Conceptual Risk Assessment Framework for Early-Life MNP Exposure

In support of AURORA Project Work Package 5


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Last updated: 18/05/2026, 13:19 UTC

SUMMARY

The AURORA project (Actionable eUropean ROadmap for early-life health Risk Assessment of micro- and nano- plastics) is a Horizon 2020 initiative focused on understanding the impact of micro- and nano- plastics (MNPs) on human health during pregnancy and early life.

A primary goal of AURORA Task 5.5 (Work Package 5) is to deliver an actionable framework and roadmap for risk assessment by integrating the scientific findings from the research objectives of other project Work Packages. Additionally, it is necessary to gather results from CUSP (European Research Cluster to Understand the Health Effects of Micro- and Nano- plastics) partner projects, external research initiatives and the scientific literature.

Human exposure to MNPs is unavoidable, yet reliable empirical evidence regarding health effects, particularly during early life, is broadly lacking. For vulnerable early-life stages, a precautionary framework is initially essential. Focussing on exposure-led risk assessment is a pragmatic first-step, applying the logic that risk is most effectively managed by minimising exposure.

The proposals presented here implement a hazard banding and probabilistic exposure modelling framework, with the flexibility to iteratively improve as more robust data emerge. The models are designed so that all inputs are anchored to citable empirical data. The vision is that, as the underlying database develops, comprehensive exposure scenarios can be developed and risks quantitatively assessed with full transparency.

To support the longer-term transition from qualitative hazard banding to data-driven risk characterisation, a companion Hazard Characterisation Database has been designed and built β€” capturing particle identity, physicochemical properties, chemical load, and exposure matrix data in a standardised, organised format.

These elements form the basis of a Risk Assessment framework that supports the vital work of the AURORA project. It is actionable, extensible, auditable, and future-facing. Crucially, the framework indentifies a set of standard data requirements for MNP researchers and regulators, while already offering clear pointers to exposure mitigation - and therefore risk-reducing - strategies to protect vulnerable human early-life stages.


Interactive AURORA 5.5 Roadmap

Follow the implementation of each phase, scenario, and planned development in detail.

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BACKGROUND

Current human health risk assessment (HHRA) for micro- and nano-plastics (MNPs) is supported by six primary frameworks, each at varying stages of implementation (Koelmans et al., 2026). The Southern California Coastal Water Research Project (SCCWRP) framework is the most operationally advanced and is in active use for establishing California's drinking water screening levels. MICROPLASTIC LAB utilises a fully probabilistic, Toxicologically Relevant Metric (TRM)-based approach that is well-aligned with international standards but lacks official regulatory adoption for human health. POLYRISK employs a modular, mechanism-based structure focused on inhalation, while MOMENTUM serves as a case-specific prototype for indoor air risks. PLASTICHEAL offers the PlasticRiskCat tool for qualitative hazard prioritisation, but remains largely at the developmental stage.

At present, while the classical Risk = Hazard x Exposure paradigm is considered appropriate and remains the foundation for MNP health risk assessments, it is more applicable to traditional chemical risk assessment which relies on mass-based concentrations. MNPs present significant technical difficulties due to their extreme diversity in size, shape, polymer type, and aging state. Adaptation of assessment approaches is needed to account for the unique complexities of particles.

Key limitations to be addressed include:

  • Data Gaps: A full quantitative assessment is currently hindered by a lack of standardised exposure data and dose-response relationships.
  • Complex Hazards: MNPs present a multiplicity of hazards related to physical particle toxicity, chemical hazards from leachates/additives, adsorbed environmental contaminants ("Trojan Horse") effect including mixture and synergistic toxicity, and microbiological hazards from pathogens colonising their surfaces.
  • Analytical Limits: Identification of the smallest nanoparticles (≤100 nm) in biological samples remains technically challenging. Recently, questions have been raised over the accuracy and potential for false positives inherent in some analytical techniques (Thomas et al., 2026).

To make this paradigm operational for MNPs, recent reviews (Brachner et al., 2020; Noventa et al., 2021; Vogel et al., 2024; Christopher et al., 2024; Koelmans et al., 2026) have identified the need for more comprehensive strategies, including standardisation of metrics, elucidation of particle size distributions, linking external intakes to internal dose and kinetics, integrated hazard assessment approaches, and the adoption of tiered, modular architectures.

