustic design of the speaker to objects in contact with it (room floors, shelves, for example). The effect of using spikes is based on a radical reduction in the area of ​​contacting surfaces, which is reduced to the area of ​​the tips of the spikes/cones. It is important to understand that installing speakers on spikes does NOT eliminate cabinet vibrations, but only reduces the efficiency of their further propagation.

    41. Does the location of the spikes under the speaker matter?

    The most unfavorable support for the speaker is to install it on 3 (three) metal spikes/cones, one of which is placed in the middle at the rear wall, and the other two are located at the two front corners. This arrangement of the speakers “gives free rein” to almost ALL body resonances.

    42. How to minimize speaker cabinet resonances?

    The BEST way to REDUCE cabinet resonances of speakers, determined by how and on what they are installed, is to use a vibration-absorbing material such as dense padding polyester as a gasket.

    43. In what cases is the use of bi-wiring/bi-amping justified?

    Bi-wiring has NO physical basis and, as a result, has NO audible effect, and therefore is absolutely meaningless.
    Bi-amping comes in two types: false and literate. You can see what this means. Despite the existence of physical validity of the application, the effect of bi-amping is vanishingly small.

    44. Does the external finish of the speakers (vinyl film, natural veneer, powder paint, etc.) affect the sound?

    No, it does NOT affect the sound in any way. Only for the PRICE.

    45. Does the interior finishing (foam rubber, mineral wool, padding polyester, etc.) of the speaker affect the sound?

    The purpose of ANY “stuffing” of speakers with something is the desire or need to suppress standing waves that arise inside any acoustic design, the presence of which can seriously degrade the characteristics of the speaker. Therefore, the entire “influence” of interior finishing on sound comes down to how well this finishing prevents the occurrence of standing waves. The presence of internal resonances can be assessed, for example, by the results of impedance measurements carried out with high frequency resolution.

    46. ​​Do grills, as well as other decorative frames of the front panels of speakers or individual GGs (for example, metal mesh) affect the sound?

    Strictly speaking, YES, they do. And in most cases this can be seen with your own eyes during measurements. The only question is, can it still be heard? In some cases, when this influence exceeds 1dB, it is quite possible/real to hear it in the form of some “roughness” in the sound, usually in the HF region. The influence of fabric “scenery” is minimal. As the rigidity of the “scenery” increases (especially for metal products), the degree of visibility increases.

    47. Are there any real benefits to speakers with rounded corners?

    There are none.

    48. Special shape of dust caps on speakers - necessity or decoration?

    The answer can only be speculative. Nowadays, when laser vibrometry is (or CAN be used) used to observe the "behavior" of the diaphragm surface during reciprocating movement, it may well be that the shape of the caps is NOT chosen at random and NOT for beauty, but to optimize the performance of the diaphragm in the piston mode. In addition, dust caps in some cases help level out the frequency response (usually in the 2-5 kHz region).

    49. What is piston mode?

    This is a mode in which the ENTIRE surface of the GG diffuser moves as one.
    It is very convenient to explain this concept using the example of a broadband GG. In the low-frequency region, the rate of change in the phase of the signal in the voice coil is less than the speed of propagation of mechanical excitation in the diffuser material, and the latter behaves as a single whole, i.e. vibrates like a piston. At these frequencies, the frequency response of the GG has a smooth shape, which indicates the absence of partial excitation of individual sections of the diffuser.
    Typically, GG developers strive to expand the area of ​​piston action of the diffuser towards the HF by giving a special shape to the cone generatrix. For a properly designed cellulose cone, the area of ​​piston action can be approximately defined as a sound wavelength equal to the circumference of the cone at the base of the cone. At medium frequencies, the rate of change in the phase of the signal in the voice coil exceeds the speed of propagation of mechanical excitation in the diffuser material and bending waves arise in it; the diffuser no longer vibrates as a single whole. At these frequencies, the attenuation rate of mechanical vibrations in the diffuser material is not yet high enough and the vibrations, reaching the diffuser holder, are reflected from it and propagate through the diffuser back towards the voice coil.
    As a result of the interaction of direct and reflected vibrations in the diffuser, a picture of standing waves arises, and areas with intense antiphase radiation are formed. At the same time, sharp irregularities (peaks and dips) are observed in the frequency response, the range of which can reach tens of dB in a non-optimally designed diffuser.
    At HF, the attenuation rate of mechanical vibrations in the diffuser material increases and standing waves are not formed. Due to the weakening of the intensity of mechanical vibrations, high-frequency radiation occurs predominantly in the diffuser area adjacent to the voice coil. Therefore, to increase HF reproduction, horns are used, attached to a moving GG system. To reduce the unevenness of the frequency response, various damping (increasing the attenuation of mechanical vibrations) additives are added to the mass for the manufacture of GG diffusers.

