1 Introduction

Nutrients (nitrogen, N, and phosphorus, P) are discharged in excess to most European surface water bodies, and N from agricultural fertilisers often leaches to groundwater causing significant pollution (Grizzetti et al., 2021). Loads and flows of N and P in the European Union (EU)’s water bodies have been studied for long (Grizzetti et al., 2012, 2021; van Puijenbroek et al., 2019), highlighting that urban wastewater is a significant source, although often not the dominant one. While agricultural and other diffuse sources of N and P vary from year to year depending on the weather, emissions with wastewater are rather constant. Usually they represent about 25% of the total pollution load that reaches the seas from Europe in terms of N, and about 50% in terms of P (Grizzetti et al., 2021). Better nutrient management is clearly identified as a priority in the European Green Deal (European Commission, 2019), and particularly in the Farm to Fork Strategy (European Commission, 2020a), Biodiversity Strategy (European Commission, 2020b) and Zero Pollution (European Commission, 2021) policy initiatives. These propose that the EU and its Member States develop an Integrated Nutrient Management Plan (INMAP), in which a better management of nutrients from wastewater treatment plants (WWTPs) may play a significant role.

The removal of nutrients from sewage treatment plants has been required for thirty years in the EU according to the Urban Wastewater Treatment Directive 91/271/EEC (UWWTD). This sets an obligation to remove at least between 70 and 80% of total P and total N at WWTPs of capacity above 10,000 population equivalents (PE) when discharging in specifically designated “sensitive areas”, with a maximum effluent concentration of 15 and 10 mg/L for total N, and 2 and 1 mg/L for total P, for WWTPs with a capacity below and above 100,000 PE, respectively, based on a 24-h composite sample.

Even when the UWWTD is properly implemented, though, many European water bodies still fail to achieve a good ecological status due to nutrient pressures (EEA, 2018; Grizzetti et may reduce the suspended so al., 2021; Nikolaidis et al., 2022). In order to reduce nutrient pollution, more stringent N and/or P removal requirements at WWTPs can be an easier option than addressing diffuse sources of pollution, because process control at a point source can be relatively quick and effective. On the contrary, reducing diffuse pollution usually entails distributed measures such as buffer strips or wetlands, typically implemented through a number of small-scale interventions, often on individual farms and with highly decentralized management, making the removal processes difficult to control.

In addition, the removal of nutrients at WWTPs may be also desirable from the perspective of the plant operator. For instance, denitrification is beneficial anyway as it improves sludge settleability (Metcalf & Eddy, 2014), reduces electricity consumption and greenhouse gas (GHG) emissions (Parravicini et al., 2022), and makes the removal of micropollutants more cost-effective (Pistocchi et al., 2022). The removal of P could be associated with the recovery of this critical raw material (EC, 2020a), and may reduce the suspended solids in the effluent thanks to the improved design of settlers it entails. Modern municipal sewage treatment plants in proper operation usually remove more than 90% of total P and 80% of total N, with a potential to reach a removal close to 90% for N and above 95% for P in the best cases (DWA, 2020).

Nutrient removal requirements stricter than the UWWTD are already being set. For instance, in the German catchment area of lake Constance, plants larger than 40,000 PE must attain annual mean total P concentrations in effluents below 0.3 mg/L and P removal efficiency of 95% (BW, 2005). The German federal state of Rhineland-Palatinate has requested operators of WWTPs discharging in water bodies failing to reach a good ecological status to reduce limit values for total P mean annual concentration in effluents ​​ between 0.7 mg/L, for smaller plants, and 0.4 mg/L, for larger plants, and even below 0.2 mg/L in certain critical cases (Münch et al., 2020, Svenskt, 2016).

In this paper we examine the implications of tightening the requirements on nutrient removal from wastewater in the EU. After introducing the methods followed and data used in the paper, we quantify N and P discharges from the EU’s WWTPs to the receiving water bodies under present conditions. Then we explore how we could reduce these discharges by increasing removal efficiency, extending the areas where removal is required, or a combination of the two. We quantify the reduction of N and P loads that we can achieve, the expected change in nutrient concentrations in the European stream network, the costs entailed and the balance of greenhouse gas emissions. Moreover, we tentatively quantify the associated benefits. Our results provide a basis for the appraisal of options for a possible revision of the regulation of N and P discharges in the EU.