We have developed a framework that comprehensively addresses these requirements. It compliments the outputs of CUSP partner projects, while tailoring risk assessments to the AURORA-specific circumstances of the foetus, neonates, infants and toddlers.

AURORA has so far provided a conceptual roadmap specifically for early-life vulnerability (Christopher et al., 2024). This roadmap has now been elaborated into a suite of operational tools: four probabilistic exposure models covering the key early-life stages (foetal, neonatal, infant, toddler), each with detailed methodological justifications and empirically anchored input parameters; a structured Hazard Characterisation Database capturing particle identity, physicochemical properties, chemical load, and exposure matrix data in a standardised format; and an integration pathway linking the exposure and hazard domains for particle-specific risk characterisation.



EXPOSURE ASSESSMENT OF EARLY LIFE-STAGES

As a first step, we have developed 'proof-of-concept' probabilistic models designed to estimate potential human exposure to micro- and nano- plastics (MNPs), with a specific focus on sensitive early-life stages. The aim is to demonstrate the applicability of recommended best-practice approaches to exposure modelling. Note that the models currently do not represent the totality of daily exposures, but rather a subset of pathways unique to each life stage. However, due to their flexibility and modularity, they can be adapted as new requirements and data are identified.

The models use probabilistic (Monte Carlo) modelling, an established method in risk assessment (Wardani et al., 2024). Instead of producing single "worst-case" estimates, the models run 10,000 simulations for each scenario, drawing from statistical distributions for each input parameter (such as water intake or dust concentration). This can generate a more realistic range of potential exposure outcomes based on empirical data while allowing user modification, thus providing a better understanding of the likely MNP exposures under defined conditions.

Results are presented as a histogram showing the distribution of calculated doses, with key metrics including mean and 95th percentile highlighted. This exposure level is then combined with a user-defined hazard score (based on polymer type and chemical additives) in a simple 3x3 risk matrix to provide a final "Low," "Medium," or "High" risk characterisation.

As proof-of-concept, four distinct life-stage models are presented, with each targeting unique exposure pathways:

The Maternal/Foetal model estimates the potential for maternal MNP exposure to transfer to the foetus. Two modelling options are provided: a traditional conservative "forward dosimetry" approach, and a "reverse dosimetry with plausibility filter" that rejects biologically impossible scenarios based on empirical data from human placentas.

The Neonate / Early Infancy (0–6 months) model covers both the newborn period (0–28 days) and the early breast/formula-feeding phase of infancy, focusing on the high-exposure pathway of MNP release from polypropylene baby bottles during formula preparation, with cumulative ageing effects from repeated use.

The Infant (6-12 months) model simulates exposure for a crawling child, combining inhalation of resuspended dust with ingestion from hand-to-mouth contact.

The Toddler (1-3 years) model assesses parallel exposures from direct ingestion of dust, along with chemical leaching from the mouthing of plastic toys. Currently there are no validated quantitative data on MNP shedding from mouthed plastic toys, however the model serves as a methodological placeholder for MNP leaching which can be adapted when validated data become available.

Detailed methodological justifications for each scenario's calculation approach, parameter choices, and the supporting evidence underpinning each parameter are provided within each model's section below. These justifications cover the rationale for the chosen equations, distribution types, and citation bases that drive the probabilistic exposure estimates.

While reviewing the models, it is important to understand their current limitations and areas marked for future improvement:

