Urbanization, climate change, and aging infrastructure present critical challenges for water distribution networks (WDNs). To address the dual objectives of resilience and water quality in WDNs, this work explores the potential of real-time topological adaptation in WDNs to combine the benefits of both looped and branched networks. Leveraging remote-controlled valves, the proposed methodology dynamically reconfigures looped networks into branched topologies, combining the benefits of both configurations. Applied to the EPANET Net3 benchmark model, this approach reduced water age from 33.6 h to as low as 8.6 h in critical sections, significantly improving water quality while maintaining serviceability. Critical link analysis (CLA) identified optimal pipe closures, revealing that only 7 out of 117 pipes were pivotal for quality enhancement. This study also introduces an operational planning tool for WDN operators, which can be further enhanced with emerging technologies like digital twins, to advance adaptability and performance. The findings offer a practical framework for improving WDN resilience and water quality, addressing infrastructure challenges effectively.

  • The study is based on the real-time approach to the network's management with topology adaptation.

  • Looped and branched network topologies are used for improving the network's performance.

  • An innovative planning tool for water distribution network operators is presented.

  • Water quality can be significantly improved without an impact on serviceability.

  • Highlight the advantages of using emerging technologies.

Water distribution networks (WDNs) are essential infrastructure systems responsible for supplying potable water to communities. Ageing water infrastructure in the developed world concerns engineers and policymakers for multiple reasons (Makropoulos et al. 2008a; Baird 2010; Butler et al. 2018). These critical networks are now challenged by ageing urbanization and climate change (Makropoulos & Butler 2010; Nikolopoulos et al. 2021; Goliopoulos et al. 2022).

Water losses detected in the WDNs during the past years, along with problems related to serving the demand, have been a priority for the water utility companies for environmental, sustainability, financial, and many other reasons (Makropoulos et al. 2008b; Latinopoulos 2014; Blocher et al. 2020). In 2018, Thames Water was ordered to pay out £120 million to compensate customers for poor leakage management (BBC 2018). Infrastructure resilience, including WDNs, is also at the core of the post-pandemic recovery funding packages in the US (NYT 2021) and the EU (EU 2021). WDN's resilience is defined as the ability of the WDN to meet the customer's demand without interruptions and recover from failures (Makropoulos et al. 2018; Rokstad et al. 2023). Furthermore, the treatment of water is more developed, but ageing water networks cannot always ensure the distribution of water with the same quality as the treatment plants (Mohammed et al. 2021).

As new challenges are presented, water utilities are trying to improve their operation by offering high levels of resilience and water quality (Sakellari et al. 2005; Baki et al. 2018; Makropoulos & Savíc 2019). Several strategies have been proposed to improve the resilience and serviceability of WDNs, as well as to improve the water quality. These studies have been focusing on dynamic network topologies to improve the network's operation (Wright et al. 2015a, b, c; Marsili et al. 2023; Anchieta et al. 2024) or water quality network optimization (Brentan et al. 2021; Shmaya & Ostfeld 2022). Serviceability is the ability of the water networks to continue offering reliable services to customers (Ofwat 2012). Moreover, throughout the past decades, several metrics have been developed to assess the performance of WDNs (Makropoulos & Butler 2004; Behzadian et al. 2014). One of the main ways to tackle these challenges is to intervene in the topology of the networks.

WDN's resilience can be achieved by improving connectivity and redundancy of the network (Wright et al. 2014; Ulusoy et al. 2020). Sometimes, minimizing leakage with pressure management and reaching high resilience in the network can be contradictory objectives (Wright et al. 2015a, b, c). For wealthier countries, the resilience of the WDNs is one of the priorities, because of the deterioration of the infrastructure without sufficient investment for replacing components (Hoult et al. 2009; Makropoulos 2017; Nikolopoulos et al. 2020). Folkman (2018) stated that pipe breaks increased by 27% in the US between 2012 and 2018, and 16% of the total installed water mains are beyond their useful life.

Problems of water quality deterioration and water age are rapidly increasing globally (Barros et al. 2023), and it is the time taken for the water to travel from the source to the consumption locations within the distribution system (Monteiro et al. 2021). Water quality is affected by several parameters, such as treatment process, pipe material and age, hydraulic conditions, environmental conditions, and residence time (Armand et al. 2018). Water age is a common metric for assessing water quality (Mabrok et al. 2022), and the optimal values of water age to achieve the best water quality performance are less than 10 h (Monteiro et al. 2021). In the past few years, pressure control and district metering areas design are used to control water losses, but both are reducing water velocities in the WDNs (Giustolisi et al. 2023). Also, the problems of water quality are developing in countries where the WDN becomes deteriorated due to various physical, environmental, and operational factors, including aging infrastructure (Kim et al. 2022).

Two primary configurations for WDNs, looped and branched, have been widely employed while trying to support the new problems of the WDNs (Gibson & Karney 2023). Branched networks are simpler in terms of design and maintenance due to the straightforward layout, and the construction cost is lower (Martínez 2010).

A significant category of branched networks is the self-cleaning networks and is getting more popular, as water quality is becoming a more important concern for water utilities (Jenks et al. 2023a). Self-cleaning networks use cutting-edge technology, smart sensors, and software to smartly manage and ensure water quality (Jenks et al. 2023b). On the other hand, branched networks have reduced redundancy and a higher risk in serviceability, especially in disruptive scenarios like pipe bursts or even for maintenance reasons.