2 Materials and Methods

Our analysis includes the following steps:

  1. A)

    Quantification of N and P loads from the EU’s WWTPs under current conditions;

  2. B)

    Definition of policy scenarios and estimation of the reduction of loads emitted from WWTPs and conveyed to coastal waters, as well as concentrations in the stream network, under each scenario;

  3. C)

    Quantification of the costs of implementing each scenario, and the benefits deriving from the reduction of loads.

The paragraphs below describe each step more in detail.

2.1 Quantification of N and P Loads from WWTPs

We use the database of WWTPs reported by the EU’s Member States compliant with the UWWTD, made available by the European Environment Agency (EEA: https://www.eea.europa.eu/data-and-maps/data/waterbase-uwwtd-urban-waste-water-treatment-directive-7). In this contribution, we refer to the data of the 10th UWWTD Implementation Report (EC, 2020c), reflecting data from 2016, as the most recent official data available at the time of performing the analysis presented here. The reported information includes spatial location, capacity and treated load (expressed as population equivalents, PE), whether the level of treatment is mechanical only (primary), biological without N or P removal (secondary), or biological with N or P removal (tertiary), and compliance with the emission limit values set in the UWWTD. With reference to the discharges of N and P from WWTPs above 2000 PE or anyway reported under the UWWTD, we calculate the cost and benefits of the different scenarios. In total, we account for about 521 million population equivalents (PE) from EU’s WWTPs, of which roughly 80% are subject to N and P removal. Table 1 summarizes the PE in each country that undergo or do not undergo nutrient removal. Larger plants usually include N and P removal processes more often than smaller ones (Table 2), obviously in agreement with the requirements of the UWWTD. For each WWTP in Europe, the load in raw wastewater (sewage) is given by a plant’s treated load (PE) times an emission factor. The discharge of N or P with WWTP effluents is calculated as:

$${D}_{x}= \sum_{j=1}^{m}{{\left({(1-\eta }_{Ix}){\delta }_{I,j}+ {(1-\eta }_{IIx}){\delta }_{II,j}+ {(1-\eta }_{IIIx}){\delta }_{III,j}\right)\varepsilon }_{x,j}P}_{j}$$

where, for x = N or x=P and m = number of WWTPs in the EU:

  • \({\varepsilon }_{x,j}\) is the emission factor for N or P at the jth WWTP, i.e. the average mass discharge by one PE

  • \({\eta }_{Ix}\), \({\eta }_{IIx}, {\eta }_{IIIx}\) are the removal efficiencies for N and P at primary, secondary or tertiary level of treatment, respectively,

  • Pj the waste water load treated by the j-th WWTP in PE

  • \({\delta }_{I,j}\), \({\delta }_{II,j}\), \({\delta }_{III,j}\) are Boolean variables equal to 1 if the j-the WWTP operates at primary, secondary or tertiary treatment level, respectively, and 0 otherwise, depending on the assumed scenario.

Table 1 Breakdown of reported population equivalents (PE) by European country, depending on the level of treatment (EC, 2020d)
Table 2 N and P removal in European WWTPs by plant size class (EC, 2020d)

The emission factor is assumed to vary by country reflecting different lifestyles and diets, as shown in Table 3. On average, one European PE emits 11.18 g/day of total N and 1.68 g/day of total P including detergents (Malagó & Bouraoui, 2021).

Table 3 Emission factors for N and P assumed in this study, based on Malagó & Bouraoui, 2021

The removal efficiency for N and P is assumed to be constant across the EU for a given level of treatment, consistent with those used in previous EU-scale assessments (Grizzetti et al., 2021; Pistocchi et al., 2019; Vigiak et al., 2020), Table 4. The implications of these assumptions are discussed later. 

Table 4 Assumed removal efficiency for N and P

2.2 Options to Reduce Loads and Definition of Scenarios

We focus on the reduction of loads that can be achieved assuming all WWTPs are fully compliant with the UWWTD. Under a “full compliance” scenario, all WWTPs with a capacity of 2000 PE or more are supposed to have a mechanical and biological level of treatment and, if they discharge in a sensitive area and have a capacity higher than or equal to 10,000 PE, a more stringent treatment (removal of N, P or both). A WWTP’s spatial location enables classifying the waters where its effluents are discharged as a sensitive area for N, P or both, or a non-sensitive area. Sensitive areas are identified from the published maps available at the EEA (see Bouraoui et al., 2022).