  • Particle Size Distributions & Dose Metric: The models assume a single dominant particle size category per scenario rather than a full particle size distribution, and use particle count as the dose metric. Particles are treated as homogeneous units β€” a 100 nm and a 10 Β΅m particle each count as "1", which ignores orders-of-magnitude differences in mass, surface area, and potential toxicity. Polymer density is also not accounted for (e.g., a Polyvinyl Chloride (PVC) particle has greater mass than an identically-sized PE particle). Results should therefore be interpreted as a proxy for exposure rather than a definitive toxicological dose. Future versions will aim to incorporate a multi-metric reporting strategy (particle number, surface area, chemical load, and mass β€” in that order of priority) as described in the Hazard Characterisation section. A particle size distribution framework (lognormal, power-law, binned) has been designed within the hazard characterisation database to enable this transition, but has not yet been integrated into the exposure models.
  • Normalisation Metric Uncertainty: The models present results normalised to body weight (particles/kg-bw/day) as standard practice in chemical risk assessment. However, the applicability of BW-normalisation for particle toxicity is debated β€” harm may relate more to surface area interaction with organ linings or to the absolute flux of particles crossing biological barriers. To address this, the models include a "Normalisation Metric" selector offering both options for scientific flexibility.
  • Reverse Dosimetry: This approach, used in the Maternal/Foetal model, anchors outputs to real-world placental burden data (current default ~4,000 particles at birth). Rejecting any simulation that exceeds this limitβ€”this is a theoretically sound mass-balance technique but has not been formally validated against independent datasets.
  • Kinetics: Gut translocation and placental transfer fractions are modelled using broad distributions because direct human data for MNP uptake is sparse.
  • Dermal (skin) exposure pathways are not yet modelled. Young children have extensive skin contact with MNPs via contaminated surfaces, bathwater and handled objects β€” but no dermal absorption or contact-transfer pathway is currently included in any scenario.
  • Breast milk as an exposure route for neonates is not yet modelled. The Neonate scenario currently only captures formula feeding via polypropylene bottles. Maternal offloading of MNPs through breast milk represents a significant gap in the 0–6 month exposure assessment.

Calculation justifications are documented within each model’s reference pages. The modular design makes it straightforward to update model parameters as new empirical data becomes available. Input parameters are to be based on the best available evidence, with iterative improvements.

Discussion is needed on expansion to capture all relevant exposure parameters. Plausible exposure routes are presented below.

Plausible Exposure Routes by Life Stage

The following table summarises the plausible exposure routes for micro- and nano-plastics (MNPs) during foetal and early life stages, grouped by developmental period.

Life Stage Exposure Route Primary Mechanisms
Foetus
(In utero)
Transplacental Following ingestion or inhalation, micro- and nanoplastics enter the maternal circulation and subsequently cross the placental barrier via multiple energy-dependent mechanisms, including endocytosis for particles <500 nm, and phagocytosis for larger microplastics.
Neonate
(0–28 days)
Oral ingestion Breast milk vs. infant formula: polypropylene feeding bottles and packaging release large numbers of particles per day, especially when heated.
Dermal contact Nanoplastics (<100 nm) may penetrate hair follicles or compromised skin (e.g. diaper rash, eczema). Synthetic textiles (swaddles) and personal care products represent potential sources.
Indirect ingestion (MCC) Inhaled particles (>5 ΞΌm) deposited in upper airways trapped in mucus, transported to pharynx via mucociliary escalator β†’ swallowed β†’ gastrointestinal tract exposure.
Inhalation High ventilation rate relative to body weight; indoor air laden with microfibers (carpets, furniture, synthetic textiles). Particles >5 ΞΌm deposited in upper airways.
Infant
(1 month – 1 year)
Oral (feeding) Polypropylene feeding bottles & silicone teats: high-temperature water/formula releases millions of MNPs per day. Also ingestion from plastic spoons, cups.
Dermal contact Crawling increases skin contact with MNP-laden dust and contaminated surfaces. Nanoplastics (<100 nm) may penetrate compromised skin (e.g. nappy rash, eczema).
Indirect ingestion (MCC) Mucociliary clearance "escalator": inhaled particles (>5 ΞΌm) trapped in mucus, transported by cilia to pharynx β†’ swallowed β†’ gastrointestinal tract exposure. Major contribution to total ingested load in early life.
Mouthing behaviour Chewing/mouthing plastic toys, teethers, and synthetic blankets β†’ mechanical abrasion releases MNPs that are directly ingested.
Toddler
(1–3 years)
Ingestion (dust/soil) Crawling & hand-to-mouth behaviour β†’ enhanced intake of indoor floor dust. Estimated daily intake of PET & PE up to 20Γ— higher than adults.
Dermal contact Active play and outdoor activities increase skin contact with MNP-contaminated soil, dust, and bathwater. Nanoplastics (<100 nm) may penetrate compromised skin.
Indirect ingestion (MCC) Heavy carpet fibre load resuspended in breathing zone; mucociliary clearance continues to transfer inhaled particles to the gut.
Dietary (solids & water) Food from plastic take-out containers, plastic cutlery, water from plastic bottles/sippy cups; additionally, processed foods and wrapped snacks.
Ocular exposure Physical irritation or release of additives/contaminants directly into the tear film.

