4.1.2. Water Balance
Table 3 presents the summary of the water balance in the study area between 2018 and 2022. This Table shows that the KWSN has introduced the highest volume of SIV in the network, with an average value of 1,252,470 m3/year between 2018 and 2022. He is followed by the EWSN (1,064,721 m3/year), SWSN (693,605 m3/year), MWSN (439,870 m3/year), AWSN (81,879 m3/year), ZWSN (30,897 m3/year), and CWSN (27,069 m3/year). Based on this data, the water supply network can be classified into three categories: medium-size water supply networks (KWSN and EWSN) with SIV greater than 1,000,000 m3/year; small water supply networks (SWSN and MWSN) with SIV between 100,000 and 1,000,000 m3/year; and very small water supply networks (AWSN, ZWSN, and CWSN) with SIV less than 100,000 m3/year.
Table 3 also shows that the classification of the water supply network based on the UAC is similar to that based on the SIV. Indeed, the water supply network with the highest UAC value is the KWSN, with an average value of 125,412 m3/year. He is followed by EWSN (70,016 m3/year), SWSN (39,357 m3/year), MWSN (27,873 m3/year), AWSN (4,920 m3/year), CWSN (3,478 m3/year), and ZWSN (2,754 m3/year). Regarding BAC, analysis of the data in Table 3 shows that EWSN has the largest volume of BAC, with an average value of 709,616 m3/year. He is followed by KWSN (469,519 m3/year), SWSN (336,740 m3/year), MWSN (256,550 m3/year), AWSN (56,167 m3/year), ZWSN (12,532 m3/year), and CWSN (9,942 m3/year). Analysis of Table 3 also shows that the KWSN has the highest volume of water lost between 2018 and 2022, with an average value of 657,539 m3/year. He is followed by SWSN (317,508 m3/year), EWSN (285,089 m3/year), MWSN (155,448 m3/year), AWSN (20,793 m3/year), ZWSN (15,612 m3/year), and CWSN (13,649 m3/year).
Table 3
Summary in water balance in 2018–2022
Year | Water Supplied to the Network, SIV (m3/year) | Water Use for Own Needs, UAC (m3/year) | Water Sold, BAC (m3/year) | Water Loss in the Distribution System CARL (m3/year) |
Ambam water supply network (AWSN) |
2018 | 66,445 | 2,991 | 32,002 | 31,452 |
2019 | 75,342 | 9,248 | 48,449 | 17,645 |
2020 | 98,288 | 7,436 | 71,020 | 19,832 |
2021 | 99,201 | 2,982 | 72,375 | 23,844 |
2022 | 70,120 | 1,941 | 56,988 | 11,191 |
Campo water supply network (CWSN) |
2018 | 51,144 | 7,164 | 17,251 | 26,729 |
2019 | 33,473 | 2,909 | 14,010 | 16,554 |
2020 | 33,965 | 6,230 | 9,383 | 18,352 |
2021 | 11,622 | 847 | 5,443 | 5,332 |
2022 | 5,141 | 240 | 3,625 | 1,276 |
Ebolowa water supply network (EWSN) |
2018 | 1,161,920 | 127,100 | 856,780 | 178,040 |
2019 | 1,308,200 | 69,600 | 671,541 | 567,059 |
2020 | 1,037,907 | 54,913 | 756,388 | 226,606 |
2021 | 794,080 | 44,066 | 648,194 | 101,820 |
2022 | 1,021,500 | 54,400 | 615,179 | 351,921 |
Kribi water supply network (KWSN) |
2018 | 519,495 | 127,422 | 206,944 | 185,129 |
2019 | 1,494,924 | 227,891 | 310,197 | 956,836 |
2020 | 1,255,324 | 78,251 | 439,247 | 737,826 |
2021 | 1,736,683 | 115,926 | 744,428 | 876,329 |
2022 | 1,255,925 | 77,572 | 646,777 | 531,576 |
Meyomessala water supply network (MWSN) |