We then consider two types of strategies, namely (1) the extension of more stringent (tertiary) treatment to WWTPs beyond sensitive areas, and (2) the increase of removal efficiency. For strategy (1) the upper limit in the extension of tertiary treatment to the whole territory of the EU, and to all WWTPs regulated by the UWWTD (i.e. with a treated load of 2000 PE or more). Indeed, some EU Member States have already extended the obligation of N and/or P removal to the whole of their territory, and sometimes even to plants treating loads < 10,000 PE.

Strategy (2) is constrained by the technical limitations on N and P removal efficiency. For N removal, while an efficiency of 80% is considered standard practice for a well-designed and well-operated plant, a higher efficiency may be difficult to achieve due to the need for sufficient carbon sources for denitrification, and difficult operating conditions e.g. due to winter temperature. Pragmatically, we regard 90% as an upper limit for the removal efficiency of N. Higher efficiencies might also entail the need to add external carbon sources, with a risk of disproportionately increasing the costs and climate impacts of wastewater treatment.

P removal is generally more flexible and technically viable than N removal, particularly when occurring through chemical precipitation. The latter uses precipitants (usually aluminium or iron salts, less often calcium hydroxide) whose cations react with the dissolved inorganic orthophosphate yielding insoluble particles eventually removed via sedimentation or filtration, typically after flocculation. Consequently, P removal requires a maximization of the conversion of dissolved phosphate into insoluble form, and its subsequent precipitation. The removal efficiency depends on the process design. We discuss the technical aspects of P removal processes, influencing the achievable removal efficiency, in more detail in the Annex. In most cases, we can achieve a 90% P removal efficiency at reasonable costs with a well-designed process, while an efficiency higher than 95% requires specific appropriate action (see Annex).

Based on the above considerations, we identify a few scenarios, resulting from various combinations of the two strategies, as summarized in Table 5. For each scenario, we quantify the potential of reducing N and P loads.

Table 5 Scenarios analysed in this paper. Keys to short descriptors: “Whole” indicates extension of N or P removal to the whole territory of the EU; “eff” indicates an increase in the minimum required removal efficiency; “ >  = 2000 PE” indicates that the provisions are applied to all WWTPs from 2000 PE on

2.3 Evaluation of Scenarios in the Broader Context of European Scale Nutrient Balances

Under each scenario, we assess changes in the total load discharged to European freshwater and marine coastal waters. The load to the sea includes the effect of (1) other sources of emission, notably agriculture and atmospheric deposition; (2) the natural attenuation in the stream network before the nutrients reach coastal waters. To account for these two aspects, we make use of the well-established GREEN model (Grizzetti et al., 2021).

The model covers a spatial extent including all river basins draining in European seas, and spanning 44 countries, of which 17 outside the EU. The analysis is performed at the level of connected irregular catchments with an average size of 7 km2, each corresponding to a stream segment. Lakes are included in the stream network and provide a specific attenuation of nutrients. The model calculates a steady state yearly mass balance of N and P, and can produce a pseudo-dynamic time series if applied in sequence to a time series of input variables.

Diffuse nutrient inputs to the river network were estimated by spatializing information on sources available at administrative (regional or national) level based on the Corine Land Cover and ESA CCI Land Cover time-series v2.0.7 (CLC, 2021). Point discharges of nutrients from domestic and industrial waste waters were quantified following the approach of Vigiak et al. (2020) updated with the latest data reported by Member States under the UWWTD (European Commission, 2020d). Annual precipitation, irrigation and water flow are used to describe attenuation and dilution of nutrients in the catchments. The hydrological information was retrieved from the LISFLOOD model (Gelati et al., 2020). The GREEN model was calibrated by marine regions, to account for specific biogeographical condition, using monitoring data of total N and P available in the EEA WaterBase (https://www.eea.europa.eu/data-and-maps/data/waterbase-water-quality-2) for the period 1990–2018. All details on the model input and calibration are provided in Vigiak et al., 2022.