Modelling Particle Kinetics

All four exposure models share a common set of kinetic parameters that account for how particle size and shape influence movement across biological barriers β€” from the point of intake (gut or lungs) through to systemic circulation and, where relevant, transfer to the foetus. These parameters are defined for five standard size categories spanning the nanoscale to coarse microplastic range, with morphology-dependent modifiers applied for fibres and fragments. Life-stage-specific physiological multipliers further adjust these baselines to reflect the developing anatomy and physiology of early-life stages. The following sections define these parameter sets and explain how they translate external exposure estimates into internal doses.

From External Exposure to Internal Dose β€” The Kinetic Pipeline

The kinetic parameters defined in this section are not abstract β€” they describe the sequential transformations that convert the external dose (the concentration of MNPs in air, water, or food, multiplied by intake rate) into the internal dose (particles reaching systemic circulation or target tissues). Understanding this pipeline is essential for interpreting the scenario model equations. The general sequence is:

  1. External (Intake) Dose: The model first calculates the total particles encountered per day β€” for example, particles in ingested water, in inhaled air, or in dust transferred via hand-to-mouth contact. This is the gross environmental load and represents the upper bound of possible exposure.
  2. Respiratory Tract Deposition: Not all inhaled particles are retained. The ICRP-based get_lung_deposition_fractions() function (defined per life stage and particle size) splits the inhaled load into three compartments:
    • Alveolar deposition β€” deep lung fraction, available for translocation to systemic circulation.
    • Conducting airways (bronchiolar + bronchial) deposition β€” cleared via the mucociliary escalator to the pharynx and swallowed, thereby contributing to the ingested dose.
    • Oropharyngeal / extrathoracic deposition β€” directly swallowed without reaching the lungs, also contributing to the ingested dose.

    Localised effects at deposition site not modelled kinetically: Particles deposited in the respiratory tract or retained in the gut lumen β€” particularly fibres and those in the nanoscale range β€” may cause localised biological effects (oxidative stress, inflammatory signalling, cellular damage) without ever translocating into systemic circulation. These local effects are not modelled by the kinetic pipeline (which tracks translocation only), but they are accounted for in the hazard scoring framework through the physical particle hazard domain (particle size, morphology, surface chemistry) and polymer-specific toxicity scores, where the potential for localised tissue responses is factored into the overall hazard characterisation.

  3. Gut Barrier Translocation: Of the total ingested load β€” comprising direct ingestion plus particles swallowed via mucociliary clearance (MCC) from the respiratory tract β€” only a fraction crosses the gut epithelium into the portal or systemic circulation. This fraction is the product of three factors:
    • Size-dependent baseline translocation fraction (from the Reference Translocation Parameters table below).
    • Morphology modifier (sphere = 1.0×, fibre = 0.5×, fragment = 0.9×).
    • Life-stage gut permeability multiplier (neonate = 2.0×, infant = 1.5×, toddler = 1.2×, adult/pregnancy = 1.0×).
  4. Systemic Circulation and Distribution: Particles that cross the gut barrier or translocate from the lungs enter the bloodstream. From here, they distribute to organs, are trapped in filtering tissues (liver, spleen, placenta), or are cleared via the reticuloendothelial system. For the early-life models, the key distribution steps are:
    • Placental trapping β€” a fraction of the maternal systemic dose is retained in the placental tissue (modelled as ~5% default, see table below).
    • Placental transfer to the foetus β€” a further fraction passes through to the foetal compartment (modelled as ~8.7% for 50 nm PS, van Boxel et al., 2025).
    • Pulmonary translocation β€” particles deposited in the alveoli may translocate directly into the bloodstream, bypassing the gut entirely. This is a separate entry route to systemic circulation.
    • Dermal penetration β€” not yet modelled. Skin contact with MNP-contaminated dust, textiles, and bathwater represents a plausible exposure pathway (particularly through compromised skin such as nappy rash or eczema), but no dermal absorption or contact-transfer pathway is currently included in any scenario. This is flagged as a development gap in the Introduction's list of limitations.
  5. Internal (Target Tissue) Dose: The end result of the exposure model. At present, this internal dose estimate is combined with a semi-quantitative hazard banding score (based on polymer type, particle characteristics, and chemical load) in a simple 3Γ—3 risk matrix to produce a 'Low / Medium / High' risk characterisation β€” rather than being formally compared to a toxicological reference value. This is the appropriate approach given the current lack of established health-based limits for MNPs. The exposure models therefore provide the dose side of the risk equation, while the hazard characterisation database provides the tools needed to eventually transition to a more quantitative, metric-aware risk assessment as data become available.
Concrete Worked Example