2018 | 274,899 | 23,568 | 205,426 | 45,905 |
2019 | 313,046 | 44,492 | 249,591 | 18,963 |
2020 | 542,947 | 26,247 | 255,910 | 260,790 |
2021 | 619,535 | 28,554 | 329,275 | 261,706 |
2022 | 448,925 | 16,503 | 242,547 | 189,875 |
Sangmélima water supply network (SWSN) |
2018 | 498,024 | 12,200 | 211,859 | 273,965 |
2019 | 721,151 | 43,960 | 288,748 | 388,443 |
2020 | 812,778 | 48,258 | 395,245 | 369,275 |
2021 | 789,584 | 52,119 | 435,826 | 301,639 |
2022 | 646,487 | 40,248 | 352,023 | 254,216 |
Zoétélé water supply network (ZWSN) |
2018 | 31,355 | 2,924 | 12,185 | 16,246 |
2019 | 28,878 | 3,565 | 14,571 | 10,742 |
2020 | 34,211 | 3,114 | 17,136 | 13,961 |
2021 | 33,590 | 1,667 | 2,617 | 29,306 |
2022 | 26,453 | 2,498 | 16,151 | 7,804 |
4.1.3. Pipe Failure Rate
The failure intensity index is one of the most important indices for assessing the technical condition of a water supply network (Ociepa et al. 2019). Table 4 presents the mean values of the failure intensity index in the water supply networks analyzed.
Table 4
Mean values of failures intensity
Water supply network | Failure Intensity λ (failure/km/year) | Mean | Median | Min | Max |
2018 | 2019 | 2020 | 2021 | 2022 |
Ambam | 10.79 | 24.32 | 30.07 | 22.16 | 22.30 | 21.93 | 22.30 | 10.79 | 30.07 |
Campo | 15.12 | 8.51 | 2.02 | 19.48 | 2.35 | 9.50 | 8.51 | 2.02 | 19.48 |
Ebolowa | 6.50 | 8.12 | 8.05 | 8.85 | 5.05 | 7.31 | 8.05 | 5.05 | 8.85 |
Kribi | 6.80 | 12.65 | 10.05 | 6.42 | 5.30 | 8.25 | 6.80 | 5.30 | 12.65 |
Meyomessala | 0.77 | 1.35 | 1.81 | 1.84 | 1.01 | 1.36 | 1.35 | 0.77 | 1.84 |
Sangmélima | 2.41 | 3.56 | 2.03 | 2.95 | 1.74 | 2.54 | 2.41 | 1.74 | 3.56 |
Zoétélé | 0.75 | 3.74 | 1.93 | 7.35 | 4.24 | 3.60 | 3.74 | 0.75 | 7.35 |
The analysis of the data in Table 4 shows that the failure intensity index generally presents a sawtooth evolution in all the networks studied. The Ambam water supply network has the highest failure intensity index, with an average value of 21.93 failures per km per year. He is followed by the Campo water supply network (9.50 failures per km/year), the Kribi water supply network (8.25 failures per km/year), the Ebolowa water supply network (7.31 failures per km/year), the Zoétélé water supply network (3.60 failures per km/year), the Sangmélima water supply network (2.54 failures per km/year), and the Meyomessala water supply (1.36 failures per km/year).
According to the recommendation of the standard PN-EN 60300-3-4:2008, the failure intensity index should not exceed 0.3 failure per km/year for main lines and 0.5 failure per km/year for distribution lines (Gwodziej-Mazur and Witochowski 2021). In this study, all the analyzed water supply networks didn’t meet this criteria. This leads to the conclusion that the water supply networks studied are not technically in good condition. Water losses in the water supply network, on the other hand, are determined not only by the number of failures but also by the rate and duration of water outflow from the broken pipe. The diameter of the hole and the pressure in the network, in turn, affect the outflow rate (Ociepa 2021; Rak and Misztal 2017; Rak and Sypie´n 2013).
