Time domain reflected signal measurement using statistical signal processing

Abstract

An apparatus and technique for determining whether a telephone loop is capable of carrying a Digital Subscriber Line (DSL) signal. Time domain reflected (TDR) signals that are echoes of transmit impulse signals are processed using time domain echo averaging and echo enhancement using second-order statistics. Each technique allows clearer visualization of the TDR echo signal by reducing the noise and distortion present in the TDR signals. These statistical signal processing techniques allow determination of telephone loop characteristics such as loop length once the TDR echo signal amplitude and time index are calculated.

Description

BACKGROUND

[0003] This disclosure relates generally to determining if a Digital Subscriber Line (DSL) telephone loop is capable of carrying DSL signals, and more particularly for generating improved time domain reflected (TDR) signals for determining DSL telephone loop capability.

[0004] Deployment of broadband services on a telephone loop is severely limited by the inherent properties of the copper cable and, in part, because initial deployment of the copper cable was aimed primarily at providing voice services to subscribers. Until the telephone loop electronics and plant are upgraded or replaced, as by installation of optical fiber loops, advanced digital signal processing holds great promise today for subscribers who desire broadband services such as high speed internet access, remote Local Area Network (LAN) access and switched digital video today. Technological advances have brought about Digital Subscriber Line (DSL) technology at high data rates, e.g., High-rate DSL (HDSL), Asymmetric DSL (ADSL) and Very high-speed DSL (VDSL). For example, using ADSL technology, broadband signals are modulated by ADSL modems into copper telephone loops at passband frequencies so that Plain Old Telephone Service (POTS) or another baseband service may be carried on the same pair of copper wires. Using the existing copper telephone loop is extremely cost effective as the installation of new cable and structure along with their associated labor and material costs are avoided.

[0005] Deployment of technologies such as xDSL (HDSL, ADSL, VDSL, . . . ), however may be limited by the transmission characteristics of the telephone loop. As such, before a particular subscriber may utilize DSL technology for his or her broadband services, the broadband service provider has to determine or have determined the viability of deploying DSL to that subscriber. Thus, there is a need for a system and technique that is able to determine at a subscriber's premises without any intervention or cooperation from the telephone company or Internet Service Provider (ISP) whether the telephone loop is capable of carrying a DSL signal.

BRIEF DESCRIPTION OF THE DRAWINGS

[0006] FIG. 1 is a block diagram of a DSL loop qualification system including statistical signal processing for improved TDR echo signal in accordance with an embodiment of the invention;

[0007] FIG. 2 shows the fuzzy inference system of FIG. 1 with its inputs and outputs;

[0008] FIG. 3 is a flow chart showing time domain echo averaging technique in accordance with an embodiment of the invention;

[0009] FIG. 4 shows exemplary use of time domain echo averaging technique on data in accordance with an embodiment of the invention;

[0010] FIG. 5 shows a periodic impulse train and measured TDR echo signals of the impulse train with noise removed using simulated data for a telephone loop in accordance with an embodiment of the invention;

[0011] FIG. 6 shows a periodic impulse train and measured TDR echo signals of the impulse train with noise using simulated data for a telephone loop in accordance with an embodiment of the invention;

[0012] FIG. 7 shows one impulse and its measured TDR echo signals with noise using simulated data for a telephone loop in accordance with an embodiment of the invention;

[0013] FIG. 8 shows the impulse and TDR echo signals after the time domain echo-averaging technique processes the data shown in FIGS. 6 and 7; and

[0014] FIG. 9 shows the enhanced impulse and TDR echo signals after the echo enhancement technique processes the data shown in FIGS. 6 and 7.

