3.1. First industry study to rank existing challenges for SLBs
The findings from the first industry study have revealed that the primary challenge to be overcome regarding SLBs is ensuring their economic viability. This challenge is primarily attributed to the significant variability among battery types from different manufacturers, which presents obstacles in achieving a uniform repurposing procedure for a second-life application [
6,
17,
18,
19]. Through the evaluation of all interviews, the following 5 economic challenges were determined as the most important to overcome:
Challenge 1: Uncertainty regarding profitability of a battery’s second-life
Challenge 2: Price competition and competitiveness against new batteries and new storage technologies
Challenge 3: Low return rate of batteries
Challenge 4: Uncertainty about quality and remaining lifetime in second-life applications
Challenge 5: Time consuming testing of suitable and compatible batteries
Thus, it becomes evident that rentability is the main barrier for battery second-life. In order to effectively address this barrier, it is crucial to thoroughly understand its underlying causes. In
Kampker et al [
16], four key challenges regarding profitability were identified. Firstly, the economic viability of second-life batteries is hindered by price competition with new batteries [
20,
21,
22]. Secondly, since SLBs come as used goods, they are generally perceived with a lower value [
14,
23]. Furthermore, uncertainty regarding residual value and capacity lowers the "willing to pay" price [
24]. Lastly, the economic viability is questioned by the high costs for condition assessment, rededication, and subsequent warranties of the batteries [
6,
23].
The main cause of these challenges lies in the individuality that second-hand goods inherently possess, coupled with the considerable variability of end-of-life batteries from different manufacturers: The varied battery designs from different manufacturers create difficulties in uniformly and cost-effectively determining the condition and conducting technical rededication (sources). Additionally, the unique characteristics of individual batteries (
Figure 3), such as their residual value and usage history, introduce uncertainty and diminish the perceived value of the SLB. Moreover, the second-life applications are also characterized by their high variability. While the battery was initially designed for only one use-case, namely the vehicle application, in second-life it can be used in a wide variety of applications, which in turn place different load requirements on the battery [
23]. This increases the uncertainty for both the rededication company and the end customer and makes a clear business case evaluation unfeasible. From this, the hypothesis can be derived that the economic viability of SLB is hindered in particular by the individuality of the battery systems and the variability of their rededication and repurposing scenarios.
3.2. Second industry study to analyze the economic viability of aged battery systems
In order to gather evidence from the industry and support the hypothesis that the profitability of a battery’s second-life is primarily hampered by the variability of repurposing and integration effort and by the individuality of used battery systems, a second study was conducted with experts from the SLB sector. The evaluation of the study showed that the condition of the battery and the dismantling costs of the rededication are among the most significant cost factors of SLBs. Unanimously, all the interviewed experts concurred that a universally acknowledged procedure for determining the residual value of retired battery systems is still missing. Additionally, the majority of respondents expressed that relying solely on State of Health (SOH) determination is insufficient for assessing the battery's condition.
Regarding the individuality of battery systems, experts highlighted that determining the battery's condition and the potential returns from the repurposing scenario cannot be universally quantified. Instead, these factors must be assessed on an individual basis due to the distinct characteristics of each battery system. As for the market price, there was disagreement among the experts. The market price of aged battery systems was estimated by the experts to be between 30 and 120 Euro/kWh as presented in Figure Fehler! Verweisquelle konnte nicht gefunden werden.4. This indicates the presence of only imprecise data in this regard. In
Table 2 the main findings of the second industry study are presented.
Figure 4.
Market price of aged battery systems estimated by battery industry experts (part of the second industry study which were conducted within this research).
Figure 4.
Market price of aged battery systems estimated by battery industry experts (part of the second industry study which were conducted within this research).
The findings of the second study emphasized that the economic efficiency of second-life is hindered by the individual characteristics of battery systems. Specifically, the unique SOH and the inherent variability resulting from different manufacturers significantly impact the overall profitability of second-life. Therefore, the hypothesis from the previous chapter has been validated. The study identified a practical limitation, namely, the inability to make universally applicable assertions about the economic efficiency of SLBs due to their substantial individuality.