4.1.4. Water Loss Indices
Table 5 presents water loss indices for the water supply networks analyzed. Analysis of the percentage water loss indices (Table 5) reveals that all the water supply networks in the analyzed five years have achieved mixed results, with values ranging from 6.06–87.25%. The highest average value of water indices was achieved by KWSN (50.19%), followed by ZWSN (49.31%), SWSN (46.37%), CWSN (45.29%), MWSN (31.07%), AWSN (26.19%), and EWSN (25.56%). Guérin-Schneider (2001) considers the percentage of water loss indices as good (between 0 and 20%), medium (between 20% and 30%), weak (between 30% and 40%), and very weak (greater than 40%). According to the above interpretation and based on the average value of WS, the AWSN and the EWSN have achieved medium performance. The MWSN has achieved a weak performance, while the other water supply networks (CWSN, KWSN, SWSN, and ZWSN) have achieved a very weak performance. However, it should be stressed that only utilizing the water loss rate index to assess excessive loss is insufficient. Furthermore, the value of the indicator is influenced by the amount of water utilized to meet the needs of the water supply facility itself, which is provided as an estimate by the facility. It is not suggested to use it to compare water loss in different water distribution systems for these reasons (Ociepa 2021). It can only be used to evaluate the variation of water loss over time in the same water distribution system (Kwietniewski 2013).
Analysis of the NRWB index values presented in Table 5 also reveals that this index has achieved mixed results in all the studied water supply networks, with values ranging from 18.37–92.21%. KWSN (62.01%) had the highest average value of water indices, followed by ZWSN (58.35%), CWSN (55.89%), SWSN (51.83%), MWSN (38.25%), AWSN (32.21%), and EWSN (32.04%). These average values of NRWB are higher than the average values reported for the Cameroonian systems except for AWSN and EWSN, where the value of NRWB is below the average value of the Cameroonian water supply system. According to AfWA and USAID (2015), the average NRWB for Cameroonian water supply systems is around 33%. In developing countries, the NRWB threshold for high-performing water utilities is believed to be around 23% (Singh et al., 2014), 15% in North America, and 13% in Western Europe (Chini and Stillwell, 2018). NRWB index values greater than 23% were found in all of the water supply networks studied. This finding is consistent with findings from other studies in Sub-Saharan Africa, where NRWB ranged from 25% in Western Africa to 41% in Eastern Africa (Minlo et al., 2023; Mvongo et al., 2023; Hoko and Chipwaila, 2017; Harawa et al., 2016; AfWA and USAID, 2015).
The real leakage balance index (RLB), which measures water losses per day per water supply connection, has achieved mixed results in all the studied water supply networks, with values ranging from 27.31 to 2,916.30 dm3/connection/day. The greatest average value of RLB indices was found in MWSN (1,703.99 dm3/connection/day), followed by KWSN (525.42 dm3/connection/day), SWSN (407.50 dm3/connection/day), CWSN (312.12 dm3/connection/day), ZWSN (151.71 dm3/connection/day), AWSN (107.01 dm3/connection/day), and EWSN (103.92 dm3/connection/day). According to Ociepa et al. (2019), the permitted daily water losses per water supply connection are assumed to be 100 m3/connection/day. In light of the foregoing, all water supply networks performed poorly. Furthermore, the unit water loss per capita, with values ranging from 0.68 to 46.10 dm3/inhabitant/day, demonstrates the poor condition of the investigated water supply networks. The highest average value of unit water loss indices was found in MWSN (17.54 dm3/inhabitant/day), followed by KWSN (15.12 dm3/inhabitant/day), SWSN (10.05 dm3/inhabitant/day), EWSN (8.26 dm3/inhabitant/day), ZWSN (8.04 dm3/inhabitant/day), CWSN (7.28 dm3/inhabitant/day), and AWSN (1.60 dm3/inhabitant/day).