    50. Why do most speakers generally use several GGs (two or more)?

    First of all, because high-quality sound radiation in different parts of the spectrum places too different demands on the GG, which a single GG (broadband) is not able to fully satisfy, at least purely physically (in particular, see the previous paragraph). One of the key points is a significant increase in the directivity of the radiation of any GG with increasing frequency. Ideally, the gas generators in the system should not only operate in piston mode, which, generally speaking, entails a sharp increase in the total number of gas generators in the system (and, accordingly, an increase in the number of transition filters, which automatically causes a sharp increase in the complexity and cost of the product), but also be characterized by omnidirectional radiation, which is only possible under the condition that the linear size of the GG is much LESS than the wavelength of the radiation that it emits. Only in this case will the GG have good dispersion.
    As long as the frequency is low enough, this condition is satisfied and the GG is omnidirectional. With increasing frequency, the radiation wavelength decreases and, sooner or later, becomes COMPARABLE to the linear dimensions of the GG (diameter). This, in turn, leads to a sharp increase in the directivity of the radiation - the GG eventually begins to emit like a spotlight, straight forward, which is completely unacceptable. Let's take, for example, a burdock bass with a diameter of 30 cm. At a frequency of 40 Hz, the wavelength of the radiation is 8.6 m, which is 28 times greater than its linear size - in this area such a woofer is omnidirectional. At a frequency of 1,000 Hz, the wavelength is already 34 cm, which is already literally COMPARABLE to the diameter. At this frequency, the dispersion of such a bass driver will be radically worse, and the radiation will be extremely directional. Traditional two-way speakers with a transition frequency in the region of 2-3 kHz - which corresponds to wavelengths of 11-17 cm - are equipped with woofers with linear dimensions of exactly the same order, which leads to a SHARP deterioration in the polar characteristics of the speakers in the specified area, shaped like a dip or gorge. The failure is due to the fact that while the LF of the GG in a given area becomes highly directional, the tweeter (usually 1.5-2 cm in diameter) in the same area is almost omnidirectional.
    In particular, this is why good THREE-WAY speakers are always BETTER than good TWO-WAY speakers.

    51. What is variance?

    In this context the same as "emissivity in different directions".

    52. What is a radiation pattern?

    Same as polar characteristic.

    53. What is frequency response unevenness?

    This is the difference (expressed in dB) between the maximum and minimum sound pressure levels in a given frequency range. You can often read in the literature that peaks and dips in the frequency response of already 1/8 octave are not taken into account. However, this approach is not progressive, since the presence of serious peaks and dips in the frequency response (even narrow ones) indicates poor quality of the diffuser, the presence of standing waves in it, i.e. about the shortcomings of the GG.

    54. Why are the heads in speakers sometimes turned on in different polarities?

    Since transition filters in ANY case change (or, as they say, rotate) the phase of the input signal - the higher the order of the filter, the greater the phase shift - then in some cases the situation develops in such a way that in the transition zone signals from different GGs “meet” in out of phase, which leads to serious distortions in the frequency response, which look like steep dips. Switching on one of the GGs in a different polarity leads to the fact that the phase is reversed by another 180 degrees, which often has a beneficial effect on equalizing the frequency response in the transition zone.