Consider an infant (6–12 months) with a resting inhalation rate of 3.5 mΒ³/day, exposed to an indoor air MNP concentration of 2,500 particles/mΒ³. The external inhaled load is 3.5 × 2,500 = 8,750 particles/day.

For submicron particles with the infant's respiratory parameters (Byrley et al., 2021, scaled from ICRP), the deposition fractions are: alveolar = 0.09, conducting airways (MCC) = 0.14, oropharyngeal = 0.05. Therefore: ~788 particles/day deposit in the alveoli (available for pulmonary translocation); ~1,225 particles/day are cleared to the gut via MCC; ~438 particles/day are directly swallowed.

The ingested load is the sum of (a) direct ingestion from diet and hand-to-mouth behaviour, plus (b) the MCC-cleared particles from the respiratory tract. If the gut translocation efficiency for 50 nm PS is 1.5% × morphology modifier (sphere = 1.0) × life-stage multiplier (infant gut = 1.5) = 2.25%, then of the total ingested load, 2.25% crosses into the bloodstream. Particles deposited in the alveoli may also translocate directly: 788 particles × 0.5% pulmonary translocation efficiency = ~4 particles/day entering the bloodstream via the lung route. The combined internal systemic dose is thus a small fraction of the original external load β€” which is precisely why the models run 10,000 Monte Carlo iterations to capture the full range of possible outcomes, including the realistic scenario where most particles are excreted or cleared without ever reaching systemic tissues.

Size Categories and Morphology Modifiers

Five discrete size bins span the nanoscale to coarse microplastic range. These bins define the baseline translocation and deposition fractions β€” larger particles have lower translocation potential regardless of shape. The morphology modifiers (sphere, fibre, fragment) are then applied multiplicatively on top of these size baselines to account for the altered kinetic behaviour of non-spherical particles:

  • Spheres/beads: 1.0Γ— (reference morphology β€” most empirical data uses spheres)
  • Fibres: 0.3Γ— for pulmonary translocation (Sturm 2012 β€” fibre geometry impedes alveolar translocation); 0.5Γ— for gut translocation (limited empirical data, fragment ratio used as conservative default)
  • Fragments: 0.8Γ— for pulmonary translocation (Ni et al., 2026 β€” irregular shape reduces aerodynamic diameter alignment); 0.9Γ— for gut translocation (near-spherical behaviour)

Reference Translocation Parameters

Citations are annotated as Direct (empirically measured in the relevant species and route) or Derived (extrapolated from surrogate data, animal models, or mechanistic first principles):

Parameter Baseline Value (50 nm PS) Evidence Source
Gut translocation (adult) 1.5% of ingested dose Direct Walczak et al., 2015 β€” measured in rat intestinal loop model
Gut translocation (adult, 100 nm PS) ~0.25% of ingested dose Derived Extrapolated from size-dependent trend in Walczak et al., 2015; consistent with Bouwmeester et al., 2015 review
Pulmonary translocation (adult, 80 nm PS) 0.5% of deposited dose Direct Chen, L., et al., 2025 β€” measured in mouse chronic inhalation model
Placental transfer (50 nm PS) 8.7% of maternal systemic dose reaches foetal compartment Direct van Boxel et al., 2025 β€” measured in in vitro placental co-culture model
Placental trapping ~5% of systemic dose trapped in tissue Derived Grafmueller et al., 2015; Zhu et al., 2023 β€” inferred from ex vivo perfusion + tissue burden mass balance
Lung deposition (submicron, adult resting) Alveolar: 0.12, MCC: 0.18 (total: 0.30) Direct ICRP 66 / MPPD model β€” validated against human inhalation data
Lung deposition (submicron, neonate) Alveolar: 0.09, MCC: 0.14 (total: 0.23) Derived Byrley et al., 2021 β€” scaled from ICRP adult using anatomical ratios
Alveolar macrophage clearance (adult) ~0.001 h⁻¹ Direct ICRP 66 β€” human clearance parameter
Alveolar macrophage clearance (neonate) 0.5Γ— adult rate Derived Sherman 1977 β€” based on lower AM count in neonatal animal models