Another analyzed index was the unit water loss index per kilometer (qs) of water supply system. The highest average value of unit water loss index per kilometer was found in KWSN (2.70 m3/km/h), followed by SWSN (0.87 m3/km/h), EWSN (0.72 m3/km/h), MWSN (0.68 m3/km/h), AWSN (0.43 m3/km/h), CWSN (0.22 m3/km/h), and AWSN (0.14 m3/km/h). According to Guérin-Schneider (2001), the unit water loss index per kilometer for a water supply system with fewer than 5,000 service connections should be less than 0.21 m3/km/h. Only the AWSN did well in terms of unit water loss, according to this assessment.
Table 5
Water loss indices for the Kribi water distribution network
Year | WS (%) | Qlos (dm3/inhabitant/day) | RLB (dm3/connection/day) | NRWB (%) | qo (m3/(km.h) |
Ambam water supply network (AWSN) |
2018 | 47.34 | 2.43 | 172.00 | 51.84 | 0.65 |
2019 | 23.40 | 1.36 | 95.35 | 35.69 | 0.36 |
2020 | 20.20 | 1.53 | 102.71 | 27.74 | 0.41 |
2021 | 24.00 | 1.84 | 119.21 | 27.04 | 0.49 |
2022 | 16.00 | 0.86 | 45.76 | 18.73 | 0.23 |
Campo water supply network (CWSN) |
2018 | 52.26 | 14.25 | 625.90 | 66.27 | 0.43 |
2019 | 49.45 | 8.83 | 381.12 | 58.15 | 0.26 |
2020 | 54.03 | 9.78 | 412.13 | 72.37 | 0.29 |
2021 | 45.88 | 2.84 | 114.13 | 53.17 | 0.09 |
2022 | 24.82 | 0.68 | 27.31 | 29.49 | 0.02 |
Ebolowa water supply network (EWSN) |
2018 | 15.32 | 5.16 | 115.53 | 26.26 | 0.45 |
2019 | 43.35 | 16.42 | 356.82 | 48.67 | 1.44 |
2020 | 21.83 | 6.56 | 135.41 | 27.12 | 0.57 |
2021 | 12.82 | 2.95 | 50.13 | 18.37 | 0.26 |
2022 | 34.45 | 10.19 | 169.87 | 39.78 | 0.89 |
Kribi water supply network (KWSN) |
2018 | 35.64 | 4.26 | 170.95 | 60.16 | 0.76 |
2019 | 64.01 | 22.00 | 821.78 | 79.25 | 3.93 |
2020 | 58.78 | 16.97 | 600.55 | 65.01 | 3.03 |
2021 | 50.46 | 20.15 | 656.52 | 57.14 | 3.60 |
2022 | 42.33 | 12.22 | 377.30 | 48.50 | 2.19 |
Meyomessala water supply network (MWSN) |
2018 | 16.70 | 46.10 | 551.61 | 25.27 | 0.20 |
2019 | 6.06 | 19.04 | 219.21 | 20.27 | 0.08 |
2020 | 48.03 | 261.91 | 2,916.30 | 52.87 | 1.14 |
2021 | 42.24 | 262.83 | 2,800.79 | 46.85 | 1.15 |
2022 | 42.30 | 190.69 | 2,032.05 | 45.97 | 0.83 |
Sangmélima water supply network (SWSN) |
2018 | 55.01 | 8.67 | 381.59 | 57.46 | 0.77 |
2019 | 53.86 | 12.30 | 513.87 | 59.96 | 1.09 |
2020 | 45.43 | 11.69 | 469.04 | 51.37 | 1.04 |
2021 | 38.20 | 9.55 | 368.60 | 44.80 | 0.78 |
2022 | 39.32 | 8.05 | 304.41 | 45.55 | 0.66 |
Zoétélé water supply network (ZWSN) |
2018 | 51.81 | 8.37 | 169.88 | 61.14 | 0.14 |
2019 | 37.20 | 5.53 | 110.64 | 49.54 | 0.10 |
2020 | 40.81 | 7.19 | 137.59 | 49.91 | 0.12 |
2021 | 87.25 | 15.10 | 269.43 | 92.21 | 0.26 |
2022 | 29.50 | 4.02 | 71.03 | 38.94 | 0.07 |
The Infrastructure Leakage Index (ILI) can be used to compare different water distribution systems. The ILI is a ratio-the lower the ILI, the better managed the water network is, and a high ILI indicates that the water network is poorly managed (Winarni 2009). Figure 2 presents the evolution of the ILI between 2018 and 2022.