DETAILED DESCRIPTION

[0015] Deployment of DSL technology is limited by the transmission characteristics of the telephone loop. The transmission characteristics of the telephone loop depend on the length of the copper line, its gauge, the presence of bridged taps, the quality of splitters, the integrity of the shielding, loading coils, impedance mismatches and other loop impairments. Specifically, line loss increases with line length and attenuation increases with increasing frequency and decreases as wire diameter increases. There are particular points along the telephone loop between the subscriber's termination and the originating central office (CO) where the loop is particularly susceptible to ingress noise. These points include, for example, the location of a bridged tap, the drop wire from the telephone pole to the home, and the wires within the home. At the aforementioned points ingress noise may be coupled into the loop. The presence of other telephone terminals connected to other pairs in the cable also introduces noise into the DSL signal. Furthermore, bridged taps create more loss, distortion, and echo. All these factors serve to limit the data transfer rate at which a subscriber may be connected to a broadband service provider over the telephone loop and are a major cause of connection problems subscribers currently face in making data connections via the public switched telephone network.

[0016] Service providers have several options to determine the environment the DSL signal operates in before they commit to service when a subscriber requests DSL service. The service provider may query the outside plant records to determine the loop configuration. Outside plant records more than likely would have been constructed from the original design records. In many cases, the records available are outdated and do not reflect changes that may have occurred in the outside plant as a result of maintenance and service orders. The end result is that the records are usually inaccurate and may not be relied upon to provide information required by the carrier to predict a telephone loop's ability to support DSL service. The approach described above does not provide the telephone loop characteristic information with a degree of accuracy required to confidently predict DSL performance over the loop.

[0017] One way to accurately calculate loop characteristic information is to use the DSL loop qualification system 100 shown in FIG. 1. DSL loop qualification system 100 determines whether the loop plant 140 is capable of carrying a DSL signal. The DSL loop qualification system 100 includes statistical signal processing 110 for determining the amplitude and time index of the received TDR signals that are echoes of transmit impulse signals. Once the amplitude and time index of the TDR echo signal is known, other loop characteristics such as telephone loop length may be determined. In FIG. 1, a signal generator 105 may generate impulse signals for transmission to the loop plant 140 and CO 197. The returned signals received by DSL qualification system 100 include echoes of the impulse signals and noise and distortion generated from the various sources described above. In order to increase the echoes to allow detection over the noise and distortion, statistical signal processing may be used as described in greater detail below.

[0018] Referring to FIGS. 1 and 2, DSL loop qualification system 100 includes a fuzzy impedance mismatch network 115 that receives output from signal generator 105. Fuzzy impedance mismatch network 115 may include impedance mismatch hardware 109 and a fuzzy inference system controller 113 in one embodiment. Impedance mismatch hardware 109 includes two adjustable capacitors C1 and C2, and one adjustable inductor L. Fuzzy inference system controller 113 adjusts the values of the impedance mismatch hardware to increase or, in some embodiments, to maximize the TDR echo signals. The fuzzy inference system 113 is controlled by artificial intelligence-based expert system and decision (AIESD) controller 102. AIESD controller 102 also controls the signal generator 105 and the statistical signal processing controller 110. In one embodiment, AIESD controller 102 receives the generated impulse signals from signal generator 105 and TDR echo signals from statistical signal processing controller 110. The AIESD controller 102 then calculates the change in TDR echo value versus the TDR echo value (Δε/ε) that is output to the fuzzy inference system 113. The TDR echo value ε is the magnitude of the TDR echo signal that may be calculated in volts or decibels by the measurement scope in some embodiments. The change in TDR echo value Δε is the difference between the TDR echo value from an impulse signal with one set of values for C1, C2, and L and the echo value from the impulse signal transmit in the next iteration with another set of values for C1, C2, and L. As shown in FIG. 2, fuzzy inference system 113 receives as inputs (Δε/ε) from AIESD controller 102. The fuzzy inference system 113 outputs to the impedance mismatch hardware 109 a new change in capacitance C′1(ΔC′1), new change in capacitance C′2 (ΔC′2), and new change in inductance L′ (ΔL′) as shown in FIG. 2 using fuzzy membership functions. Fuzzy membership functions are derived by incorporating all the known input-output behaviors, uncertainties and qualitative design objectives of the DSL qualification system. The fuzzy inference system 113 also receives as inputs ΔC1, ΔC2, and ΔL that are the previous iteration outputs of ΔC′1, ΔC′2, and ΔL′, respectively, of fuzzy inference system 113. Thus, the output values ΔC′1, ΔC′2, and ΔL′ become the input values ΔC1, ΔC2, and ΔL, respectively, for the fuzzy inference system 113 in the next iteration of maximization of the TDR echo signal. Capacitors C1, C2 and inductor L in impedance mismatch hardware 109 are adjusted based on the values of ΔC′1, ΔC′2, and ΔL′.