Looped networks have been used more widely in the past few decades since the looped topology made the water utilities more confident about supplying consumers with enough water and ensuring redundancy (Martínez-Rodríguez et al. 2011).

Looped networks are characterized by interconnected pipelines that form closed loops, offer several advantages (Saleh & Tanyimboh 2013). Looped networks provide multiple pathways for water flow, reducing the risk of service interruption due to disruptive events like pipe breaks or maintenance activities (Martínez-Rodríguez et al. 2011). Thus, looped network offers higher levels of resilience and redundancy in the WDNs, which leads to higher levels of serviceability (Vertommen et al. 2022). The resilience of the infrastructure is a relatively new concept, but many definitions and extensive research can be found (Timashev 2015; Doorn et al. 2019; Quitana et al. 2020), which mainly focus on the absorption, adaptation, and recovery from a failure. For wealthier countries, the resilience of the WDNs is one of the priorities, because of the deterioration of the infrastructure without sufficient investment for replacing components (Hoult et al. 2009). Depending on the network topology and other characteristics, looping promotes better water mixing, reducing the likelihood of stagnant zones and improving water quality.

However, building looped networks can be more expensive due to the need for additional pipelines and infrastructure (Zischg et al. 2018). Moreover, maintaining and repairing looped networks can be more challenging due to the interconnected nature of the system (Berardi et al. 2022). These networks are considered more complicated (Banõs et al. 2010).

Taking all of the above into consideration, it would be accurate to say that branched networks have the advantages of lower construction cost and better water quality, whereas looped networks have the advantage of increased resilience and redundancy of the network, which makes them easier to operate during disruptive events.

Furthermore, technology has been developed rapidly over the past two decades (Ciliberti et al. 2023) and is now offering water utilities new tools for WDN's management in real time (Loureiro et al. 2014; Tsiami & Makropoulos 2021). The water utilities are now able to interfere in the WDN's topology during its operation to achieve the optimal balance between serviceability, water quality, and facing disruptive events efficiently (Abraham et al. 2017).

The novelty of this study is based on the real-time approach to the network's management with topology adaptation, based on the branched and looped topology. To the best of our knowledge, this is the first study to propose real-time network operation based on water quality, for adjusting the WDN's operation and proposing a planning tool for the WDN's operators, and the first study that focuses on combining the advantages of both branched and looped networks.

Some studies, which are using the real-time approach, focus on cost and energy reduction (Shamir & Salomons 2008) or improving pressure and operation during disruptive events like bursts and leaks (Allen et al. 2011; Wang et al. 2015; Abu-Mahfouz et al. 2019; Creaco et al. 2019; Kalyanapu et al. 2023). None of these studies focuses on real-time operation to improve water quality while maintaining the same serviceability.

The present study aims to optimize the WDN's operation by adapting its topology in real time. The study includes making changes in the network's topology by using remote-controlled valves to make branched topologies in looped networks to combine the advantages of both topologies. Both serviceability and water quality are assessed for each situation. Finally, a conceptual operational plan is proposed to the water utility professionals to improve each WDN's performance.

The EPANET benchmark network Net3 was chosen to evaluate the applicability of the proposed method (Rossman 2016). The Net3 water network is based on the North Marin Water District in Novato, CA. The system has an average demand of 4.9 MGD, serves a population of around 64,000 people over an area of about 100 mi2. The network has 2 raw water sources, 2 pump stations, 3 elevated storage tanks, 92 nodes, and 117 pipes. The network was first published by Clark et al. (1994), since then it has been frequently used for water quality, chlorine residual, and disinfection byproduct formation modeling in the literature.

Net3 is chosen because it is a simple network, and the results of the analysis can be presented clearly. Moreover, it includes both looped and branched topologies, and the water quality varies between the different parts of the WDN. The network's main elements and topology are presented in Figure 1.
Figure 1

Net3 topology and water sources.

Figure 1

Net3 topology and water sources.

Close modal

The software used for this study was EPANET, for modifications and simulations on the WDN, along with Python Spyder, for specific orders and the presentation of the results. Libraries used in Python included ‘numpy’ for mathematical operations, ‘pandas’ for data analysis, ‘matplotlib’ for the presentation of the analysis, and ‘wntr’ and ‘network’ for the network's simulation. EPANET was chosen to model the water distribution system, and the use of Python was selected to make specific functionalities as described below and improve the presentation of the results. Using the relevant libraries in Python improved the simulation duration and made the criticality analysis easier.

The demand of the network for the whole week of the simulation and for the first 24 h is presented in Figure 2. Negative demands on the figure indicate that water is entering the network (EPANET 2020).
Figure 2

Total demand of the network per hour for the duration of the simulation and for the first 24 h.

Figure 2

Total demand of the network per hour for the duration of the simulation and for the first 24 h.

Close modal

Moreover, the total network demand of the first day is presented in Figure 2. The maximum total demand is presented at 14 h, whereas the minimum total demand is presented at 4 h.

Figure 3 includes the demand of the nodes at 4 and 14 h, when the minimum and maximum demand of the networks are observed.
Figure 3

Demand of WDN's nodes during maximum and minimum demand (in GPM).

Figure 3

Demand of WDN's nodes during maximum and minimum demand (in GPM).

Close modal
As shown in Figure 4, the network has a mixed topology, including both looped and branched parts. Area 1 is looped, and Areas 2 and 3 are branched. Especially, Area 3 has several pipes which are critical since the flow has no alternative. Critical pipes are considered the pipes that would lead to significant serviceability issues if removed. These parts of the network are vulnerable to disruptive events.
Figure 4

Areas of Net3.

