Noises occurring during operation of a motor vehicle or the components thereof often prove annoying for the driver and the environment and should be detected to the extent possible to then allow noise abatement measures.
German Patent document DE 102 60 723 A1 discusses a method for suppressing switching noises in test triggering of valves and pumps in the hydraulic system of a brake circuit. The triggering is performed over such a short interval of time that there is no mechanical or noise-inducing response of the component being triggered.
The exemplary embodiments and/or exemplary methods of the present invention relates to a method for evaluating the annoyance and/or disturbance and/or degree of interference of squeaking noises and/or the annoyance of essentially monotonic noises within a sound signal generated during operation of a motor vehicle or during operation of the components thereof, in which
Knowledge of an objective variable for the annoyance of squeaking noises makes it possible to make a decision as to whether the squeaking noises are acceptable or whether countermeasures are necessary. To evaluate the annoyance, a variable is ascertained that indicates how severely and/or to what extent the squeaking range is perceived as annoying or unpleasant by the human ear.
An advantageous embodiment of the present invention is characterized in that the squeaking noises are brake squeaking noises. Squeaking brakes have proven to be a significant noise burden for the environment as well as for the driver.
An advantageous embodiment of the present invention is characterized in that
An advantageous embodiment of the present invention is characterized in that
An advantageous embodiment of the present invention is characterized in that
An advantageous embodiment of the present invention is characterized in that the linkage is an addition, in particular a weighted addition.
An advantageous embodiment of the present invention is characterized in that
An advantageous embodiment of the present invention is characterized in that the individual annoyance variable is ascertained from the first intermediate variable according to the equation
where a, b and c are selectable parameters, OV is the first intermediate variable and bonisqueal is the individual annoyance variable.
Three degrees of freedom are available for the most objective and relevant possible method of ascertaining bonisqueal as a result of the selectability of a, b and c.
An advantageous embodiment of the present invention is characterized in that values of a=0.016, b=−23.64375 and c=2.6327 are selected for selectable parameters a, b and c. These values have proven in experiments to be particularly suitable.
An advantageous embodiment of the present invention is characterized in that
An advantageous embodiment of the present invention is characterized in that
An advantageous embodiment of the present invention is characterized in that the predetermined condition involves the particular individual annoyance variable falling below a threshold value, in particular a threshold value of 9.5. This means that extremely minor squeaking noises that are hardly perceptible are not taken into account. With regard to the number 9.5, reference is made to
An advantageous embodiment of the present invention is characterized in that the total annoyance variable also additively includes a term which in turn includes the number of braking operations performed that are subject to squeaking, based on the total number of braking operations, i.e., the percentage of braking operations that are subject to squeaking.
An advantageous embodiment of the present invention is characterized in that this term is ascertained from the number of performed braking operations that are subject to squeaking, based on the total number of braking operations, using a predetermined characteristic curve.
An advantageous embodiment of the present invention is characterized in that the characteristic curve is a monotonically decreasing characteristic curve.
An advantageous embodiment of the present invention is characterized in that
In addition, the present invention relates to a device including an arrangement for performing the method as described herein.
The advantageous embodiments of the method according to the present invention are also manifested as advantageous embodiments of the device according to the present invention and vice-versa.
The exemplary embodiments and/or exemplary methods of the present invention is based on a method for objective evaluation of the annoyance of squeaking noises caused by brakes in particular. This evaluation is performed using a 10-point scale having discrete increments of 1 through 10, where
1=very unpleasant squeaking,
. . . ,
10=no perceptible squeaking.
The calculated index, also known as “brake objective noise index squeal” or “BONI-squeal,” has a high correlation with human perception based on the perceived annoyance. After extraction of physical and psychoacoustic features from the time signal of a squeaking noise, the evaluation index is formed by combining these features.
Such an index may be used, for example, in application or final acceptance of automotive brakes. Vehicles are frequently operated here by various test drivers on defined test stretches of road, and braking noises, in particular squeaking, are evaluated subjectively. There may be great deviations between evaluations by different drivers and also between evaluations by one and the same driver, although the squeaking signals are physically identical. The exemplary embodiments and/or exemplary methods of the present invention makes it possible to calculate an evaluation index, which corresponds to the average perceived annoyance of the sound, by processing the airborne sound signals that are recorded. This evaluation index permits a reliable and objective statement of the quality of brake noise during the application phase. The high correlation between the evaluation index and the average human perception of annoyance has been demonstrated in extensive listening tests.
This method yields an evaluation index for the annoyance of squeaking sounds caused by brakes in particular, this index optionally assuming values from 1 to 10 on an ordinal scale. The individual values have the meanings shown in
Any squeaking noises present in a recorded airborne sound signal x(t) are ascertained. In practice, x(t) may be a microphone signal from the interior of the vehicle, for example. First the squeaking noises in x(t) must be recognized by a suitable method and described according to their frequency-time structure. After analysis of x(t) by such a method, the following variables are available for each detected squeaking signal and/or squeaking event q, where q=1, 2, . . . , Nq:
For each identified squeaking event q, M different features Mqi are calculated for a section xq(t) from signal x(t), where Mqi denotes the value of feature i for squeaking event q.