    55. What is cumulative spectrum attenuation (CSF)?

    This is a set of axial frequency response of the speaker, obtained with a certain time interval during the attenuation of a single pulse applied to it, and displayed on one three-dimensional graph. Since, being an electromechanical system, the speaker is an “inertial” device, the oscillatory processes continue for some time even after the termination of the pulse, gradually fading over time. Thus, the graph of the cumulative attenuation of the spectrum clearly shows which areas of the spectrum are characterized by increased post-pulse activity, i.e. allows you to identify the so-called delayed resonances of the speakers.
    The “cleaner” the ECG graph of speakers looks in the region above 1 kHz, the higher the chance that such speakers will be subjectively assessed by listeners as distinguished by “great transparency,” “lack of graininess,” and “sound purity.” Conversely, speakers that are said to sound “grainy” or “harsh” are almost 100% likely to have a strong “ridged” GSV graph (although, of course, factors such as nonlinear distortion and frequency imbalance can also play a role your role).

    56. What are the names of the peculiar dividers of bizarre shape or geometry that are placed on top of some GGs?

    Phase shifters, deflectors, acoustic lenses.

    57. Why are phase shifters used?

    In any case, not for beauty, but for the supposed improvement of the dispersion characteristics of the speaker.

    58. Does the material from which the GG diffuser is made (silk, metal, paper, polypropylene, Kevlar, carbon, composite, etc.) have any effect on the sound?

    In the sense that, depending on the material used, can the sound be “silk”, “paper”, “plastic”, “metal” and all sorts of other things, then the answer is NO, it cannot. The material of a well-designed diffuser does NOT have any effect on the sound in the DIRECT sense. So what is the point of using DIFFERENT materials when making diffusers? The point is that any competent developer strives, in fact, for only one goal: to use a material for the production of diffusers that would simultaneously satisfy the following requirements: it would be rigid, light, durable, well damped, inexpensive and, most importantly, easy replicable, especially for mass production purposes. In the context of column construction, all the materials listed above (as well as all sorts of others not included in the list) differ from each other only in the characteristics and properties just listed. And this difference, in turn, affects only and exclusively approaches to reducing the audible sound coloration that appears due to resonances arising in the diaphragms.

    59. Is it true that good, “real” bass can only be obtained from speakers with large mug bass drivers, 30 centimeters in diameter?

    NO, this is not true. The quantity and quality of bass depend very little on the size of the woofer.

    60. What then is the meaning of big mug bass players?

    A large woofer has a larger surface area and therefore moves a larger mass of air than a smaller woofer. Consequently, the sound pressure developed by such a bass driver is also greater, which directly affects the sensitivity - speakers with large bass drivers, as a rule, have very high sensitivity (usually above 93dB/W/m).

