| Literature DB >> 33172050 |
Baojian Zhang1, Jianqiang Li1, Xiaohang Yue2.
Abstract
In recent years, international environmental and public health research has become a hot topic, and battery recycling, which is often mentioned separately from waste disposal, has likewise become an academic topic. Battery recycling research is beneficial not only for controlling toxic and harmful substances, but also for public health. In addition, battery recycling brings value-added benefits to company management. As the most important link in the battery supply chain, the driving mechanism of battery recycling in the new electric vehicle industry will become particularly important. The subject of battery recycling is diverse, and the relationships among influencing factors are complex, thereby presenting a fluctuating state. Against this background, this study constructs a system dynamics model from the perspective of a main sorting and recycling system, a technological innovation subsystem and a replacement subsystem. Moreover, this study examines the driving mechanism of the power battery recycling system of a microlevel company. Focusing on the systematic impact of technological innovation capability and substitution, we find that the technological innovation drive of companies increases the total effect of required costs and product demands. It is embodied in two aspects, that is, the increase in the recovery rate leads to an increase in demand, whereas the increase in actual expenditures is less than the increase in technology-driven benefits. After technological innovation capability is improved, the effect of the technological innovation multiplier on the driving mechanism of companies is shown as rapid response time changes. In the substitution component of a company recycling system, we find that the maximum substitution rate limiting expectations has no significant impact on product differentiation. The leading effect of technological innovation capability is more obvious than that of substitution activity. Based on these findings, several suggestions for company operation and environmental governance are presented.Entities:
Keywords: alternatives; battery recycling; system dynamics; technological innovation
Year: 2020 PMID: 33172050 PMCID: PMC7664217 DOI: 10.3390/ijerph17218204
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 3.390
Figure 1Flow of battery recovery system.
Figure 2Cause and effect diagram.
Figure 3Stock flow diagram.
Equations and interpretation of variables.
| Equations | Interpretation |
|---|---|
| Battery quantities = (−customer usage rate) + demand × product rate | Number of batteries is based on the initial value of the consumption rate and reproduction of the combined effect |
| Actual cost = actual cost table × (usage rate average/usage rate normal) × recycling batteries sort allocation multiplier × technology cost multiplier | Actual cost table is a lookup function, where the combination of the sorting multiplier and technology cost multiplier affects actual cost |
| Technology change indicated = technology change indicated normal ×(1/cost of technology advance) × R&D investment delayed × technology initial | Technology change indicated is an important auxiliary variable in technological innovation change, which is influenced by the initial R&D investment amount, the potential variable and the cost of technology |
| Substitution fraction change rate = (potential substitution fraction − substitution fraction)/technology adjustment time | Partial change rate of a substitute product is an auxiliary variable of the substitute product system, which is the result of the potential replacement, the replaced part and the technological adjustment time |
| Usage rate normal = usage rate initial × EXP (growth constant × [Time − 0]) | Usage rate involves an exponential increase in the initial rate of usage depending on the length of time |
|
| A certain time LAG EFFECT in R&D investment exists, which is assumed to be three units |
Initial variables.
| Variable Name | Initial Value | Unit |
|---|---|---|
| Product rate | 1.4 | Product |
| Growth constant | 0.03 | Product/month |
| Technology initial | 1 | Technology |
| Initial processing rate | 0.8 | Product/month |
| Technology change indicated normal | 0.1 | Technology/month |
| Maximum substitution fraction | 0.6 | Fraction |
Model test results.
| Test Methods | Test Items | Assumed Parameters and Specifications | Test Results |
|---|---|---|---|
|
| Tests whether the key variables and important concepts in the system are endogenous variables; tests the sensitivity of the system to changes in the system boundary | Observes whether the system can form a complete loop by adding and subtracting variables | System can form a complete loop by adding and subtracting variables |
|
| Checks the consistency of all variable units in the model | Check model in Vensim is used to verify whether the model is running smoothly with consistency | Through model verification, all the variable units in the model are consistent, and the model can run smoothly |
| Output values of the variables are all between assumptions | In the establishment of the equation, the variables are considered, and all variables regarding the ratio are between 0 and 1 | Unit-wide consistency is reasonable | |
|
| Steady state test | Adjusts some of the variables to zero | Test results agree with the general behaviour of the system |
| Performance scenario analysis; effect of time prolongation | Extends the testing time of the model | Test results agree with the general behaviour of the system | |
|
| Increases the initial investment ratio | Changes the assumptions of the model to determine any abnormal behaviour | Test results agree with the general behaviour of the system |
Figure 4Customer usage rate.
Figure 5Battery quantity.
Figure 6Technology cost multiplier.
Figure 7Technology and technology change rate.
Figure 8Technology cost multiplier.
Figure 9Substitution fraction and change rate. (max2, max4, max6 represent the maximum substitution fraction of the variable is equal to 0.2, 0.4, and 0.6).
Figure 10Differential demand.
Figure 11Demand.
Figure 12Battery quantity.
Figure 13Technology.
Figure 14Substitution fraction.
Figure 15Actual cost.
Figure 16Percent invested in R&D.