Overall, four main challenges for the industry could be derived, which are shown in
Figure 5. The first challenge arises from the diverse battery characteristics and individual life cycles, so that SLBs must be treated as individual new products. This means that each SLB has unique characteristics, whether in terms of its size, capacity, condition or age. This individual aging depending on various factors is illustrated in
Figure 3. As these batteries show different signs of use and wear, their integration into second-life applications requires a tailored approach. In other words, they need to be individually assessed, tested, and adapted to ensure that they can be used efficiently and reliably in new applications. The second challenge is the selection of a suitable second-life application. Although the second industry study identified SLB repurposing as particularly useful for frequency regulation and increasing PV self-consumption, the question of repurposing scenario still needs to be clarified on its own due to the individuality of each battery system. Determining the residual value of battery systems is another challenge for the industry. This is made particularly difficult by the unknown possible service life and the different areas of application of SLB. Finally, insufficient data availability is also a direct challenge for the industry. This barrier can only be removed if the OEM is directly involved in the rededication process. From 2027, most batteries in the European Union will require a battery passport [
25], offering details on their lifecycle, usage, and recycling advice to enhance transparency for all stakeholders.
3.3. Derivation of the content-related requirements
Overall, five requirements for a methodology for determining the residual value of aged battery systems can be derived and are presented in
Figure 6. The first methodological requirement for a solution procedure is the “completeness” of a model which includes the consideration of application and market relevant influencing factors. This relates directly to the challenge that it is not known which stationary applications make techno-economic sense for aged battery systems in a second-life. In addition, market-relevant influencing factors are mostly insufficiently considered in economic feasibility studies. One reason for this could be the extensive scope of such a market impact analysis. Another complicating factor is that there is no uniform price for second-life battery systems on the market to date. The existing battery heterogeneity on the market as well as insufficient residual benefit forecasts in second-life applications further complicate an accurate evaluation. In addition, the early stage of development of battery circular economy complicates this problem. Against this background, it is essential to include the mentioned criterium of “completeness” as a requirement.
Furthermore, a solution approach must consider the “individuality” of aged battery systems, which represents the second methodological requirement. The individuality of aged batteries includes cell chemistry, battery condition, aging progress, and the determination of a single-case-specific EOL, which is done indirectly by determining the Remaining-Useful-Lifetime (RUL) in second-life application. The latter must be clearly distinguished from generic estimates of an EOL time point. Accordingly, the exemplary assumption of a battery EOL time point at 70 % SOH is insufficient to fulfill this criterion. However, to account for the individuality of the overall business case, another sub-requirement is the consideration of a (representative) load profile of the stationary application. Based on the aspects mentioned, the individuality requirement directly addresses the first three identified industry challenges.
Another methodological requirement is “concreteness”. This criterion aims to ensure that a precise value is generated within the solution approach, so that qualitative analyses are explicitly not sufficient to solve the inferred problem. In the evaluation, this requirement represents a binary variable that can be scored as either 100 % or 0 % fulfillment.
The fourth requirement is “efficiency” and describes the resource-saving execution of the methodology. Considering the predicted return volumes of battery systems in the next decades, it can be deduced that the industry needs solutions to handle exponentially increasing quantities in a cost-efficient way. This requirement also represents a binary variable in the evaluation process.
The final methodology requirement is “accessibility”. The goal is to ensure the unrestricted usability of the solution approach by equal market participants. The background to this is that, to date, market participants have relied on battery manufacturers to communicate and provide data to deal efficiently with EOL1 batteries. This situation significantly complicates battery repurposing in second-life applications and must be addressed in the future.
Figure 6.
Presentation of the connection between industry challenges and content-related requirements for a solution methodology.
Figure 6.
Presentation of the connection between industry challenges and content-related requirements for a solution methodology.
3.4. Identification of the theory deficit
Based on the requirements, it can be analyzed whether the existing challenges have already been solved in theoretical elaborations. In order to be able to evaluate the quality of the solution at the same time, it seems sensible to convert the identified requirements into an evaluation scale. The evaluation scale is individual for each requirement and is oriented to the total possible solution space. For the requirements efficiency, concreteness and completeness, which can be evaluated exclusively with a fulfillment or not fulfillment, the solution area resembles a binary variable and lies therefore with 0% or 100%. For the remaining requirements (individuality and completeness), the defined sub-requirements were formulated, which integrate a degree of fulfillment in the evaluation process and thus enable results between 0% and 100%. The evaluation is carried out without weighting and is based exclusively on the number of fulfilled sub-requirements.