For each area, critical pipes were shown during this study. Pressure-dependent analysis was chosen for the simulations because it simulates the real condition of a WDN, and the relationship between nodal pressure and discharge is considered (Shirzad 2020). The pressure threshold for the analysis was set at 30 psi.

The first step is to show critical pipes of the network, by testing their impact in disruptive events. Pipe criticality is evaluated based on a critical link analysis (CLA), which performs pressure-dependent analysis for each pipe closure of the network. CLA shows which pipes should not be closed to achieve maximum serviceability. The CLA is commonly used by water companies to identify which links are crucial for the operation of the network. The implementation of CLA involves closing each link of the network and assessing the impact on the network. For links (pipes) that are preferred to stay closed or close occasionally, valves should be introduced. The CLA was implemented on the network with a loop of all pipes removed one by one, then simulating the network and assessing the serviceability and the water quality.

At this point, it is important to mention that since the CLA shows the result of a pipe closure, it is considered to be a very accurate metric for the impact during the repair period of the pipe (Wright et al. 2015a, b, c), when the pipe needs to be isolated to repair it and a very accurate metric for the impact of significant bursts which lead to large water losses. The main limitation of the methodology is that the results are not accurate for smaller leaks or bursts, which are also important disruptions but are minor.

At the same time, during the implementation of the CLA, for each pipe closure, the average quality of the network is calculated and compared with the average quality of the network without any pipe closure. The water age, which is a major factor for quality deterioration in water distribution systems, is used to assess water quality in our case.

This methodology enables the WDN operator to spot which pipes can be closed with remote-controlled boundary valves to improve.

Finally, the results of the simulations should be considered to decide whether some loops of the network can be closed to create a branched network and include the advantages of both network topologies. An operational planning tool is created for network operators to improve the network's resilience and water quality by creating branched sections in looped networks. This study evaluates the results of the simulation to create an operational action plan for the WDN operators to optimize the resilience and the quality of the network by adapting the network's topology in real time.

In this section, the results of the simulations are presented and interpreted. The first part includes the investigation of the advantages and disadvantages of creating branched topologies in looped networks. The second part uses these results to implement a more structured methodology to add remote-controlled boundary valves in a WDN to improve its water quality without reducing its resilience and redundancy.

Figure 5 shows the results of the CLA by displaying the number of junctions impacted by low-pressure conditions when each pipe is closed.
Figure 5

CLA results: Number of nodes impacted by low-pressure conditions for each pipe closure.

Figure 5

CLA results: Number of nodes impacted by low-pressure conditions for each pipe closure.

Close modal

The result of the analysis shows that the pipes are more critical and would create more problems during a disruptive event. This figure (Figure 5) also shows that the river is a much more important water source than the lake, some pipes are critical for the serviceability of the network, and some points where loops are improving the network's resilience. Moreover, Figure 5 indicates that the pipes that lead to serviceability issues when they are removed are not suitable for closure to improve water quality. On the other hand, the dark blue pipes show that their closure would not lead to problems with the serviceability of the network, making them suitable for closing them.

The network's operator could add some links by extending the network to improve resilience, especially near the pipes, which are very critical for the network. Moreover, the network's pressure varies between different moments.

Figure 6 represents the network's pressure before and after pipe ‘229’ is removed. Pipe ‘229’ is the pipe that has a valve icon added on the simulations after the pipe removal. The removal is shown in Figure 6 by using a closed valve symbol on the closed pipe. As expected from the CLA performed, this pipe is considered critical for the network, and its closure impacts several pipes. Moreover, it is observed that closing pipe ‘229’ not only reduces the network's serviceability but also increases the network's pressure to achieve the best possible serviceability. Both time slots, 2 and 5 h, are presented to show that the impact on the network's serviceability is immediate and permanent. This is another important issue that is not acceptable for network operation, since increasing the pressure could lead to more disruptive events like pipe breaks or bursts.
Figure 6

Pressure on WDN's nodes before and after the pipe ‘229’ closure (psi).

Figure 6

Pressure on WDN's nodes before and after the pipe ‘229’ closure (psi).

Close modal
On the other hand, Figure 7 shows that when pipe ‘229’ is removed, the water quality of the whole Area 3 of the network is significantly improved. This result confirms that closing a pipe to create more branched sections in looped networks can be useful to improve the water quality. However, even if the water quality is upgraded, supplying the section of the network only with one pipe when a boundary valve is installed on pipe ‘229’ is risky, because in case of a burst or a similar disruptive scenario, the whole section could face serviceability issues until the valve opens and the section is supplied from pipe ‘229’ again.
Figure 7

Water quality (age) before and after the pipe ‘229’ removal (water age is presented in hours with color bar's min = 0 h and max = 100 h).

Figure 7

Water quality (age) before and after the pipe ‘229’ removal (water age is presented in hours with color bar's min = 0 h and max = 100 h).

Close modal

Thus, the pipe removal was efficient in creating a branched network with improved water quality, but closing the pipe could lead to problems with the network's serviceability. The following step is to test the impact of pipe removal at pipe ‘204’, which is the alternative for creating a branched network at Area 3. Pipe ‘204’ is the pipe that has a valve icon added on the simulations after the pipe removal.