    12/25/2005 Globalaudio




    As long as car audio lasts, the right people will be tormented by the right questions. The right people are those for whom the sound in a car is measured primarily in hertz, decibels, watts, then in liters and millimeters, then in hours and weeks (depending on labor productivity) and only then in dollars and these, what's their name... well, on which the Bolshoi Theater is painted.
    What about the right questions? They change over time. First - “what to put in order to play?”, then - “which is better, Crunch or HiFonics?” And finally, “how to design a subwoofer that will play as it should?” Let's start on this note. The laws of nature require good, powerful bass in the hectic interior of a car. That’s how it’s supposed to be, and thank God. Delicate bass farting, appropriate in a home tube system, will simply go unnoticed in a car due to the well-known characteristics of this listening environment. In practice, however, powerful bass in a car turns out to be powerful rather than good. But it’s not supposed to be like that.
    Life is easy for homebodies: the frequency response of speakers, filmed in free space and published in a reputable publication, will more or less accurately be transferred to a cozy home environment. Well, there, plus or minus, closer to the wall, further away, these are small splashes. The acoustics of a car interior influence bass reproduction in a very fundamental way. At the level of the method of their reproduction, we will not be afraid of such a strong statement.
    The whole point here is that the bass acoustics, which radiate powerful low-frequency sounds into the cabin, operate in a space whose dimensions are comparable to the dimensions of the emitted sound waves. And this radically changes the acoustic response of the interior space, of which we, many sinners, are a part, because we sit within its confines.
    Failure to take this powerful effect into account, or at least from insufficient attention to it at an early stage of the conscious activity of the “right person,” creates a desire to make a subwoofer that, according to all calculations, will play right up to 20 Hz exactly, as if on a ruler. When such a project happens to be implemented (fortunately, not often, it is also not easy), the result becomes a great disappointment for its creator. An acoustic miracle, transferred into the cabin, turns into an acoustic monster at the very moment when the car door or trunk lid slams. Alles, gentlemen, the Ten Commandments no longer apply here. In the most severe, peak case, at this stage an understanding comes: a car subwoofer must initially be designed taking into account the load it will operate on. More often, by the will of Allah, understanding occurs before a noticeable amount of expensive lumber is wasted on a dead project.
    So let's figure it out. For those who came across this publication during takeoff, let us explain that there is a “transfer function of the cabin.”* (*Actually, its correct name is “acoustic characteristic of sound transmission.” But the term “transfer function” has somehow already taken root, so that we will spit on GOST and will use what is more familiar)
    For those who are already in flight, we will try to answer the painful question: what transfer function should be included in the calculations and how much can the resulting theoretical forecast be trusted. To each his own, so to speak.
    So what happens when there's a loudspeaker hard at work inside a real car? At medium frequencies (Fig. 1), the length of the sound wave emitted by it is less than even the smallest linear dimension of the cabin (usually height). Acoustic waves emitted by the loudspeaker propagate inside the cabin like a traveling wave, are reflected from the boundaries of a closed space, return to the emitter, in general, a cheerful whirlwind of waves occurs. At some frequencies the waves become standing (this is when the size of the cabin turns out to be a multiple of the wavelength), nodes and antinodes of sound pressure appear there, but we are not talking about them now. As the frequency decreases, the moment approaches when even half the wavelength of the emitted signal turns out to be greater than the longest dimension of the cabin (usually, you know, the length). This moment is called the boundary of the compression zone, in which the acoustic response changes radically.