Furthermore, an extensive literature research was carried out to identify elaborations and results in the addressed research area. In the course of this, 13 publications could be found whose main or partial objective was the economic evaluation of aged battery systems. At the same time, 12 of 13 publications address a further use scenario in stationary storage, whereby the specific applications and load profiles are irrelevant at this point. The identified publications could then be evaluated based on the content requirements and with the help of the rating scale. The result is summarized in
Figure 7 which visualizes a theory deficit in relation to the described practice deficit. Analogous to the working hypothesis, the industry and research deficit is characterized by insufficient consideration of the individuality factors of a second-life business case. Instead, the techno-economic analysis of battery repurposing is based on static assumptions about the technical performance of batteries in a second-life, including their lifetime and operating costs. In practice, however, operating costs are closely related to the duty cycles of individual applications, which dynamically change battery life depending on the intensity of battery operation in terms of discharge rates. Since battery life depends on operating conditions, not taking it into account in the financial analysis leads to an inaccurate estimate and potentially to an overvaluation of batteries. Therefore, it can be summarized that existing literature is not sufficiently accurate and clearly cannot be used for investment decisions in the industry.
In addition, the identified deficit can be visualized by comparing used data such as SOH at the beginning of the second-life (BOL2), operating windows in terms of SOC as well as for the battery costs in Euro/kWh. The data are visualized in
Figure 8. For the SOH, the majority of the publications expect a BOL2 at about 80% SOH. This estimate can be explained by the fact that some traction battery warranties offered by OEMs are at 80% SOH or a certain number of cycles. Thus, traction batteries that meet the warranty conditions would be retired at about 80% SOH and then either resold with the EV or made available for the second-life market. In conclusion, it can be assumed that this value represents an interesting benchmark for calculation models.
As industry experts were asked about the prices of obsolete battery systems in one of the studies (
Figure 4Fehler! Verweisquelle konnte nicht gefunden werden.), it is interesting to see whether a similar opinion is present in research. Therefore several studies have been compared regarding the estimated SLB cost in Euro/kWh. Research paper calculate with SLB costs between 25 and 110 Euro/kWh, which is almost as inconsistent as the statements of the industry experts and there is also no discernible trend regarding the publication date of the research projects. The results in
Figure 9 visualize that there is no clear prize indication in the market for aged battery systems after all. This has direct implications for the evaluability of SLB projects as well as the techno-economic reasonableness of this repurposing strategy.
3.5. Formulation of a solution for overcoming second-life challenges
Up to this section, content requirements for a solution methodology based on industry challenges have been defined. Furthermore, the formulated main and partial research questions outline a possible solution path, at least on a processual level. The following solution approach extends the elaboration by a content level. Specifically, this section addresses a stepwise solution approach which includes an impression of the solution logic as well as the necessary partial solutions. In addition, a proposal for a methodology and for the research process is formulated and finally concluded with targeted results.
The solution approach can be divided into three partial solution models, which complement each other. A first solution model addresses the first sub-research question, which is about the development of a market price model. The goal of this model is to quantify the value of aged traction batteries in Euro/kWh for a specific market. It is essential to consider technical as well as economic influencing factors in order to derive this value. These factors include aspects such as costs for labor, transportation, energy, material, regulations, and the state-of-the-art technology which is used in industrial environments. Based on this, a lower and upper price limit can be derived, spanning the solution space for a specific market. In simplified terms, the lower price limit corresponds to the marginal costs, which is roughly equivalent to the rededication costs from the vehicle application to the second-life application. In contrast, the upper price limit can be evaluated based on the existing market relationship of supply and demand in the specific market. The spanned solution space is then augmented by an expected value for the market price based on a price-sales function for aged traction batteries. This model can be neglected if a reliable market price for aged traction batteries already exists. Since a reliable market price typically requires high market transparency, technical process standardization and advanced market conditions, this does not apply to the very young second-life market for traction batteries and therefore requires the model presented.
A second solution model addresses the identification of a representative stationary second-life application as well as an associated load profile. For the identification and selection of such an application, various filter criteria such as technical compatibility, the compensation profile and the market development must be considered. In the following, market development as a filter criterion is used as an example to illustrate the relevance.
The relevance arises from the aspect that a second-life application must be attractive in the long term and at the same time be able to represent a high volume. The background is that about 1.3 GWh of battery systems are expected to be available for second-life in Europe in 2025. In 2030, the expected rededication volume already increases to 13 GWh in Europe. [
39] In order to ensure that this exponential increase in battery return volumes can also be continuously transferred to stationary repurposing scenarios in the long term, an application with sufficient market development is required, i.e., one that is attractive and relevant in the long term. This includes partial aspects such as market maturity, market size or also market potential, which must be analyzed for various application scenarios. Analogously, the technical compatibility and the compensation profile must be included in the identification process of a second-life application.