Life-Stage Physiological Multipliers

Life-stage modifiers account for the developing physiology and assumed vulnerability of early-life stages, with healthy adult baseline as 1.0Γ—:

These multipliers are semi-quantitative estimates based on known physiological differences between life stages. Neonates and infants have a high surface-area-to-body-weight ratio (SA), which enhances the gradient for pulmonary particle translocation and is reflected in the elevated multipliers for that column. Alveolar macrophages (AM) are the lung's resident immune cells responsible for clearing deposited particles; neonates have fewer alveolar macrophages than adults, resulting in reduced clearance capacity. The gut permeability multipliers reflect the progressive maturation of intestinal tight junctions from the immature neonatal barrier through to near-adult integrity in toddlers. These values are intended as indicative modifiers for risk assessment and should be refined as empirical data become available. Supporting evidence and baseline values for each parameter category are detailed in the Reference Translocation Parameters table directly above.

Life Stage Gut Permeability Pulmonary Translocation AM Clearance
Pregnancy 1.0Γ— (no change) 1.2Γ— (↑ cardiac output) 1.0Γ— (adult baseline)
Neonate (0–6 mo) 2.0Γ— (immature tight junctions) 1.5Γ— (↑ SA:weight ratio) 0.5Γ— (↓ AM count)
Infant (6–12 mo) 1.5Γ— (developing barrier) 1.3Γ— (elevated dose per SA) 0.7Γ— (↓ AM count)
Toddler (1–3 yr) 1.2Γ— (near-adult) 1.1Γ— (slight elevation) 0.85Γ— (near-adult)

HAZARD CHARACTERISATION DURING EARLY LIFE STAGES

The models currently implement the proposal of Christopher et al. (2024), applying a semi-quantitative banding approach that uses a points-based system to prioritise particles based on polymer, particle-specific, and chemical dimensions. This is a scientifically appropriate methodology given the current lack of detailed toxicological data needed to establish formal reference values (e.g., Tolerable Daily Intakes) for most micro- and nano- plastics.

By necessity, current MNP risk assessments must be exposure-led. Considering the vulnerability of early life stages and in the absence of firm quantitative hazard data, priority is given to identification of key points of exposure. A qualitative / semi-quantitative assessment approach can already point to appropriate and pragmatic risk mitigation and management measures, thereby reducing risk. Over time, more precise quantification of hazard and exposure parameters should be possible.

To enable such improvements, a structured Hazard Characterisation Database has been designed and built, capturing particle identity, physicochemical properties, chemical load, and exposure matrix data in a standardised format. Key domains include:

  • Particle Characterisation: Polymer type, dimensions (nm precision), morphology, crystallinity, specific surface area, and density β€” enabling both particle-count and mass-based metrics.
  • Surface & Interfacial Chemistry: Zeta potential (surface charge), hydrophobicity, and refractive index β€” forming the basis for predicting how particles agglomerate in biological fluids (Two-State Classification approach).
  • Chemical Load (Trojan Horse): Both intentional additives (phthalates, bisphenols, flame retardants) and adsorbed environmental contaminants (POPs, heavy metals, PFAS) linked by CAS number.
  • Exposure Matrices: Standard reference mixtures (e.g. European housedust, bottled water) that combine multiple particle types with fractional abundances and continuous particle size distributions β€” enabling realistic exposure inputs for the Monte Carlo models.

The database is currently populated with demonstration data. Its flexible structure allows new particle types, mixtures, and composition data to be added as empirical evidence accumulates, providing the infrastructure needed to support the transition from qualitative hazard banding toward data-driven, particle-specific risk characterisation. The database therefore sets a standard for characterisation data requirements. See the Hazard Characterisation section for full details.