Figure 2 shows that the ILI in the EWSN is below the upper limit for good conditions according to IWA criteria (ILI ≤ 2.5) and the WBI Banding for developing countries (ILI ≤ 4), with a range of values between 0.02 and 0.55. It implies good conditions for the EWSN. The ILI index is above the upper limit for good conditions according to IWA criteria, and the WBI banding in the MWSN and ZWSN has a range of values from 23.94 to 122.65. In the KWSN, ILI index values are higher than the upper limit for good conditions according to IWA criteria. They are also higher than the upper limit for good conditions according to WBI banding criteria for developing countries, except in 2021, where the ILI is below the limit. In the other water supply networks (AWSN, CWSN, and SWSN), the ILI presents a sawtooth evolution. In the AWSN, values range from 1.69 to 5.03, while in the CWSN, values range from 0.53 to 9.46. In the SWSN, values range from 0.66 to 8.80.
The range value of ILI (0.02 to 122.65) in the study area is similar to those reported in Sub-Saharan Africa. According to AfWA and USAID (2015), the ILI in Sub-Saharan Africa ranges from over 1500 in one state in Nigeria to as low as 1.0 in the Ugandan town of Entebbe, indicating the continent's vast variety of water network management competency (and incompetence). The ILI index, on the other hand, should be utilized when the number of connections exceeds 5,000, the density of connections exceeds 20 per km of water supply network, and the network pressure is at least 0.25 MPa (McKenzie and Lambert 2003). In 2021 and 2022, only EWSN fits these standards. As a result, ILI index findings should be interpreted with extreme caution.
The hydraulic load index for the water supply network was taken into consideration in the water loss study. Table 6 presents the hydraulic load index for the water supply networks analyzed.
Table 6
Hydraulic load index for the water supply network analysed
Water supply network | Hydraulic load index q0 (m3/km/day) | Mean | Median | Min | Max |
2018 | 2019 | 2020 | 2021 | 2022 |
Ambam | 26.19 | 29.70 | 38.75 | 39.11 | 27.64 | 32.28 | 29.70 | 26.19 | 39.11 |
Campo | 15.69 | 10.27 | 10.42 | 3.57 | 1.58 | 8.30 | 10.27 | 1.58 | 15.69 |
Ebolowa | 56.71 | 63.85 | 50.53 | 38.66 | 49.73 | 51.90 | 50.53 | 38.66 | 63.85 |
Kribi | 41.00 | 118.00 | 99.09 | 137.08 | 99.13 | 98.86 | 99.13 | 41.00 | 137.08 |
Meyomessala | 23.10 | 26.31 | 45.63 | 52.07 | 37.73 | 36.97 | 37.73 | 23.10 | 52.07 |
Sangmélima | 26.95 | 39.02 | 43.98 | 39.10 | 32.01 | 36.21 | 39.02 | 26.95 | 43.98 |
Zoétélé | 5.35 | 4.93 | 5.84 | 5.73 | 4.52 | 5.27 | 5.35 | 4.52 | 5.84 |
Table 6 shows that the highest average value of hydraulic load index was found in KWSN (98.86 m3/km/day), followed by EWSN (51.90 m3/km/day), MWSN (36.97 m3/km/day), SWSN (36.21 m3/km/day), AWSN (32.28 m3/km/day), CWSN (8.30 m3/km/day), and ZWSN (5.27 m3/km/day). Water losses in a distribution system are proportional to the hydraulic load of the network (Ociepa 2021). In general, reducing network load results in reduced water loss. However, a review of the hydraulic load indices in the examined water supply network reveals a sawtooth evolution, making a clear relationship between load and water losses impossible to establish.