2.4 Costs and Benefits

The costs of N and P removal are estimated using the expenditure functions of the OECD’s FEASIBLE model (COWI, 2010; OECD, 2004). Accordingly, the base-10 logarithm of investment cost per PE of biological (or “secondary”) treatment for carbon removal only is \({\mathrm{log}(C}_{sec})=3.38-0.2632 \mathrm{log}\left(Pop\right)\), where Pop is the population equivalents served by the plant. \({C}_{sec}\) is constrained to not fall below 115 Euro/PE. The base-10 logarithm of investment cost per PE of secondary treatment for nitrogen removal is \({\mathrm{log}(C}_{sec,N})=3.62-0.2612 \mathrm{log}\left(Pop\right)\). \({C}_{sec, N}\) is constrained to not fall below 207 Euro/PE. The base-10 logarithm of investment cost per PE of secondary treatment with P removal is \({\mathrm{log}(C}_{sec, P})=3.54-0.2808 \mathrm{log}\left(Pop\right)\). The base-10 logarithm of investment cost per PE of N and P removal is \({\mathrm{log}(C}_{sec, N, P})=3.72-0.2722 \mathrm{log}\left(Pop\right)\).

Using these equations, we define the additional cost per PE of P removal, \({C}_{P}\), as the average of \(({C}_{sec, P}-{C}_{sec}\)) and \(({C}_{sec, N, P}-{C}_{sec, N}\)). The plot of log \(({C}_{P}\)) as a function of log(Pop) can be very well approximated by the ordinary least squares (OLS) best fit line:

$${\mathrm{log}(C}_{ P})=3.18-0.3642 \mathrm{log}\left(Pop\right).$$

\({C}_{P}\) is constrained to not fall below 23 Euro/PE. We assume the investment cost per PE to upgrade a secondary plant to a tertiary treatment with N removal to equal half of the costs of a new secondary plant, added to the cost difference between a secondary and an N removal plant:

$${C}_{N}={C}_{sec,N}-{0.5 C}_{sec}.$$

This is always higher than the differential cost, \({C}_{sec,N}-{C}_{sec}\), but lower than the cost of a new plant,\({C}_{sec,N}\), empirically reflecting the fact that upgrading a plant for N removal is more expensive than designing it for N removal from the beginning. However, various parts of the plant can be kept unchanged, allowing significant savings compared to a new plant. The total costs, including investment and operation and maintenance, are calculated on the basis of additional assumptions (Table 6), representative of current European conditions. The total cost per PE including investment and operation is estimated as:

$${TC}_{x}={C}_{x}\left(\frac{1}{pva(n,r)}+\omega \right)+\varepsilon \left({E}_{3}-{E}_{2}\right)$$

Where x = N or P, \(\omega\) is the annual operation and maintenance cost as a fraction of the investment cost, \(\varepsilon\) is the cost of energy, \({E}_{2}\) and \({E}_{3}\) the annual energy demand per PE in secondary and tertiary treatment respectively, and the present value of annuities is:

$$pva\left(n,r\right)=\frac{1-{\left(\frac{1}{(1+r)}\right)}^{n}}{r}$$

with r = discount rate and n = years of the investment’s lifetime. The values of the parameters used in our calculation are shown in Table 6.

Table 6 Additional assumptions on costs and benefits

When increasing P removal efficiency, we assume an incremental cost equal to 10% of the total cost of P removal only, reflecting an increase in use of metal salts for precipitation and minor adjustments to the process. The total cost of increasing P removal efficiency is given by:

$${C}_{P, eff}=0.1 \left({C}_{P}\left(\frac{1}{pva(n,r)}+\omega \right)+\varepsilon \left({E}_{3}-{E}_{2}\right)\right)$$

The costs of increasing N removal efficiency owe to a better operation of the removal process, possibly including e.g. the reuse of organic carbon from the primary settler, and an adjustment of the treatment processes for denitrification e.g. through instrumentation, control and automation (ICA). Unlike for P, this may entail a more substantial revision of the process. Therefore we assume a total cost for increased N removal efficiency equal to 10% of the total cost of a biological plant for the removal of N:

$${C}_{N, eff}=0.1 \left({C}_{sec, N}\left(\frac{1}{pva(n,r)}+\omega \right)+\varepsilon {E}_{3}\right).$$

The costs of N and P removal need to be compared with the benefits under the various scenarios. Benefits considered here include the value of improved water quality as a consequence of N and P removal, and the value of the avoided greenhouse gas (GHG) emissions.