What remains aspirational (future development): Several important enhancements are planned but not yet implemented. These depend on the availability of further validated empirical data and partner input:

  • Continuous particle size distributions for hazard scoring: As measurement and analytical techniques improve, continuous statistical distributions could replace the current discrete scoring classes to better capture the continuum from micro- to nano- sized particles (Koelmans et al., 2026).
  • Mechanism-based grouping: Application of read-across, Adverse Outcome Pathways (AOPs), and Integrated Approaches to Testing and Assessment (IATA) as proposed by the POLYRISK project (Vogel et al., 2024; Koelmans et al., 2026). This is under review but not yet operationalised within the current framework.
  • Reference materials: Utilisation of environmentally realistic reference materials (Brachner et al., 2020) to enhance the scientific rigour of hazard scoring.
  • Microbiological hazards: Broadening scoring criteria to include microbiological hazards and pathogens as a distinct risk category (Noventa et al., 2021).
  • PBPK modelling: The models currently incorporate aspects of particle kinetics (gut translocation, inhalation deposition, placental transfer) at varying levels of detail, but a full Physiologically Based Pharmacokinetic (PBPK) model β€” incorporating size-stratified kinetics, protein corona effects, and quantification of biological barriers such as the blood-brain barrier β€” remains a medium-term objective.
  • Formal dose metrics: The transition from single-metric (particle-count) reporting to the proposed multi-metric approach (particle number, surface area, chemical load, and mass) is structurally supported by the database but has not yet been implemented in the exposure models.

Dose metric considerations: A recurring cross-cutting question is which dose metric best represents biologically relevant exposure. The current models default to particle number (particles/day), the most widely reported metric in both environmental sampling and experimental toxicology. However, mass, surface area, and chemical load each capture different dimensions of potential harm, and none is sufficient on its own. The Hazard Characterisation database stores all the data needed for a multi-metric approach (particle dimensions, morphology, density, surface area, and chemical loading), and a multi-metric reporting strategy has been proposed, but the implementation of surface area and chemical load as derived metrics awaits further development (see the Hazard Characterisation section for the full discussion).

Kinetic modelling: All kinetic parameters β€” gut translocation, lung deposition fractions (ICRP model), mucociliary clearance, placental trapping, and foetal transfer β€” are defined in the Modelling Particle Kinetics section above, with size-dependent baseline values, morphology modifiers, and life-stage physiological multipliers. That section provides the complete set of reference translocation parameters with their empirical evidence levels. Future developments will aim to include direct lung-to-bloodstream transport (pulmonary translocation), dermal absorption, breast milk offloading, and a size-stratified placental transfer function β€” the database structure already supports expanding to include these processes.

MEETING AURORA WP5 DELIVERABLES

The following next steps are proposed for AURORA Task 5.5, in collaboration and ongoing discussion with AURORA partners. These steps represent a phased approach to transition the current proof-of-concept models and hazard characterisation into a comprehensive, evidence-based early-life MNP risk assessment framework.

Interactive AURORA 5.5 Roadmap

Follow the implementation of each phase, scenario, and planned development in detail.