Figure 8 represents the network's pressure before and after pipe ‘204’ is removed. The removal is shown in Figure 8 by using a closed valve symbol on the closed pipe. As expected from the CLA performed, this pipe is not critical for the network, and its closure does not lead to serviceability issues. Closing pipe ‘204’ is not reducing the network's serviceability and does not change the pressure of the nodes significantly.
Figure 8

Pressure of the WDN's nodes before and after the pipe ‘204’ closure (psi).

Figure 8

Pressure of the WDN's nodes before and after the pipe ‘204’ closure (psi).

Close modal
Figure 9 shows that when pipe ‘204’ is removed, the water quality of the whole Area 3 of the network is significantly improved. This result confirms that closing a pipe to create more branched sections in looped networks can be useful to improve the water quality. Blue color on the nodes of Area 3 indicates that the water age has been significantly reduced.
Figure 9

Water quality before and after pipe ‘204’ removal (water age is presented in hours with color bar's min = 0 h and max = 100 h).

Figure 9

Water quality before and after pipe ‘204’ removal (water age is presented in hours with color bar's min = 0 h and max = 100 h).

Close modal

These results prove that the pipe could be closed with a remote-controlled valve and open only when pressure issues occurred, or during disruptive events. However, supplying the section of the network only with one pipe when a boundary valve is installed on pipe ‘204’ is risky, because in case of a burst or a similar disruptive scenario, the whole section could face serviceability issues until the valve opens and redundancy is achieved again. This means that the pipe can improve the resilience of this section of the network, but the data availability and communication, which are related to disruptive events (bursts, fire hydrants, etc.), should be developed to an acceptable level.

The network's quality is measured in all cases as the average water age. When both pipes are open and operating, the average water age in the network is 33.6 h. When pipe ‘229’ is removed, the average water age in the network is 16.7 h, and when pipe ‘204’ is removed, the average water age in the network is 23.4 h.

This comparison highlighted that there should be a balance between serviceability and quality improvement. This study focused on keeping high levels of the network's resilience and serviceability as a priority for the operator and trying to create a branched topology to improve the quality.

Figure 10 shows the impact of the network when each network's link is removed. In more detail, for the methodology presented above, for each pipe removal, the water age of the network was calculated, as well as the number of nodes with low pressure. Thus, in Figure 10, each link is presented as a dot, placed on the y-axis based on the average water age of the WDN when the link is closed, and on the x-axis based on the number of nodes with low pressure at the same time. This means that the pipes that have even a small number on the x-axis can lead to serviceability issues when they are closed, and they should be categorized as non-suitable for closure to achieve better quality. The other pipes that do not lead to significant serviceability issues are also categorized based on the influence that their closure can have on the network's quality.
Figure 10

Visualization of the impact of each pipe closure on serviceability and water quality.

Figure 10

Visualization of the impact of each pipe closure on serviceability and water quality.

Close modal

The pipes that are in the blue area are the ones that create serious serviceability issues when they are closed, and their closure is not considered for quality improvement. The pipes that are in the yellow area are not critical for serviceability, but their closure does not improve the water quality significantly. The pipes in the green area can be closed, since their closure is not critical for serviceability, but when they are closed, the network's quality is greatly improved. The separation of Figure 10 in these sections is chosen as a proposed operational strategy in this study and could be modified based on the WDN operator's priorities.

Figure 11 presents these pipes highlighted in green in the previous figure. It is obvious that the green pipe indicates that the network can operate only with one water source, the river. Moreover, the orange pipes, which are the preferred pipes for closure, cannot be closed at the same time since some nodes will not be reached. Thus, a selection of these pipes should be chosen for closure. The pipes chosen, based on Figure 10, are the pipes ‘109’, ‘187’, and ‘204’, which led to better water quality.
Figure 11

Pipes that can be closed to improve water quality.

Figure 11

Pipes that can be closed to improve water quality.

Close modal
Finally, Figure 12 presents the pipes that should be closed to achieve optimal water quality and keep the network's serviceability. The network's average water age, when closing these three pipes, is decreased to 8.6 h, which is a significant reduction.
Figure 12

Pipes with boundary valves.

Figure 12

Pipes with boundary valves.

Close modal
The network's water quality before and after the pipes' closure is shown in Figure 13.
Figure 13

Water quality before and after adding boundary valves (water age is presented in hours with color bars min = 0 h and max = 100 h).

Figure 13

Water quality before and after adding boundary valves (water age is presented in hours with color bars min = 0 h and max = 100 h).

Close modal

The proposed methodology significantly reduces the water age, achieves high performance, and keeps the network's serviceability and resilience. However, installing remote-controlled boundary valves on the network increases the risk of not meeting demand, especially during disruptive scenarios. This is the reason why remote-controlled boundary valves are chosen instead of simple boundary valves, so that in case of a disruptive event, the valves can open to increase the redundancy of the network.

Based on the above steps, which improve water's quality by keeping the maximum serviceability, Figure 14 presents the actions that a WDN's operator should follow, to create a planning tool for enhancing WDN's quality, including the following steps:
  • (1) Actions before evaluating criticality

Figure 14

Planning tool for WDN operators.

Figure 14

Planning tool for WDN operators.

Close modal

The network's operator should focus on preventing supply interruptions. The risk of supply interruptions can only be minimized if loops are added on the network at the parts of the network that present a branched topology.

  • (2) Evaluating the network's criticality and water quality

A CLA of the network should be performed by successive pipe removals of all pipes, and assess the serviceability and the water quality of the WDN. The serviceability is measured with the number of nodes that occur low-pressure conditions during a pipe closure. The water quality is measured using the average water age of the network.