[0019] Operation of the fuzzy inference system 113, in one embodiment, may include: (a) translation of a crisp input value into a fuzzy output value known as fuzzification using fuzzy membership functions, (b) rule evaluation, where the fuzzy output values are computed, and (c) translation of a fuzzy output to a crisp value known as defuzzification. The fuzzy inference system 113 includes a range of values for its input and output variables shown in FIG. 2. Thus, for example, ΔC1 varies over the range −20 μF to 20° F. and ΔL varies over the range −10 μH to 10 μH. Labels for the triangular shaped fuzzy membership functions for each of the input and output values of the fuzzy inference system are:

NL  negative large
NM  negative medium
NS  negative small
NSC no significant change
PS  positive small
PM  positive medium
PL  positive large

[0020] Fuzzy membership functions are derived by incorporating all the known input-output behaviors, uncertainties and qualitative design objectives of the DSL qualification system. The fuzzy inference system 113 for each of the input and output variables uses a set of rules, in one embodiment, to maximize the echo value:

IF ΔC1 is NL and (Δε/ε) is NL then ΔC′1 is NM Rule 1
IF ΔC1 is NM and (Δε/ε) is NL then ΔC′1 is NS Rule 2
IF ΔC1 is NL and (Δε/ε) is NM then ΔC′1 is NS Rule A + 1
IF ΔC1 is NL and (Δε/ε) is NS then ΔC′1 is NSC Rule A + 2
IF ΔC1 is NM and (Δε/ε) is NM then ΔC′1 is NS Rule B + 1
IF ΔC1 is NM and (Δε/ε) is NS then ΔC′1 is NSC Rule B + 2
IF ΔC2 is NL and (Δε/ε) is NL then ΔC′2 is NM
IF ΔC2 is NM and (Δε/ε) is NL then ΔC′2 is NS
IF ΔC2 is NL and (Δε/ε) is NM then ΔC′2 is NS
IF ΔC2 is NL and (Δε/ε) is NS then ΔC′2 is NSC
IF ΔL is NL and (Δε/ε) is NL then ΔL′ is NM
IF ΔL is NM and (Δε/ε) is NL then ΔL′ is NS
IF ΔL is NL and (Δε/ε) is NM then ΔL′ is NS
IF ΔL is NL and (Δε/ε) is NS then ΔL′ is NSC

[0021] The rules given above are derived by incorporating all the known input-output behaviors, uncertainties and qualitative design objectives of the DSL qualification system. Each label is given to each fuzzy input ΔC1, ΔC2, ΔL, and (Δε/ε) in a rule and the appropriate fuzzy output generated. The fuzzy inputs ΔC1, ΔC2, ΔL, and (Δε/ε) go through the fuzzy inference system and defuzzification technique to generate new crisp outputs ΔC′1, ΔC′2, and ΔL′ to adjust the impedance of the mismatch network.

[0022] Referring again to FIG. 1, DSL loop qualification system 100 may contain a measurement scope 120 to receive TDR echo signals over the return paths from either wire line simulator 135 or loop plant 140. The measurement scope 120 may be a microprocessor based instrument such as an oscilloscope including an analog-to-digital (A/D) converter and application software to detect, capture and preprocess the received TDR echo signal. In another embodiment, measurement scope 120 may be included in DSL modem 160 that is capable of determining whether the telephone loop may carry a DSL signal. The measurement scope outputs the TDR echo signal to statistical signal processing controller 110. Statistical signal processing controller 110 processes the TDR echo signals using time domain echo averaging 112 and second order statistics for echo enhancement 111 to reduce or, in some cases, eliminate noise and permit visualization of the TDR echo signal and original impulse signal. DSL splitter 155 that may be an analog filter or digital filter separates the data signals from the voice signals transmit over the copper lines of the telephone loop 195. Data splitter 155 may separate the data signals from the voice signals by separating the frequencies of the data signals from the frequencies of the voice signals.