Such a squeaking event is illustrated in
For example, features Mq0, . . . , Mq6 are calculated from xq(t):
The concept of A-weighting is understood to refer to multiplying a spectrum by the A-weighting curve depicted in
Loudness Ns is another variable describing human loudness perception. Many effects such as the masking of individual sounds by other louder sounds and loudness perception as a function of level are taken into account in this variable, which is standardized in ISO 532 B.
The spectrum of a time signal may be calculated by dividing the time signal into sections of equal duration, one spectrum being calculated for each. The sections may overlap and may also be weighted with a window function before calculation of the spectrum, if necessary, to improve the results. The total spectrum of the signal is then calculated by averaging the individual spectra, namely by averaging all values at the same frequency. In contrast with that, a peak value spectrum is obtained from the aforementioned individual spectra by seeking the maximal value for each frequency in each spectrum and then plotting this accordingly in the resulting peak value spectrum.
For the practical application case of recognizing brake squeaking, a smoothed spectrum is formed by arithmetic averaging of the sound pressure levels of the unsmoothed spectrum in frequency intervals of a one-third octave. The level of this smoothed spectrum, which is also referred to as a one-third octave spectrum, is also referred to as a one-third octave level.
It is possible to obtain the values for these features using an FFT analysis (FFT=Fast Fourier transform). The following settings have proven suitable for FFT analysis: FFT duration=4,096 samples, overlapping of time windows=50%, weighting with Hanning window.
To arrive at an index describing a squeaking event in the further calculations, all features Mqi, i.e., features of type and/or the i-th features for squeaking event q, of squeaking events q occurring simultaneously or overlapping in time are combined from signal x(t). Squeaking events that do not overlap in time and originate from the same braking operation may optionally be included.
This combining is performed by adding all features Mqi of type to form a feature sum, which is standardized using feature-specific factor Ci and thus standardized feature sum FSi
FSi=Ci*Σ
q(Mqi).
Ci typically assumes values between 0.01 and 1.
Σq denotes a summation over all squeaking events q. There is thus a feature sum FSi, i.e., FS0, FS1, . . . , FS6, for each feature of type i, i.e., for Mq0, Mq1, . . . , Mq6. It should be emphasized here that sum FSi may also extend over only one squeaking event, i.e., the feature sum includes only one summand.
All standardized feature sums are then weighted with a feature sum-specific factor Ki and added up, yielding Σi Ki*FSi.
In the exemplary embodiment having features Mq0, Mq1, . . . , Mq6, the summation is over i=0, 1, . . . , 6.
After standardization with Σi Ki, this yields an objective variable OV that represents combined squeaking events q:
OV=Σ
i(Ki*FSi)/(ρiKi).
Insertion of objective variable OV into the equation
yields objective evaluation index bonisqueal. Bonisqueal is defined for values of 1 through 10, so that the value calculated on the basis of equation (1)
For further simplification, it is appropriate in view of the average human evaluation accuracy to round calculated value bonisqueal to integral values.
The following values have proven especially suitable for parameters a, b and c for the method described here:
a=0.016,
b=−23.64375,
c=2.6327.
Variable bonisqueal is the evaluation variable for the annoyance of a single squeaking noise or a series of squeaking noises.
In the practical vehicle test, many braking operations and/or stopping operations are performed and may then be combined to yield a measurement sequence, i.e., a so-called session. The frequency of squeaking events is then determined for a measurement sequence, i.e., session. This frequency of squeaking events is taken into account in the calculation of a measurement sequence evaluation index, i.e., a session evaluation index sessionbonisqueal. For example, all braking operations during a test period and/or test day may be taken into account.
First the arithmetic mean is formed over all unrounded evaluation indices bonisqueal ascertained during the test period or test day having values lower than 9.5. However, only the ascertained squeaking events are included in this average, but braking operations not subject to squeaking are not included.
In addition, the ratio of all braking operations associated with squeaking is ascertained based on the total number of braking operations during the test period or test day. The value ascertained for this ratio in percent is referred to as NP.
Since braking operations not subject to squeaking have not yet been incorporated into the method of ascertaining the arithmetic mean, a correction term referred to as CORRECTION is ascertained below and added to the arithmetic mean.
The six interpolation points plotted as black dots in the diagram were obtained on the basis of experimental results in
1) For NP=0.001, correction value CORRECTION=8
2) For NP=0.01, correction value CORRECTION=6
3) For NP=0.1, correction value CORRECTION=3
4) For NP=1, correction value CORRECTION=1.5
5) For NP=10, correction value CORRECTION=1
6) For values of NP>10, correction value CORRECTION=0.
For values in between, a linear interpolation may be used, for example, as shown here. Other curves are of course also possible for the correction value and other interpolation points and/or interpolation point values may also be determined.
The meaning of this correction term becomes plausible if one takes into account the fact that according to
This correction term is added to variable bonisqueal, which has not yet been rounded to an integral or cut off at 1 or 10 and then the sum is rounded to integral values.
In addition, the sum
If the response is “no” (indicated as “n” in
Number | Date | Country | Kind |
---|---|---|---|
10 2005 040 193.7 | Aug 2005 | DE | national |
10 2005 052 630.6 | Nov 2005 | DE | national |
Filing Document | Filing Date | Country | Kind | 371c Date |
---|---|---|---|---|
PCT/EP2006/063957 | 7/6/2006 | WO | 00 | 8/11/2009 |