  • (3) Creating branched topologies

Branched topologies should be created in looped networks to improve water quality. The results of the CLA performed in step 2 should be evaluated, considering the network's special characteristics and the operator's priorities. At this stage, potential critical customers should also be considered. Remote-controlled boundary valves should be added at the pipes chosen by the WDN's operator to create branched topologies. The boundary valves should be able to open immediately in case of a disruptive event. The cost of the implementation should be feasible, taking into account that in Net3, which, as mentioned before, serves a population of around 64,000 people, only three remote-controlled boundary valves should be installed. However, the cost would definitely vary depending on the network's topology. However, if more valves were to be installed, the water operator could still prioritize the most important ones based on the analysis (Figure 10) and choose to install as many valves as it would be affordable for the water company.

Finally, the efficiency and usefulness of the planning tool can be maximized along with the existence of a credible digital twin of the network, which will be updated with continuous data from the network's performance in real time.

Digital twins are emerging technologies that include topological data, along with data from SCADA, sensors, meters, and other sources (Brasil et al. 2022) to reproduce real-time models of the water networks (Ramos et al. 2022, 2023; Mücke et al. 2023; Sinagra et al. 2023). These models, along with other technologies, can optimize the WDN's operation and assist the operator's decision-making ability (Brahmbhatt et al. 2023).

Digital twins can be useful tools for the implementation of the near real-time operation, which – until now – has been achieved in very few studies and remains very simplistic (Creaco et al. 2019). In more detail, digital twins enable the operator to make the simulations presented in this study, to spot the best pipes for remote-controlled boundary valve installation, and then, optimize the network's operation by simulating the benefits and challenges of every intervention on the network.

The digital twins can be efficient – especially if the resilience of the network is dependent on them – only if the data of the network can be provided with very short time steps. For example, the 1-h time step, which is provided in this study of Net3, is not efficient because it could lead to 1 h of reduced serviceability during a disruptive scenario, which is not considered acceptable in many cases. A time step of a few minutes should be used in such cases, so that the operator can detect the problem early enough and take action to open relevant closed valves and increase the redundancy of the network until the disruptive event is fixed.

The planning tool for enhancing WDN's topology and quality, by keeping the maximum serviceability, is a holistic approach for improving the network's operation. Supply interruptions can be minimized because the loops can always offer redundancy and resilience in the network. Moreover, a branched topology created with boundary valves installed improves the water quality of the WDN. The planning tool's details will define which pipes should have remotely controlled boundary valves and sensors for spotting disruptive events.

WDN operators can use the planning tool to maximize the redundancy of the network and, at the same time, the water quality, with simple steps. The practical implementation of the tool is efficient because, with simple steps, the operator can focus on the topological weaknesses of the WDN and improve them by adding loops and remote-controlled valves. The remote-controlled boundary valves are crucial for the optimal implementation of the tool, because in case of a disruptive scenario (burst, fire hydrant, etc.), the relevant remote-controlled valve can be immediately opened to add redundancy on the network and minimize the serviceability issues. Of course, as can be understood from the above, the optimal implementation of the toolbox is significantly influenced by the existence of warning systems of disruptive events, especially bursts, which is an important issue for future research. However, the rapid development and installation of smart water meters, instruments, and monitoring equipment on water networks offer the WDN's operators several ways for early detection of disruptive events. Thus, the toolbox should be used in combination with the metering and automation systems used by each operator, while following the steps presented above.

It is also important to mention that the implementation of the planning tool can be very beneficial to the WDN operators, but only if implemented appropriately for each case. To achieve this, expert support is required for each case. The development of the planning tool would include steps to improve transferability and reduce the need for a lot of customization from experts. This would include automation tools that could be used by WDN operators without expert support. These improvements are considered to be the major target for future research.

The discussion around looped and branched WDNs has been growing over the past few years. Looped networks are considered better for WDN's redundancy and resilience. On the other hand, branched networks have better water quality and reduced construction costs. Climate change, aging infrastructure, urbanization, regulatory pressures, and financial constraints are posing a risk to WDN's resilience and water quality.

This paper investigated the ability to create branched topologies in looped networks. Net3 was chosen for the simulations, and the results showed that adding boundary valves to create branched topologies can significantly reduce the water age of the network. A CLA analysis was performed to assess the results of each pipe removal. For each pipe removal, the serviceability and the water quality of the network were measured by counting the number of nodes that had low-pressure conditions and the average water age of the network. The pipes that showed that the serviceability of the network was disrupted were excluded from the valve placement assessment. The pipes, which improved the water quality greatly when they were removed, without water supply interruptions, were the optimal points for adding remote-controlled boundary valves. The proposed methodology, applied to the Net3 model, reduced water age from 33.6 to 16.7 or even 8.6 h in critical sections, significantly improving water quality while maintaining serviceability and considered a very high performance according to research. The results also showed that only 7 out of 117 pipes can improve the water quality when boundary valves are used on them.