[0023] In one embodiment of the invention shown in FIG. 1, telephone loop 195 includes a wireline simulator 135 and loop plant 140. Wireline simulator 135 provides loop plant 140 profile data and may be used to assist in line identification. Thus, wireline simulator 135 provides a reference model for the loop plant 140. In some embodiments, wireline simulator 135 may be disconnected once the loop plant profile data has been obtained and measurement scope 120 is connected to loop plant 140. In some embodiments, telephone loop plant 140 is the path over which the DSL signal travels to the CO 197 and returns from the CO through return path 199 to measurement scope 120. The DSL signal is affected by various characteristics of the loop plant including copper cable length, gauge, presence of bridged taps, quality of splices, integrity of shielding, loading coils, impedance mismatches and interference. After traveling through loop plant 140, the DSL signal is transmitted to DSL splitter 156 in CO 197 that separates DSL data signals and voice signals that may have overlapped during transmission through loop plant 140. The DSL signal may then be transmitted to a DSLAM 150 or ISDN modem 170 for high speed transmission 180 to the ISP network. If the DSL loop qualification system 100 has determined that the telephone loop is capable of carrying the DSL signal, DSL modem 160 and analog telephone modem 165, as shown in FIG. 1, in some embodiments may verify the results of the DSL loop qualification system. Verification may occur by simultaneously sending and receiving an actual DSL signal as well as an analog modem signal over the telephone loop 195.

[0024] Referring to FIG. 3, time domain echo averaging technique 112 in statistical signal processing controller 110 separates the TDR echo signal and accompanying periodic impulse signal into several groups for estimation of the time delay between the impulse and TDR echo signals. As shown in FIG. 3, in one embodiment, the time domain echo averaging technique 112 proceeds as follows:

[0025] 1. In block 220, generate a periodic impulse train y(n) with each period T having NT samples. The impulse width is Pwidth. The continuous periodic impulse train function y(t) is sampled to generate the sampled periodic impulse train y(n).

[0026] 2. In block 230, search y(n) and find the maximum value ymax and its corresponding index Imax.

[0027] 3. In block 240, using the interval Δ (defined as an interval along the vertical axis y) that is provided by AIESD, do a bi-directional search within Pwidth from location Imax to find the number of yΔ that yΔε[ymax−Δ, ymax]. Block 250, let Ilow be the lowest index of yΔ and Ihigh the highest index. Find the impulse center index by using 1$I_{\mathrm{mid}}=\left[\frac{I_{\mathrm{low}}+I_{\mathrm{high}}}{2}\right].$

[0028] 4. In block 260, starting from Imid as a reference index, divide the whole y(n) into Ntotal subgroups y(i)(n), n=1, 2, . . . , NT and i=1, 2, . . . , Ntotal. Align the subgroup in ascending order in index.

[0029] 5. In block 270, average the Ntotal subgroups using 2$\begin{array}{ccc}\stackrel{\_}{y\left(n\right)}=\frac{\sum _{i=1}^{N_{\mathrm{total}}}{y}^{\left(i\right)}\left(n\right)}{N_{\mathrm{total}}},& & n=1,2,\cdots N_T.\end{array}$

[0030] In block 280, use {overscore (y(n))} to estimate the time interval between the impulse and its echo. The time interval between the impulse and its echo can be determined by plotting on a graph of amplitude versus sample number the averaged values of the samples {overscore (y(n))}. This graph clearly shows the time interval between the averaged echo peak and the impulse (described below for an example shown in FIG. 8) and permits calculation of the time interval.

[0031] The time domain echo averaging technique in one embodiment may be implemented as software executing on statistical signal processing controller 110. In another embodiment, the time domain echo averaging technique may be implemented for higher performance using digital and analog circuits.