The value of improved water quality is quantified through an assumed shadow price for pollution in line with the approach suggested in UNEP, 2015 (Table 6). GHG emissions for N and P removal scenarios are quantified with the approach presented in Parravicini et al., 2022. The assumed shadow prices and value of avoided GHG emissions are summarized in Table 6.

A third, potentially relevant benefit is related to the recovery of nutrients from wastewater and sludge.

While sludge application in agriculture is also a potential way to recover N and P, some EU countries are already restricting this practice based on concerns for their content in metals and other pollutants. This makes alternative approaches to recover nutrients attractive.

The recovery of N from wastewater is problematic. Higher N removal reduces the potential for recovery, as nitrification and denitrification turn ammonia and nitrate to gaseous N2 or N2O. At present, the best option to recover the fertilizing value of N in wastewater is to limit N removal in wastewater treatment, and reuse the effluent for agricultural fertilization-irrigation. This option could be valid in some cases, but not when effluents could contaminate surface- and groundwater.

The recovery of P, on the other hand, is technically feasible and can help reduce the demand of mineral P usually sourced from phosphate rocks, with significant benefits in terms of avoided impacts of mining, transport and processing of mineral P fertilizers. Although the current recovery processes entail relatively high costs, in the long term P recovery may yield potential savings and mitigate geopolitical risks in the global supply chains. P removal could be in principle designed in order to enable some recovery of P as well. However, the technologies for simultaneous P removal and recovery are not yet fully market-ready. Increased P removal necessarily leads to more P retained in the plant (as sludge or precipitated crystals), but its recovery is still quite problematic. We present a more technical discussion of P recovery in the Annex. As the benefits of nutrient recovery are largely site-specific, in this exercise we deliberately ignore them.

It is worth stressing that our costs and benefits are assessed on the basis of expenditure models and shadow prices from the years 2010–2015, with the exception of the shadow price of GHG emissions. These assumptions could be justified until short ago by the simultaneous conditions of low inflation, moderate technical progress and slow rise in awareness about the degradation of the environment. In recent times, a series of geopolitical and economic shocks, including the COVID-19 pandemic and the war in Ukraine, have caused a sizable increase in the price of raw materials, industrial products and energy, making our costs too low. At the same time, the urgency of climate change mitigation and pollution control may have raised the awareness of the value of wastewater treatment, which could reflect in higher shadow prices. Moreover, the trend towards higher temperatures and technological developments could in principle increase the removal efficiency of nutrients at lower costs than assumed in our model. Given the uncertainty entailed, and considering that our assessment aims at a comparison of scenarios and not at an absolute economic quantification, we decided to maintain the costs and shadow prices as described above.

3 Results

We quantify the loads of N and P discharged to European water under current condition (referred to the year 2016) and different scenarios of nutrient reduction (Table 5). These include full compliance with the UWWTD, increase of nutrient removal efficiency (“eff”), extension of the sensitive areas (“Whole”), and simultaneous increase of removal efficiency and sensitive areas for agglomerations with different capacity (“Whole +eff” if applied to plants above 10000 PE, and “Whole + eff, >=2000 PE” if applied to all plants above 2000 PE) (Fig. 1). Both N and P emissions are apparently progressively reduced, with the most stringent measures (scenario “Whole + eff, >=2000 PE”) almost halving nutrient discharges from WWTPs to surface water.

Fig. 1
figure 1

Loads of nitrogen (above) and phosphorus (below) in Europe, under baseline, full compliance and N, P removal scenarios. The loads from urban WWTPs (UWWTPs) are reported along with those from individual household and other appropriate treatment systems (IAS), those of the population in smaller agglomerations (below the threshold of 2000 PE for reporting under the UWWTD- “unreported population”) and, for the current conditions, those from agglomerations above 2000 PE not yet treated. 