Furthermore, a planning tool was created for the WDN's operators to choose the optimal points of adding remote-controlled boundary valves to create branched topologies in looped networks. The planning tool for enhancing WDN's topology and quality, by keeping the maximum serviceability and high resilience of the network, is a holistic tool for the network's operation. The planning tool's details should be used in combination with the operator's experience to define which pipes should have remote-controlled boundary valves and sensors. The remote-controlled boundary valves can transform the network's topology in real time, based on its needs, especially during disruptive events. Their placement enables the WDN's operators to combine the advantages of branched and looped network topologies. Details about the planning tool, such as data availability, simulation time steps, and especially making it simpler for WDN operators in order to use it without expert support, should be a matter of future research and depends on the goals and special characteristics (human resources, consumer behavior, topology, etc.) of the operator. However, regardless of the details, the tool's methodology should remain the same.

Future work may include a more extended evaluation of the resilience risks associated with quality improvements, or the possibility of adding loops on a branched network, along with remote-controlled boundary valves to maximize both quality and serviceability. A significant next step is also testing the methodology developed in this paper in real-world systems or integrating it with predictive maintenance algorithms. Finally, a critical part of future research is to implement the planning tool with water operators to assess its efficiency and potential improvements, which can be beneficial for them.

It is hoped that the above tool can support the WDN's operators to evaluate the resilience of their network and add remote-controlled valves and sensors to improve the water network and increase its adaptability to disruptive events, especially along with a reliable digital twin of the network.

All relevant data are available from an online repository at https://github.com/OpenWaterAnalytics/EPANET/tree/dev.

The authors declare there is no conflict.