    rice. 1


    See: As long as the frequency is relatively high, the air vibrations created by the speaker travel in the form of waves. At one point there is an area of ​​high pressure, a little further away, at a distance of half a wave - low pressure. And when the frequency is so low (and the wavelength is so long) that less than half a wave fits along the entire machine, no one runs anywhere. The alternating pressure created by the speaker changes in the entire space of the cabin in phase: everywhere towards an increase or everywhere towards a decrease, as if the speaker were a pump that periodically pumps or, conversely, pumps out air from the cabin. When the wave runs back and forth, the leading role in the formation of sound pressure is played by the oscillatory speed of the diffuser, and it is assumed to remain constant when a signal is supplied with a horizontal frequency response. And within the compression zone, the main factor becomes the amplitude of vibrations of the diffuser. But it increases with decreasing frequency, as anyone who has ever looked at a speaker diffuser “in action” has seen.
    Therefore, here arises the effect with which nature tried to compensate for at least part of our adversity. Within the compression zone, the sound pressure, with the same power of the input signal, increases in inverse proportion to the frequency, with a characteristic slope of 12 dB/oct. So goes the theory. The same theory states that the inflection point of the frequency response, below which its rise begins, is the frequency half of the wavelength of which lies exactly along the interior.
    Many very authoritative sources recommend using such a model and even provide a formula for calculating the frequency below which the frequency response begins to rise. In the metric system (most authorities in this field operate in imperial feet) it would work out like this: f = 170/L. f here is the frequency, in hertz, of course, L is the length of the cabin in meters. Since frequency response curves are not brushwood, they are not broken on the knee, the simplest model of the transfer function will be a curve similar to the one in Graph 1 somewhere nearby. The textbook frequency response of a second-order filter with a quality factor of 0.707.
    This theory itself, as well as the effect it describes, is a real blessing, something we have so little of. Here, for example, is the family of frequency response of a certain abstract subwoofer in the form of a closed box with different lower limit frequencies. In a free field (the three lower curves in Chart 2), frankly speaking, it is not impressive. The far left (red) - no matter what, the decay begins at 35 Hz. And the one on the far right is actually a sunset, it would seem, what the hell kind of subwoofer is there. The frequency response decline begins as early as 70 Hz. Now let’s recalculate the same frequencies, but taking into account the compression effect, taking the value of about 65 Hz as the cutoff frequency of the compression zone, for example. This, according to theory, corresponds to a cabin length of about 2.5 m. The figure is quite realistic.
    Look what happens: the right, seemingly completely dead frequency response turns into a proud, jewel-like horizontal characteristic. And the far left one gives a big, what is there - a huge boost in response below 60 Hz. Why this happens is understandable. The frequency response of a closed box has a slope of 12 dB/oct. below the limit value. And the frequency response of the cabin is a rise of the same steepness. If two frequency values ​​coincide (as for the green curve), it turns out, according to theory, complete mutual compensation and, as a result, a strict horizontal straight line. In this example, the total quality factor of the speaker in the Qtc design was taken as optimal, equal to 0.707. We considered the quality factor of the interior transfer function to be the same, within the limits of a simple model. In fact, even if we operate with the simplest model, the subwoofer’s quality factor may differ from Butterworth’s, and near the cutoff frequency the total frequency response of the “subwoofer + salon” will acquire some undulation. You should have seen such frequency responses in our tests of subwoofers, where just such a purely theoretical model was used.
    Here it must be said that the ideal horizontal frequency response is not the best solution. To the ear, such a sound is perceived as boring even in a stationary car, but when driving it is completely drowned in infra-low rolling noises. In practice, the bass frequency response is always made slightly elevated at the bottom. Moreover, as we will soon see, there it will be shortened by other factors of the acoustic environment.
    It's more fun with bass reflex subwoofers. There, the decrease in frequency response below the tuning frequency should occur with a slope of 24 dB/oct. Therefore, even if the port tuning frequency and the cutoff frequency of the compression zone coincide, the total frequency response will still have a rolloff with a frequency of 12 dB/oct. True, phase inverters are always tuned to lower frequencies, which is why they are actually made. It turns out that while the frequency response of the subwoofer is still horizontal, the transfer function raises the characteristic. And then, when the subwoofer’s frequency response begins to decline, the total characteristic collapses. The result is a hump on the overall characteristic. There will always be a hump. But what it will be depends on a larger number of parameters. An example is the family of frequency response of a phase inverter “in an open field” with different tunnel tuning frequencies and how this is transformed in the cabin (Graph 3). From a sharp hump at 50 Hz to a smooth rise to the 20 Hz mark. “Say when,” as the Americans say, when pouring.
    This level of elucidation of the relationship between the frequency characteristics of the subwoofer and the interior is usually included in well-known computer programs for calculating bass acoustics. Several values ​​of the characteristic frequency of the transfer function are given: say, 50 Hz for a large machine, 70 for a medium one, 80 for a compact one. Or, for those who are more generous, they recommend calculating it yourself using the simplest formula: 170 divided by the length of the cabin in meters and behold, the magic frequency is in front of you.
    This is where the standard (though still valid) questions usually arise. What kind of car do I have - medium or compact? This is where it is considered. And if you measure and divide, then from where to where to measure? In a hatchback, from the pedals to the threshold of the fifth door or from the speedometer to the rear window? In a sedan, should we consider the trunk separated from the passenger compartment or - right there, in a heap? And then, if everything is so smooth, then why is there not a lot of frequency characteristics visible, as in the sweet graphs from the previous examples? Yes, because this is all a theory, and, as you know, it does not give an answer, it gives a direction to the answer.
    To compare with practice, the real transfer functions of the interiors of several types of cars were sequentially measured using the same subwoofer, with a thoroughly measured frequency response in free space. All main VAZ body types plus three foreign hatchbacks of different sizes.