[0032] An example of the use of time domain echo averaging technique 112 as shown in FIG. 3 and described above is discussed with reference to FIGS. 4-8. In FIG. 4, a periodic impulse train 305 y(n) with period T and impulse width Pwidth is received from the telephone loop l95. Impulse train 305 may be divided into three complete segments each of period T as shown in FIG. 4. Each segment is sampled NT times. Impulse train 305 includes the original impulse signal generated by signal generator 105 and TDR echo signals with noise shown more clearly in the single impulse zoom 230. The original impulse signal may have an amplitude of 2.0 volts and period T=5200 samples. FIG. 5 shows an impulse train and measured TDR echo signals of the impulse train using simulated data for a telephone loop with noise removed. In FIG. 5, the y-axis corresponds to the amplitude of the impulse train and the x-axis corresponds to the sample number or time (i.e. time=sample number×sampling rate). In some embodiments, a maximum value ymax is determined by searching y(n) within the interval Pwidth as shown for the single impulse zoom 230. The corresponding index Imax of maximum value ymax is also determined. As evident from the single impulse zoom shown in FIG. 4, noise 310 makes the TDR echo signal almost invisible and difficult to detect. FIG. 6 shows the impulse train and TDR echo signals of the impulse train with noise using simulated data. In FIG. 6, the y-axis corresponds to the amplitude of the impulse train and the x-axis corresponds to the sample number or time (i.e. time=sample number×sampling rate). FIG. 7 shows one impulse and TDR echo signals of the impulse with noise using simulated data. In FIG. 7, the y-axis corresponds to the amplitude of the impulse and the x-axis corresponds to the sample number or time (i.e. time=sample number×sampling rate). As seen from FIG. 6 and FIG. 7, the echo is invisible and difficult to detect.

[0033] Returning to FIG. 4, an interval Δ is calculated by AIESD controller 102. To determine Δ, AIESD controller 102 calculates the variance σ2 of the TDR echo signal samples with noise 310. The variance σ2 of the TDR echo samples with noise 310 is a measure of how severe the noise is. In one embodiment, the variance a is determined by transforming the TDR echo signal using a Fourier transform from the time domain into the frequency domain to calculate the noise floor. The noise floor from the transformed TDR echo signal may be used to calculate the variance σ2. In another embodiment, the variance σ2 may be estimated by determining the variance of samples within Pwidth, i.e. computed as the average squared deviation of each sample amplitude from the mean of all sample amplitudes. Thus, for example for three samples of amplitude 0.1, 0.2 and 0.3, the mean is 0.2 ((0.1+0.2+0.3)/3=0.2) and the variance σ2 is:

σ2=((0.1−0.2)2+(0.2−0.2)2+(0.3−0.2)2)/3=0.00667

[0034] AIESD controller 102 estimates the interval Δ based on the value of the variance σ2. For signals with small noise severity (i.e. with small variance σ2), AIESD controller 102 estimates a small value of Δ. For signals with high noise severity (i.e. with large variance σ2), AIESD controller 102 estimates a large value of Δ.