Abraham
E.
,
Blokker
E. J. M.
&
Stoianov
I.
(
2017
)
Network analysis, control valve placement and optimal control of flow velocity for self-cleaning water distribution systems
,
Procedia Engineering
, 186, 576–583.
Abu-Mahfouz
A. M.
,
Hamam
Y.
,
Page
P. R.
,
Adedeji
K. B.
,
Anele
A. O.
&
Todini
E.
(
2019
)
Real-time dynamic hydraulic model of water distribution networks
,
Water (Switzerland)
,
11
,
3
.
Allen
M.
,
Preis
A.
,
Iqbal
M.
,
Srirangarajan
S.
,
Lim
H. B.
,
Girod
L.
&
Whittle
A. J.
(
2011
)
Real-time in-network distribution system monitoring to improve operational efficiency
,
Journal – American Water Works Association
,
103
,
7
.
Anchieta
T. F. F.
,
Meirelles
G.
&
Brentan
B. M.
(
2024
)
Optimal district metered areas design of water distribution systems: a comparative analysis among hybrid algorithms
,
Journal of Water Process Engineering
,
63
,
105472
.
Armand
H.
,
Stoianov
I.
&
Graham
N.
(
2018
)
Impact of network sectorisation on water quality management
,
Journal of Hydroinformatics
,
20
,
2
.
Baird
G. M.
(
2010
)
A game plan for aging water infrastructure
,
Journal – American Water Works Association
,
102
,
4
.
Baki
S.
,
Rozos
E.
&
Makropoulos
C.
(
2018
)
Designing water demand management schemes using a socio-technical modelling approach
,
Science of the Total Environment
,
622
623
.
Banõs
R.
,
Gil
C.
,
Reca
J.
&
Ortega
J.
(
2010
)
A Pareto-based memetic algorithm for optimization of looped water distribution systems
,
Engineering Optimization
,
42
,
3
.
Barros
D.
,
Almeida
I.
,
Zanfei
A.
,
Meirelles
G.
,
Luvizotto
E.
&
Brentan
B.
(
2023
)
An investigation on the effect of leakages on the water quality parameters in distribution networks
,
Water (Switzerland)
,
15
,
2
.
BBC
(
2018
)
Thames Water Fined £120 m Over Leaks
.
Behzadian
K.
,
Kapelan
Z.
,
Venkatesh
G.
,
Brattebø
H.
,
Sægrov
S.
,
Rozos
E.
,
Makropoulos
C.
,
Ugarelli
R.
,
Milina
J.
&
Hem
L.
(
2014
)
Urban water system metabolism assessment using WaterMet2 model
,
Procedia Engineering
, 70, 113–122.
Berardi
L.
,
Laucelli
D.
,
Ciliberti
F.
,
Bruaset
S.
,
Raspati
G.
,
Selseth
I.
,
Ugarelli
R.
&
Giustolisi
O.
(
2022
)
Reliability analysis of complex water distribution systems: the role of the network connectivity and tanks
,
Journal of Hydroinformatics
,
24
,
1
.
Brasil
J. A. T.
,
de Macedo
M. B.
,
de Oliveira
T. R. P.
,
Ghiglieno
F. G.
,
de Souza
V. C. B.
,
e Silva
G. M.
,
Gomes Júnior
M. N.
,
de Souza
F. A. A.
&
Mendiondo
E. M.
(
2022
)
Can we scale digital twins of nature-based solutions for stormwater and transboundary water security projects?
Journal of Hydroinformatics
,
24
,
4
.
Brentan
B.
,
Monteiro
L.
,
Carneiro
J.
&
Covas
D.
(
2021
)
Improving water age in distribution systems by optimal valve operation
,
Journal of Water Resources Planning and Management
,
147
,
8
.
Butler
D.
,
Digman
C. J.
,
Makropoulos
C.
&
Davies
J. W.
(
2018
)
Urban Drainage
,
Taylor and Francis Group, Florida,
4th edn.
Ciliberti
F. G.
,
Berardi
L.
,
Laucelli
D. B.
,
Ariza
A. D.
,
Enriquez
L. V.
&
Giustolisi
O.
(
2023
)
From digital twin paradigm to digital water services
,
Journal of Hydroinformatics
,
25
,
6
.
Clark, R. M., Smalley, G., Goodrich, J. A., Tull, R., Rossman, L. A., Vasconcelos, J. J. & Boulos, P. F. (1994) Managing water quality in distribution systems: Simulating TTHM and chlorine residual propagation, Aqua: Journal of Water Supply Research and Technology, 43, 4.
Creaco
E.
,
Campisano
A.
,
Fontana
N.
,
Marini
G.
,
Page
P. R.
&
Walski
T.
(
2019
)
Real time control of water distribution networks: a state-of-the-art review
,
Water Research
,
161
, 517–530.
Doorn
N.
,
Gardoni
P.
&
Murphy
C.
(
2019
)
A multidisciplinary definition and evaluation of resilience: the role of social justice in defining resilience
,
Sustainable and Resilient Infrastructure
,
4
(
3
), 112–123.
EPANET
(
2020
)
3. The Network Model
.
Folkman
S.
(
2018
)
Water main break rates in the USA and Canada: a comprehensive study
.
Utah University Report, Salt Lake City, Utah, United States
.
Giustolisi
O.
,
Ciliberti
F. G.
,
Berardi
L.
&
Laucelli
D. B.
(
2023
)
Leakage management influence on water age of water distribution networks
,
Water Resources Research
,
59
,
1
.
Goliopoulos
N.
,
Mamais
D.
,
Noutsopoulos
C.
,
Dimopoulou
A.
&
Kounadis
C.
(
2022
)
Energy consumption and carbon footprint of Greek wastewater treatment plants
,
Water
,
14
(
3
),
320
.
Hoult
N.
,
Bennett
P. J.
,
Stoianov
I.
,
Fidler
P.
,
Maksimović
Č.
,
Middleton
C.
,
Graham
N.
&
Soga
K.
(
2009
)
Wireless sensor networks: creating ‘smart infrastructure’
,
Proceedings of the Institution of Civil Engineers: Civil Engineering
,
162
,
3
.
Jenks
B.
,
Ulusoy
A. J.
,
Pecci
F.
&
Stoianov
I.
(
2023b
)
Dynamically adaptive networks for integrating optimal pressure management and self-cleaning controls
,
Annual Reviews in Control
,
55
, 486–497.
Kalyanapu
A.
,
Owusu
C.
,
Wright
T.
&
Datta
T.
(
2023
)
Low-cost real-time water level monitoring network for falling water river watershed: a case study
,
Geosciences (Switzerland)
,
13
,
3
.
Kim
T.
,
Oh
Y.
,
Koo
J.
&
Yoo
D.
(
2022
)
Evaluation of priority control district metered area for water distribution networks using water quality-related Big data
,
Sustainability (Switzerland)
,
14
,
12
.
Latinopoulos
D.
(
2014
)
Using a choice experiment to estimate the social benefits from improved water supply services
,
Journal of Integrative Environmental Sciences
,
11
, 187–204.
Loureiro
D.
,
Vieira
P.
,
Makropoulos
C.
,
Kossieris
P.
,
Ribeiro
R.
,
Barateiro
J.
&
Katsiri
E.
(
2014
)
Smart metering use cases to increase water and energy efficiency in water supply systems
,
Water Science and Technology: Water Supply
,
14
,
5
.
Mabrok
M. A.
,
Saad
A.
,
Ahmed
T.
&
Alsayab
H.
(
2022
)
Modeling and simulations of water network distribution to assess water quality: Kuwait as a case study
,
Alexandria Engineering Journal
,
61
,
12