Point source emissions from UWWTPs can represent an important share of nutrient load in surface waters. This holds particularly in regions that are densely populated and/or where the wastewater treatment level is still inadequate (Fig. 2). Generally, the contribution of point sources from UWWTPs discharges to the total load in surface water is more important for P than for N, since the latter is more mobile and a large part of total N load originates from diffuse agricultural sources (Fig. 2). Consequently, the effect of measures of the different scenarios on the total nutrient load discharged to the European sea varies depending on the marine region considered (Fig. 3). The full implementation of the UWWTD would produce a slight decrease of nutrient load to the sea, with a possible reduction of about 1–2% for N load and between 2–8% for P load. Nutrient loads to the sea are reduced by the additional measures under the various scenarios. The most ambitious measures (scenario “Whole + eff, >=2000 PE”) could lead to a significant decrease of N load in the Bay of Biscay and Iberian Coast (-11%), Baltic Sea (-8%), Black Sea (-7%), North Sea (-6%), and Mediterranean Sea (between -2% and -22%). Similarly, they could considerably reduce P load to the different seas: Bay of Biscay and Iberian Coast (-16%), Baltic Sea (-11%), Black Sea (-14%), North Sea (-15%), and Mediterranean Sea (between -3% and -50%) (Fig. 3). While the effect of the measures on the total nutrient load to the sea is sizable, the estimated change in concentrations of N and P in the stream network is less evident (Fig. 4): overall, the model estimated a 2% increase of the stream network length with N concentration below 2 mg N/L, and a 4% increase of the stream network length with P concentration below 0.1 mg P/L (Fig. 4).

Fig. 2
figure 2

Share of the total nutrient load conveyed in surface waters accounted for by point source (PS) emissions (including WWTPs): N (above) and P (below)

Fig. 3
figure 3

Total nitrogen (above) and phosphorus (below) load by European Marine Region estimated by the model GREEN (average 5-years period 2014–2018) under current conditions and the different scenarios of domestic waste water emissions. ABI = Bay of Biscay and Iberian Coast; ACS = Celtic Seas; ANS = Greater North Sea; BAL = Baltic Sea; BLK = Black Sea; BLM = Black Sea and Sea of Marmara; MAD = Adriatic Sea; MAL = Aegean Levantine Mediterranean Sea; MIC = Ionian Sea and Central Mediterranean Sea; MWE = Western Mediterranean Sea

Fig. 4
figure 4

Share of total river network length in different classes of nitrogen (above) and phosphorus (below) concentration, estimated by the model GREEN (average 5-years period 2014–2018), under current and two scenarios of domestic waste emission (PS1 and PS5). Nitrogen concentration classes: low (< 2 mg N/L), medium (2–5 mg N/L), high (> = 5 mg N/L). Phosphorus concentration classes: low (< 0.1 mg P/L), medium (0.1–0.5 mg P/L), high (> = 0.5 mg P/L). (GREEN model extent, including all marine regions except Barents, Norwegian and White Sea)

The removal of N and P (reduction of discharges compared to the full compliance scenario) can be plotted for all scenarios (Table 5) as a function of the corresponding costs, estimated under the assumptions made above. The results of this cost-effectiveness analysis are shown in Fig. 5 for the whole EU, and in Tables 7 and 8 for the individual countries. In the following, we refer to the short description of scenarios as per Table 5.

Fig. 5
figure 5

The potential reduction of N and P loads as a function of costs for the whole of the EU. Left y-axis: P; right y-axis: N

Table 7 Additional annual costs and N removal under the scenarios of Table 5
Table 8 Additional annual costs and P removal under the scenarios of Table 5

At the EU scale, for N the scenario of increased removal efficiency (“eff”) is more cost-effective than the scenario of extending removal requirements to the whole territory (“whole”), largely also due to the fact that most of the larger plants have already N removal in place. The cost-effectiveness of the combined scenario if increasing efficiency while extending the requirements (“Whole + eff”)  is the second highest, while the additional costs entailed by extending removal to plants above 2000 PE are usually less than proportionate to the additional N removal. However, in countries (such as Spain) with relatively few plants performing N removal under full compliance, the extension of removal requirements to the whole territory may yield substantially higher removal of N than requiring higher removal efficiency.

A similar pattern appears also when considering P removal. However, in this case the “eff” and "whole" scenarios are comparable due to the relatively small increase of P removal efficiency that is still possible (95 vs 90%). It is worth noting that extending P removal to smaller plants does not reduce the cost-effectiveness of the measure, due to the relative scalability of the process.

The removal of N delivers potential benefits also when it comes to GHG emissions, while the additional chemicals required for enhanced P removal embed only small GHG emissions in their life cycle (Parravicini et al., 2022). We have used the approach described in detail in Parravicini et al., 2022, to simulate the GHG emissions when N and P removal are extended to broader regions and made more efficient, according to the above scenarios. Figure 6 shows the results of the simulation, highlighting how emissions decrease for all countries under all scenarios of Table 5 for N removal, while increases in emissions under all scenarios for P removal are negligible.