[0035] Using the interval Δ calculated by AIESD controller 102, statistical signal processing controller 110 performs a bi-directional search of y(n) within Pwidth 320 as shown in FIG. 4. The number of y(n) values that fall within the interval from ymax to ymax-Δ is determined 330. Ilow is determined as the lowest index of a y(n) value that falls within the interval from ymax to ymax-Δ. Ihigh is determined as the highest index of a y(n) value that falls within the interval from ymax to ymax-Δ. As shown in block 250 of FIG. 3, Ilow and Ihigh are used to calculate the center of the impulse Imid. Calculation of Imid may be performed for one impulse in a segment, e.g. the impulse in segment 1 shown in FIG. 4. Once Imid is calculated, it may be used as a reference point to divide impulse train y(n) 305 into Ntotal subgroups with Ntotal equal to the number of segments in the impulse train. As defined above, an impulse train may be divided into a number of complete segments each of period T. Thus in FIG. 4, Ntotal is equal to three. As shown in block 260, starting at Imid as the reference index (index=1), divide each segment in y(n) into NT samples. Each of the subgroups (corresponding to a segment) now has y(1) to y(NT) values. Thus, for the example given in FIG. 4, the first segment may have y(Imid=1) to y(NT) values, the second segment may have y(NT+1) to y(2NT) values and the third segment may have y(2NT+1) to y(3NT) values. Each y(n) value with the same index from each segment is added together as shown in block 270. Thus, for the example given in FIG. 4, y(1)=y1(1)+y2(1)+y3(1) with y1(1) first sample in subgroup one, y2(1) first sample in subgroup two, and y3(1) first sample in subgroup three. The value of y(1) is divided by Ntotal as shown in block 270 and described above. Thus, the average values of the samples {overscore (y(n))} with the same index in each subgroup are {overscore (y(1))}=y(1)/3, {overscore (y(2))}=y(2)/3 . . . {overscore (y(NT))}=y(NT)/3 for our example of Ntotal equal to three segments.

[0036] Using the time domain sample-by-sample echo averaging technique on the data shown in FIG. 6 and FIG. 7, the averaged echo peak may be determined as shown in FIG. 8. The average values of the samples {overscore (y(1))} . . . {overscore (y(NT))} are plotted on a graph of amplitude versus sample number in FIG. 8 to determine the averaged echo peak.

[0037] Referring back to FIG. 1, statistical signal processing controller 110 may also process the impulse and TDR echo signals shown in FIGS. 6 and 7 to allow determination of the TDR echo signal using second order statistics for echo enhancement 111. In another embodiment, echo enhancement technique 111 may receive the average values of the samples y(n) shown in FIG. 8 from the time domain echo averaging technique 112 and then process this data to allow determination of the TDR echo signal amplitude and time index.

[0038] As mentioned previously, statistical signal processing controller 110 receives periodic impulse train y(n) from telephone loop 195. Impulse train y(n) includes the original impulse signal generated by signal generator 105 and the TDR echo signals, both represented as s(n). The noise component present in the impulse train as shown in FIGS. 6 and 7 may be represented as w(n). Thus, the impulse train y(n) may be represented by the following equation:

y (n)=s(n)+w(n).

[0039] The expected value of a signal E[y(n)] is the long-run average value of that signal. Multiplication of the impulse train y(n) with y(n+k), the impulse train shifted an amount k along the x-axis, will generate a superimposed signal that may be larger or smaller in amplitude based on the original amplitude values of y(n). The expected value of E[y(n)y(n+k)] is also known as the second-order statistics Rs(k) of y(n) and defined as: 3$\begin{array}{cc}\begin{array}{c}E\left[y\left(n\right)y\left(n+k\right)\right]=E[\left(s\left(n\right)+w\left(n\right)\right)\left(s\left(n+k\right)+w\left(n+k\right)\right]\\ =E[s\left(n\right)s\left(n+k\right)+w\left(n\right)s\left(n+k\right)+\\ s\left(n\right)w\left(n+k\right)+w\left(n\right)w\left(n+k\right)].\end{array}& \mathrm{Eqn}.1\end{array}$

[0040] When k=0, i.e. the impulse train is multiplied by itself without shifting along x-axis,

E[y (n)y(n+k)]=E[y(n)y(n)]=Rs(0)+σw2.

[0041] In the above equation, σw2 is the noise variance. When k≠0,

E[y (n)y(n+k)]=Rs(k).

[0042] Here Rs(k) is the autocorrelation function of the original impulse signal, TDR echo signals, and noise, the components that makeup y(n). Rs(k) may be considered as a measure of the similarity of the waveform y(n) and the waveform y(n+k). Examining Equation 1, the signal s(n) containing the original impulse signal and TDR signal would have a large similarity to the shifted s(n+k) signal because of its periodic nature. The components of Rs(k) in Equation 1 containing the signal component and noise component w(n) would have a very low measure of similarity as one is a periodic impulse signal and the other is a random noise signal. The last component of Rs(k) in Equation 1 w(n)w(n+k) is random noise and because of its randomness and unpredictability, even a small shift k would eliminate any measure of similarity between these two signals. Thus, the impact of the noise w(n) in Equation 1 is greatly reduced and an accurate TDR echo measurement may be performed using Rs(k) instead of y(n).