    Since the acoustics of the cabin affects the sound pressure inside not only at the lowest frequencies, but also at the middle ones, the measured frequency responses were at different heights above the frequency axis. Since we are not discussing the absolute amplification of the sound field in the cabin, but the shape of the frequency response of this field, the curves were reduced to a common level, combining them at around 80 Hz. What happened is in Graph 4, in front of you. It doesn't take a hawk's eye to see that the practical details of the cabin transfer function resemble the theoretical curve only in the most general terms. And the details, the details! Where, one might ask, does such intricacy of practice come from in comparison with the ascetic simplicity of theory? And here's where it comes from. The physical model on which the simplest theory of the compression zone is based represents a car in the form of an absolutely rigid pipe, as if carved into a rock, in which only the end walls reflect sound, and the side walls do not reflect sound.
    A real car, firstly, is full of reflective surfaces, and secondly, it is significantly non-rigid. The first factor is responsible for the bizarre waves above 100 Hz, where standing waves begin to occur. The second, the non-rigidity of the body, causes distortion of the frequency response of the transfer function at lower frequencies, far inside the compression zone. Between 50 and 80 Hz all curves behave surprisingly well.
    “Body non-rigidity” is a conditional expression, since it represents two phenomena.
    One is membrane vibrations of body panels under the influence of pressure pulsations inside. Remember, within the compression zone, pressure pulsates throughout the entire cabin at the same time, so thin steel panels and glass, fixed in elastic seals, breathe in time with pressure fluctuations. How this happens is well known to everyone who has ever watched an SPL competition: where the vibrations of glass and body panels are felt by hand, and even visible to the eye. At the same time, one must understand that each oscillating part still strives to play at its resonant frequency, which is where characteristic humps and dips appear in the frequency response.
    The second is the influence of leaks, which even in the calculations of subwoofers is proposed to be taken into account by the Qb coefficient. The car body even more so has these losses, and in abundance. There are inevitable cracks and leaks - time. There is a deliberately designed body ventilation system - that's two. This whole thing begins to take its toll precisely at the lowest frequencies, in the compression zone. Moreover, the lower the frequency, that is, the lower the expected speed of air movement through the holes, the stronger their influence.
    These two phenomena taken together are responsible for the fact that in practice the irrepressible increase in output at the lowest frequencies is never realized. Not rarely, but never. However, we are often talking about frequencies of 20 - 25 Hz, this is where the body turned out to be quite rigid and airtight. But it happens that already at 30 - 35 Hz the frequency response deviates far from the general line prescribed by theory.
    What to do now, one wonders. I mean, where should a peasant go? According to the graphs for real cars, it turns out that with the theoretical frequency response curve you still hit the mark. But this is a pessimistic point of view. The optimistic one is: “Yes, with a finger. Yes, to the sky. But still to the sky, and not to the ground, and this is already progress...”
    Charged with optimism, we will try to consolidate our success. To begin with, we attempted to generalize the individual curves by averaging the acoustic gain values ​​at each frequency. The result, although rather complicated, is, in any case, an understandable curve (black in Graph 5). There they also drew a theoretical curve, as it should have been according to the compression model. Don’t look at the third curve, the blue one, for now; there’s a special discussion about it. But these two, the “hospital average” and the theoretical, turned out to be enviably close in the range from 40 to 80 Hz. Below 40 the average curve sags noticeably in relation to the theory, and above 80 Hz something begins to happen that does not fit into any theory.
    In principle, this is a ready-made practical result. But, not even trusting themselves, as the late Muller prescribed, they decided to compare the results obtained and the already formed recommendations with those given by the classics of the genre. Tom Nyzen, the chief expert of the American magazine Car Stereo Review, played the role of a classic here. Back in 1996, he published a paper where he studied the transient function of the cabin, mainly with the goal of answering the question of whether the location and orientation of the subwoofer in the trunk affects the bass level. Indeed, many people note that the character of the bass depends very much on where the subwoofer is installed in the trunk and where the speaker is directed. Tom’s conclusions, not unfounded, but confirmed by a huge number of measured characteristics, turned out to be quite non-trivial. The main ones are two. First: the position of the subwoofer has virtually no effect on the reproduction of frequencies below 80 Hz. Second: it affects the frequency response in the frequency band 80 - 100 Hz, and in the most decisive and unpredictable way. As a by-product of his research, Tom formulated his recommendations for choosing a transfer function calculation model, which, in his opinion, is universal. In any case, he argued in his article that with the help of the dependence he proposed, the range of bodies from the Chevrolet Corvette (his personal transport at that time) to the Ford Aerostar was covered: approximately from the Tavria, therefore, to almost the Gazelle.
    Tom provided a table in his article that can be used to construct a universal curve. We built it, this is the third one, the blue one in the picture. The blurred color indicates the “twilight zone” of unpredictable results. In general, as we see, the coincidence with our results is almost suspicious. Even the twists on the average curve (black) fell exactly where, according to the American guru, they were supposed to be. In the terminology of the classical compression zone theory, the universal Tom Nusen curve corresponds to a transition frequency of 63 Hz with a quality factor Q = 0.9. “Our” theoretical curve had the same frequency, but the quality factor was lower, Q = 0.7.
    There seems to be a paradox, if you read it carefully. We started with the fact that the transfer function directly depends on the size of the cabin. Like for health. And we ended up with a universal curve in which the cabin size does not appear at all. How so? Everything is in order, comrades, if you look wider and more closely. As we said, the shape of the frequency response (and not its height above the frequency axis) in the range of 40 - 80 Hz turns out to be predictable and especially does not depend on the ordinate of the inflection point. The size of the cabin would, in theory, determine the shape of the curve near the inflection point, determining exactly where the inflection would occur. And there, as we ourselves have seen, and thanks to the exploits of Tom Nusen, the elegant theoretical curve still turns into stormy waves, so the actual moment of transition is lost in the sea foam.
    So let’s now look at everything that has gone before and formulate conclusions in all the beauty of their practical applicability.