.
Makropoulos
C. K.
&
Butler
D.
(
2004
)
Spatial decisions under uncertainty: fuzzy inference in urban water management
,
Journal of Hydroinformatics
,
6
,
1
.
Makropoulos
C. K.
&
Butler
D.
(
2010
)
Distributed water infrastructure for sustainable communities
,
Water Resources Management
,
24
,
11
.
Makropoulos
C.
&
Savíc
D. A.
(
2019
)
Urban hydroinformatics: past, present and future
,
Water (Switzerland)
,
11
,
10
.
Makropoulos
C. K.
,
Memon
F. A.
,
Shirley-Smith
C.
&
Butler
D.
(
2008a
)
Futures: an exploration of scenarios for sustainable urban water management
,
Water Policy
,
10
,
4
.
Makropoulos
C. K.
,
Natsis
K.
,
Liu
S.
,
Mittas
K.
&
Butler
D.
(
2008b
)
Decision support for sustainable option selection in integrated urban water management
,
Environmental Modelling and Software
,
23
,
12
.
Makropoulos
C.
,
Nikolopoulos
D.
,
Palmen
L.
,
Kools
S.
,
Segrave
A.
,
Vries
D.
,
Koop
S.
,
van Alphen
H. J.
,
Vonk
E.
,
van Thienen
P.
,
Rozos
E.
&
Medema
G.
(
2018
)
A resilience assessment method for urban water systems
,
Urban Water Journal
,
15
(
4
), 316–328.
Marsili
V.
,
Alvisi
S.
,
Maietta
F.
,
Capponi
C.
,
Meniconi
S.
,
Brunone
B.
&
Franchini
M.
(
2023
)
Extending the application of connectivity metrics for characterizing the dynamic behavior of water distribution networks
,
Water Resources Research
,
59
,
8
.
Martínez-Rodríguez
J. B.
,
Montalvo
I.
,
Izquierdo
J.
&
Pérez-García
R.
(
2011
)
Reliability and tolerance comparison in water supply networks
,
Water Resources Management
,
25
,
5
.
Monteiro
L.
,
Algarvio
R.
&
Covas
D.
(
2021
)
Enhanced water age performance assessment in distribution networks
,
Water (Switzerland)
,
13
,
18
.
Nikolopoulos
D.
,
Moraitis
G.
,
Bouziotas
D.
,
Lykou
A.
,
Karavokiros
G.
&
Makropoulos
C.
(
2020
)
Cyber-physical stress-testing platform for water distribution networks
,
Journal of Environmental Engineering
,
146
,
7
.
Nikolopoulos
D.
,
Ostfeld
A.
,
Salomons
E.
&
Makropoulos
C.
(
2021
)
Resilience assessment of water quality sensor designs under cyber-physical attacks
,
Water (Switzerland)
,
13
,
5
.
NYT
(
2021
)
Climate in the Infrastructure Bill: A Substantial Investment in Resilience
.
New York Times, New York, United States. Available at: https://www.nytimes.com/2021/08/02/us/climate-infrastructure-bill.html.
Quitana
G.
,
Molinos-Senante
M.
&
Chamorro
A.
(
2020
)
Resilience of critical infrastructure to natural hazards: a review focused on drinking water systems
,
International Journal of Disaster Risk Reduction
,
48
, 101575.
Ramos
H. M.
,
Morani
M. C.
,
Carravetta
A.
,
Fecarrotta
O.
,
Adeyeye
K.
,
López-Jiménez
P. A.
&
Pérez-Sánchez
M.
(
2022
)
‘New challenges towards smart systems’ efficiency by digital twin in water distribution networks’
,
Water (Switzerland)
,
14
,
8
.
Ramos
H. M.
,
Kuriqi
A.
,
Besharat
M.
,
Creaco
E.
,
Tasca
E.
,
Coronado-Hernández
O. E.
,
Pienika
R.
&
Iglesias-Rey
P.
(
2023
)
Smart water grids and digital twin for the management of system efficiency in water distribution networks
,
Water (Switzerland)
,
15
,
6
.
Rokstad
E. G.
,
Makropoulos
C.
&
Rokstad
M. M.
(
2023
)
Resilience assessment of water distribution networks exposed to substance intrusion
,
Urban Water Journal
, 20, 1110–1122.
Rossman
L. A.
(
2016
)
06 EPANET Net3. Software Manual Examples. 2
.
University of Kentucky
.
Sakellari
I.
,
Makropoulos
C.
,
Butler
D.
&
Memon
F. A.
(
2005
)
Modelling sustainable urban water management options
,
Proceedings of the Institution of Civil Engineers: Engineering Sustainability
,
158
,
3
.
Saleh
S. H. A.
&
Tanyimboh
T. T.
(
2013
)
Coupled topology and pipe size optimization of water distribution systems
,
Water Resources Management
,
27
,
14
.
Shamir
U.
&
Salomons
E.
(
2008
)
Optimal real-time operation of urban water distribution systems using reduced models
,
Journal of Water Resources Planning and Management
,
134
,
2
.
Shmaya
T.
&
Ostfeld
A.
(
2022
)
A graph-theory-based PRV placement algorithm for reducing water age in water distribution systems
,
Water (Switzerland)
,
14
,
23
.
Shirzad, A. (2020) ‘A model for pressure driven analysis-design of water distribution networks’, Journal of Applied Water Engineering and Research, 8, 2.
Timashev
S. A.
(
2015
) '
Infrastructure resilience: definition, calculation, application
',
Proceedings of 2015 International Conference on Interactive Collaborative Learning, ICL 2015
.
Tsiami
L.
&
Makropoulos
C.
(
2021
)
Cyber-physical attack detection in water distribution systems with temporal graph convolutional neural networks
,
Water (Switzerland)
,
13
,
9
.
Vertommen
I.
,
Mitrović
D.
,
van Laarhoven
K.
,
Piens
P.
&
Torbeyns
M.
(
2022
)
Optimization of water network topology and pipe sizing to aid water utilities in deciding on a design philosophy: a real case study in Belgium
,
Water (Switzerland)
,
14
,
23
.
Wang
Q.
,
Creaco
E.
,
Franchini
M.
,
Savić
D.
&
Kapelan
Z.
(
2015
)
Comparing low and high-level hybrid algorithms on the two-objective optimal design of water distribution systems
,
Water Resources Management
,
29
,
1
.
Wright
R.
,
Stoianov
I.
,
Parpas
P.
,
Henderson
K.
&
King
J.
(
2014
)
Adaptive water distribution networks with dynamically reconfigurable topology
,
Journal of Hydroinformatics
,
16
,
6
.
Wright
R.
,
Abraham
E.
,
Parpas
P.
&
Stoianov
I.
(
2015a
)
Control of water distribution networks with dynamic DMA topology using strictly feasible sequential convex programming
,
Water Resources Research
,
51
,
12
.
Wright
R.
,
Herrera
M.
,
Parpas
P.
&
Stoianov
I.
(
2015b
)
Hydraulic resilience index for the critical link analysis of multi-feed water distribution networks
,
Procedia Engineering
, 119, 1249–1258.
Wright
R.
,
Parpas
P.
&
Stoianov
I.
(
2015c
)
Experimental investigation of resilience and pressure management in water distribution networks
,
Procedia Engineering
, 119, 643–652.
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