[0043] Referring to FIG. 9, in one embodiment, a graph of amplitude versus time index illustrates use of the echo enhancement technique 111. Echo enhancement technique 111 processes the data shown in FIGS. 6 and 7 to determine the second-order statistics Rs(k) and calculate the echo peak amplitude as shown in FIG. 9. Other loop characteristics such as the loop length, loop taps and insertion loss may also be accurately determined from the graph of the second order statistics Rs(k) based on the relative amplitude and time difference of the impulse peak and echo peak. Thus, the loop length may be determined by multiplying time difference by speed of signal propagation in the telephone loop (i.e. approximately the speed of light 299,792,458 meters/sec multiplied by a constant). Similarly, the loop taps and insertion loss may be determined by examining the change in amplitude of the TDR echo signal from the impulse signal. These loop characteristics may then be used to determine if the telephone line is capable of carrying DSL service.

[0044] The echo enhancement technique 111 in one embodiment of the invention may be implemented as software executing on statistical signal processing controller 110. In another embodiment, the echo enhancement technique 111 may be implemented for higher performance using digital and analog circuits.

[0045] While the present invention has been described with respect to a limited number of embodiments, those skilled in the art will appreciate numerous modifications and variations therefrom. It is intended that the appended claims cover all such modifications and variations as fall within the true spirit and scope of this present invention.

Claims

1. A method, comprising: receiving an echo of an impulse signal, wherein the echo includes a plurality of amplitudes; dividing the echo amplitudes into a plurality of groups; and averaging the echo amplitude across groups to determine a time delay between an impulse and its echo.

2. The method of claim 1, further comprising: finding a maximum value and corresponding maximum value index in the echo amplitudes; and performing bi-directional searching within an interval starting at the maximum value index to determine the number of echo amplitude values that fall within the interval.

3. The method of claim 2, further comprising: calculating an impulse center index, wherein the impulse center index is the average of a lowest index value that falls within the interval and a highest index value that falls within the interval; and wherein the echo amplitudes are divided into groups starting from the impulse center index as reference index.

4. The method of claim 3, further comprising: aligning the echo amplitudes by ascending order of value in each group; calculating a loop length, loop taps, and insertion loss of a telephone loop using the time delay between the impulse and its echoes; and determining using the loop length, loop taps and insertion loss if the telephone loop is capable of carrying DSL service.

5. A method, comprising: receiving an echo of an impulse signal, wherein the echo includes a plurality of amplitudes; performing a search within an interval starting at a first index to determine a number of echo amplitudes that fall within the interval; dividing the echo amplitudes into a plurality of groups starting from a second index; and averaging the echo amplitudes across groups to determine a time delay between an impulse and its echo.

6. The method of claim 5, further comprising: finding a first value and corresponding first index in the echoes; and calculating the second index, wherein the second index is the average of a lowest index value that falls within the interval and a highest index value that falls within the interval.

7. The method of claim 5, further comprising: aligning the echo amplitudes by ascending order of value in each group; calculating a loop length, loop taps, and insertion loss of a telephone loop using the time delay between the impulse and its echos; and determining using the loop length, loop taps and insertion loss if the telephone loop is capable of carrying DSL service.

8. A method, comprising: receiving an impulse signal, its echo, and noise; calculating second order statistics of the impulse signal, its echo, and noise, wherein the second order statistics reduce the noise; and determining a time and amplitude of the echo.

9. The method of claim 8, wherein the second order statistics include the autocorrelation of the impulse signal echo.

10. The method of claim 9, wherein the time and amplitude are determined from the autocorrelation.

11. The method of claim 9, further comprising: determining loop characteristics of a telephone loop using the time and amplitude of the echo; determining using the loop characteristics if the telephone loop is capable of carrying DSL service; and wherein the autocorrelation of the echo is determined by using echo that is time shifted.