Fig. 6
figure 6

GHG emissions under the scenarios of Table 5

Table 9 shows the costs of removing one kg of N or P, depending on the scenarios considered. An increase of N removal efficiency from 80 to 90% yields a reduction of N loads at significantly lower cost than replacing sensitive areas with a “whole territory” approach for the whole EU. Still, combining an increased removal efficiency with a “whole territory” approach delivers a significantly higher reduction of N loads. The “whole territory” approach alone is less cost-effective, and the extension of N removal to plants between 2000 and 10000 PE entails costs disproportionate to the additional removal of N. Assuming again a value of 90 Euro/t CO2e, 20 Euro/kg N and 30 Euro/kg P (UNEP, 2015), we calculate the benefits for the scenarios considered (Table 9). The costs of N and P removal are always lower than the expected benefits, as captured by the assumed shadow prices of N, P removal and GHG emission reductions.

Table 9 Summary of costs and benefits of the nutrient removal scenarios. For increased P removal scenarios, the small negative benefits of GHG emission reduction mean higher GHG emissions.   

4 Discussion and Conclusions

We have shown that the extension of N and P removal requirements to the whole territory of the EU, and the increase of N and P removal efficiency yield a benefit/cost ratio consistently higher than 1 for all scenarios (Table 9).

If we could implement N and P removal in the whole territory of the EU, with a higher removal efficiency than stipulated by the current UWWTD, we would be able to reduce substantially the emissions of N and P corresponding to full compliance. Figure 7, based on the estimated removal of Tables 7 and 8, highlights the marginal shares of the total emissions of N and P that could be eliminated by setting increasingly ambitious requirements for wastewater treatment. The maximum possible reduction would be of more than 60% for N and more than 70% for P. It is worth noting that the removal of N and P with primary treatment may be lower than we assume, and around 10% or less in many practical circumstances. In the absence of enhanced biological processes or chemical precipitation, secondary treatment causes a 30% additional removal of P, making the total removal closer to 40% than to 60%. N removal in secondary treatment can be also lower than we assume. Our assumption of a higher secondary treatment removal efficiency implies an underestimation the benefits of expanding nutrient removal, which is safe-side in the appraisal of policy options presented here.

Fig. 7
figure 7

Marginal removal of N (below) and P (above) as a consequence of incrementally stringent regulation of WWTPs

While it is likely that the measures yielding the highest marginal reductions of N and P discharges are always cost-effective, measures yielding a marginally decreasing improvement should be considered more critically. For N, increasing removal efficiency is more cost-effective than extending removal requirements, at lower efficiency, to the whole territory. This finding rests on the assumed cost pattern, whereby increasing removal efficiency entails optimization of the existing processes, while adding N removal where it was not initially present entails also infrastructural development. The former is supposed to come at substantially lower costs than the latter, making efficiency a better strategy, all the rest being equal. Obviously, whenever a plant can be upgraded to N removal without a significant infrastructural overhaul, the two strategies become comparable, making N removal scenarios even more cost-effective.

The case of P is slightly different. As the assumed initial P removal efficiency is already quite high, the advantage of an efficiency strategy is less apparent compared to a strategy of extending removal to the whole territory. An important aspect to address when considering P removal is the possibility to recover P from wastewater or from sludge, as a higher removal may imply a potentially higher recovery as well. P recovery is not common yet in European WWTPs, but is likely to become more and more common also because of stricter regulations being introduced, e.g. in Germany, which in turn trigger technological developments. The economic valorisation of P recovery would further increase the benefit to cost ratio of more stringent P removal.

Overall, our analysis shows that more stringent and widespread removal of N and P could pay for themselves in terms of the benefits they bring. The main effect of N and P discharge reduction through higher removal at WWTPs is anticipated to be in the loads conveyed to coastal waters, while concentrations in the stream network are not expected to improve very significantly even under the most ambitious removal scenarios. The cost–benefit ratio of P removal would improve further if we could develop technologies for simultaneous removal and recovery. The cost–benefit ratio of N removal, which we assume to depend more strongly on the needs to upgrade the infrastructure, could be much more favourable in several circumstances where denitrification could be achieved in existing plants through non-infrastructural actions, e.g. based on instrumentation, control and automation or on a better use of the existing processes and infrastructure.