    1. You no longer need to dream about getting somewhere the real, correct, final transfer function of your car - choose from the menu. The menu is not long, but maybe you'll pick something...

    2. ...only there is no particular meaning in this. You won’t straighten the frequency response of a subwoofer in the hope of getting into the features of the transfer function curve?

    3. In practice, the theoretical dependence can be used. Moreover, you can simplify your life by limiting yourself to one single transfer function curve for all occasions. With this approach, you will get within the boundaries of the site, using sports terminology. Or rather, you won’t get it, no matter how individual the curve you apply is. After all, exactly where it begins to be individual, the frequency response begins to jiggle, caused by many factors that are not included in the theory of the compression zone.

    4. At the lowest frequencies, your real frequency response will “disappear” from the theoretical one and will go lower. How much lower depends on the characteristics of the body and even on its technical condition. It is almost impossible to influence this characteristic, because we are not talking about vibration damping (you have thought about this, admit it), but about mechanical rigidity. But toughness is a different story. Look at the SPL combat vehicles with their frames, bolted windows and so on. Look and forget. Trust fate.

    5. The boundaries of the “bumpiness” The frequency response at the boundary of the compression zone in most cases coincides with the area of ​​dividing the bands between the subwoofer and midbass. This is where the main battles will take place. You have to play with the location of the subwoofer and its orientation, not to mention the selection of crossover filter frequencies. Then thank the crossover designers who were not too lazy to make the high-pass filter and low-pass filter with separate adjustment.

    6. A bass equalizer, when it is in the amplifier, would be most needed not at frequencies of 40 - 50 Hz, as most often happens, but at 25 - 40 Hz. Here, with its help, you can really correct the frequency response, which sags due to losses due to deformation and leaks. So, if you see one like this (they do), take note.

    And in conclusion. If you use subwoofer calculation programs where the cabin transfer function is specified as the inflection point frequency, take 63 Hz and don't think about anything else. It still won't be more accurate. If there are frequencies and quality factors, take the same frequency, and the quality factor - from 0.7 (“our curve”) to 0.9 (Tom Nusen’s curve). Who do you trust more?
    And finally, if you have a program where interior acoustics are specified by points (for example, JBL Speaker Shop or Bass Box from Harris Technologies), transfer the reference points of the transfer function there according to the table below, and then double-click on 125 Hz to normalize the curve .