12. A system, comprising: statistical signal processing logic to process a return echo signal of an impulse signal to determine a time delay between an impulse signal and the return echo; and a controller coupled to the statistical signal processing logic; and wherein the time delay between the impulse signal and the return echo is used to determine a length of a telephone loop and other loop characteristics.

13. The system of claim 12, further comprising: a signal generator coupled to the controller, wherein the signal generator to transmit the impulse signal to a telephone loop.

14. The system of claim 13, wherein the return echo signal is created by the echoes of the impulse signal traveling through the telephone loop.

15. The system of claim 13, wherein the controller using the time delay calculates the length of the telephone loop, wherein the length of the telephone loop and other loop characteristics are used to determine if the telephone loop is capable of carrying DSL service.

16. The system of claim 12, wherein the statistical signal processing logic includes time domain echo averaging circuitry.

17. The system of claim 12, wherein the statistical signal processing logic includes second order statistical echo enhancement circuitry.

18. An article comprising a storage medium storing instructions that when executed by a machine result in: receiving an echo of an impulse signal, wherein the echo includes a plurality of amplitudes; dividing the echo amplitudes into a plurality of groups; and averaging the echo amplitudes across groups to determine a time delay between an impulse and its echo.

19. The article of claim 18, wherein the instructions when executed also result in: finding a maximum value and corresponding maximum value index in the echo amplitudes; and performing bi-directional searching within an interval starting at the maximum value index to determine the number of echo amplitude values that fall within the interval.

20. The article of claim 19, wherein the instructions when executed also result in: calculating an impulse center index, wherein the impulse center index is the average of a lowest index value that falls within the interval and a highest index value that falls within the interval; and wherein the echo amplitudes are divided into groups starting from the impulse center index as reference index.

21. The article of claim 20, wherein the instructions when executed also result in: aligning the echo amplitudes by ascending order of value in each group; calculating a loop length, loop taps, and insertion loss of a telephone loop using the time delay between the impulse and its echoes; and determining using the loop length, loop taps and insertion loss if the telephone loop is capable of carrying DSL service.

22. An article comprising a storage medium storing instructions that when executed by a machine result in: receiving an impulse signal, its echo, and noise; calculating second order statistics of the impulse signal, its echo, and noise, wherein the second order statistics reduce the noise; and determining a time and amplitude of the echo.

23. The article of claim 22, wherein the instructions when executed also result in: calculating second order statistics, wherein the second order statistics include the autocorrelation of the impulse signal echo.

24. The article of claim 23, wherein the instructions when executed also result in: determining the time index and amplitude from the autocorrelation.

25. The article of claim 23, wherein the instructions when executed also result in: determining loop characteristics of a telephone loop using the time and amplitude of the echo; determining using the loop characteristics if the telephone loop is capable of carrying DSL service; and wherein the autocorrelation of the echo is determined by using echo that is time shifted.

26. An article comprising a storage medium storing instructions that when executed by a machine result in: receiving an echo of an impulse signal, wherein the echo includes a plurality of amplitudes; performing a search within an interval starting at a first index to determine a number of echo amplitudes that fall within the interval; dividing the echo amplitudes into a plurality of groups starting from a second index; and averaging the echo amplitudes across groups to determine a time delay between an impulse and its echo.

27. The article of claim 26, wherein the instructions when executed also result in: finding a first value and corresponding first index in the echoes; and calculating the second index, wherein the second index is the average of a lowest index value that falls within the interval and a highest index value that falls within the interval.

28. The article of claim 26, wherein the instructions when executed also result in: aligning the echo amplitudes by ascending order of value in each group; calculating a loop length, loop taps, and insertion loss of a telephone loop using the time delay between the impulse and its echoes; and determining using the loop length, loop taps and insertion loss if the telephone loop is capable of carrying DSL service.