After a market price for second-life batteries (solution model 1) and a representative second-life application have been identified (solution model 2), an analysis of the actual product, the battery system, is necessary (solution model 3). In this last model, a battery’s remaining lifetime must be evaluated under consideration of the present aging progress (individual SOH), future load profile requirements and RUL prediction method. The aging progress and future load profiles can be considered as available information in terms of battery repurposing in second-life applications. In contrast, there are several RUL prediction methods which can roughly be categorized into four classifications in proportion to the fundamental procedure: AI methods, physics model-based methods, statistical model-based methods and hybrid methods. [
40] In the following, the mentioned methods are reviewed with regard to their suitability for the required solution.
Especially in the current time, AI-based solutions are experiencing a hype in different research and industry projects. The reason for this are high-quality model results in almost unlimited application areas. However, in order to obtain these results, models require high data quality and quantity as well as maintenance and calibration. In addition, the more complex the analysis problem to be solved, the more demanding the development and implementation of AI models. Tailored to the goal of this work, it means that AI models must be developed, validated, and calibrated for any kind of load conditions and load profiles which cannot be reconciled with the addressed industry challenges. This context is similar for physics model-based methods. Therefore, statistical models seem to be the most appropriate for the intended solution goal and the identified industry challenges, as even hybrid models cannot be applied if all but one type of model is excluded.
The statistical probabilities of battery failure are no general information of battery systems since there are several fault mechanisms such as overcharge, overdischarge, overheat, overcold, large charging and discharging rates as well as parameter inconsistency. It is useful, that fault mechanisms can potentially prevented, like overdischarge, by setting operating limitations such as the discharge cut-off voltage. [
40] However, since these fault mechanisms occur inside the battery cell, the evaluation on pack or module level is challenging. Nevertheless, very recent research exists, such as by
Kampker et al. [
39],
Zhao et al. [
41] or
Xing [
42], using statistical models to study the battery health and predict failure in different circumstances. For this purpose, the Weibull distribution as well as principal component analysis and improved Gaussian process regression are used.
Ideally, a statistical model can be built for the solution model 3, combining the individual failure mechanisms with their individual probabilities of occurrence. Therefore, a representative load profile of the chosen application must be considered and analyzed in terms of load conditions which increase a certain failure probability. The main idea is to evaluate the influence using a common scale in order to make different operating conditions comparable. For this purpose, the representative load profile is checked for the occurrence of negative operating conditions. Based on the analysis, a classification is made, for example how often (quantitatively) and to what extent (qualitatively) a negative operating condition would occur if the load profile were implemented. Based on this classification, a forecast of the ageing progress of battery systems can be graphically depicted, considering the characteristic polynomial section. Based on this, a failure probability can be derived for each year of operation and an expected value for the battery failure can be calculated. The latter would ultimately be decisive for the research objective of predicting the residual value of aged battery systems. In cases where no quantitative default probabilities cannot be derived, an endeavor may be undertaken to qualitatively evaluate a default probability (under consideration that the nature of the default event permits this approach). It should be noted here that this aging progress must be analyzed individually for different cell chemistries, as individual active materials react physically differently to certain operating conditions.
An example for one very relevant failure mechanism for aged battery systems is cell-to-cell variation. The cell-to-cell variation describes an uneven current distribution and corresponding SOC as a consequence of deviations in the production process (e.g. inconsistent weights of active materials) and due to deviating conductor and contact resistances. In the case of in series connected cells, this can ultimately lead to a limitation of the operating window by the "weakest cell". This mechanism, which in the long term leads to an interruption of battery operation, is not caused by any explicit load conditions, which is why the probability of occurrence is considered independently of the load profile and the cell chemistry. In contrast, there are also failure mechanisms such as lithium plating, which describes the deposition of lithium-ions on the anode surface and which occurs at low temperatures in combination with high charge and discharge currents. Accordingly, a connection to the load profile of the application can be derived and the probability of failure can be quantified. Based on this approach, a cell-specific pack-level failure model can be developed which predict battery system failure as the expected value and within certain tolerances (e.g. standard deviation) for specific load conditions. For industrial application, this model finally has to be validated based on historical data. The approach is visualized in
Figure 10.
The result of this solution model is a RUL forecast measured in kWh which can be used as an input variable in the remuneration profile of the representative application from solution model 2. This value, divided per payment period and under consideration of additional payments (e.g. maintenance and repair, energy costs, rents or leases) as well as the initial investment sum (e.g. for infrastructural measures, storage costs or costs for grid connection), can be used in a dynamic investment calculation to determine an individual residual value for second-life battery systems.