OPEN
  1. Continue exposure model development βœ“ Models Built & Deployed β€” The four proof-of-concept probabilistic models (Maternal/Foetal, Neonate, Infant, Toddler) are operational and deployed to production. Partner discussion and approval is needed on further expansion:
    • (a) pathway selection β€” which additional exposure routes to prioritise (dermal absorption, pulmonary translocation, breast milk offloading).
    • (b) dosimetry approach β€” whether to standardise on the Plausibility Filter forward-simulation method across all life stages, or retain the current differentiated approaches.
    • (c) normalisation metric β€” body weight (particles/kg-bw/day) vs. absolute particle flux vs. mass-based metrics.
    • (d) dose metric β€” the particle count vs. mass dose metric.
    • (e) particle size distribution β€” whether to move from the current single-size-per-scenario approach to a continuous particle size distribution (PSD) model, including size-stratified translocation and kinetic parameters to reflect empirical size-dependent transport data.
  2. Hazard characterisation mapping from literature and inputs from AURORA partners ⚠ Ongoing β€” We continuously scan the literature to identify available new hazard and dose-response data / effect thresholds across polymer types, particle size ranges, and morphological classes relevant to early-life exposure. This mapping will also attempt identify which polymer-particle combinations can be moved from qualitative banding towards quantitative risk characterisation. Read-across, Integrated Approaches to Testing and Assessment (IATA) and Adverse Outcome Pathways (AOPs) relevant to MNPs are under review.
  3. Initiate the hazard characterisation database βœ“ Built & Deployed β€” The database structure is operational with initial seed data covering polymer types, particle characterisations, chemical loads, and exposure matrices. It is built on a REST API (JSON) that exposes all records programmatically, enabling cross-communication with other databases and tools. It is envisioned that, over time, this foundational database will provide a standardised reference point that can provide reproducible inputs to the risk assessment methodologies defined by AURORA project and beyond.
  4. Internal kinetic modelling and dose metrics ⚠ Partially Implemented β€” The current models parameterise several key kinetic processes: gut translocation, inhaled deposition fraction, placental trapping, and foetal transfer. Future work will aim to include: pulmonary translocation, dermal absorption, breast milk offloading, protein corona effects, and seek consensus on dose metrics.
  5. Uncertainty analysis approach β€” The current exposure models captures variation within a population. We will use these as the basis to stress-test the full risk assessment, identifying where new data on both exposure and hazard parameters is most needed, and evaluating whether core modelling assumptions change the overall risk conclusions.
  6. Identify key data gaps and prepare detailed proposals for future research and standardisation β€” Involves formal mapping of current gaps and identified opportunities for their resolution, taking account of ongoing and proposed research initiatives.
  7. Provide the models as open source - to provide scientific transparency and to promote future development and collaboration.

Scenario 1: Foetus via Maternal exposure

Multi-pathway ingestion and inhalation exposure during pregnancy, translocation to placenta and foetus.

This scenario first models daily maternal exposures during pregnancy, combining direct ingestion (water, diet) with the secondary ingestion of inhaled particles that are trapped and swallowed via mucociliary clearance. This serves as the basis for estimating the maternal burden that could potentially be transferred to the foetus. This model features two approaches: a traditional Forward Dosimetry model and a Forward Simulation with a Biological Plausibility Filter (Reverse Dosimetry).

Model Calculations & Methodological Justification

1. Introduction

The identification of MNPs in the placenta and the foetal body has been confirmed by the findings of numerous recent studies (Sharma et al., 2024). Furthermore, studies have confirmed the placental translocation of microplastics (MPs) and nanoplastics (NPs), a process highly dependent on physicochemical properties such as size, charge, and chemical modification as well as protein corona formation (Medley et al., 2023). However, mathematically modelling maternal-foetal MNP exposure presents unique kinetic challenges. There is a strong scientific rationale for utilising a Forward Simulation with a Biological Plausibility Filter (a form of rejection sampling) over traditional Forward Dosimetry in our probabilistic (Monte Carlo) risk assessment model.

2. Limitations of Forward Dosimetry

Traditional risk assessment models rely on a "Forward Dosimetry" approach: estimating environmental intake, applying absorption fractions, and subsequently applying factors such as a static Placental Transfer Index (PTI). For MNPs, applying generalised kinetic transfer rates yields highly uncertain outputs due to several critical biophysical confounders highlighted in the current literature:

  • Size-Dependent Transport: Experimental studies demonstrate strict size-dependent transport of polystyrene particles across the placenta (Medley et al., 2023). For example, Wick et al. (2010) observed that beads sized 50, 80, and 240 nm were able to cross the ex vivoplacenta to the foetal compartment, while 500-nm beads did not. Similarly, Cartwright et al. (2012) observed in an in vitro model that 50-nm fluoresbrite polystyrene particles were transported to the foetal compartment at a sixfold higher rate than 100-nm particles.
  • Surface Functionalisation and Charge: Particle translocation cannot be predicted by size alone. Kloet et al. (2015) found that polystyrene particles of the exact same size had significantly different translocation properties that were likely dependent on specific chemical functional groups.
  • Dynamic Protein Coronas: In biological fluids, proteins can rapidly cover the surface of nanomaterials forming a protein corona (Medley et al., 2023). Gruber et al. (2020) found that dynamic protein coronas heavily influenced the translocation of plain 80-nm polystyrene nanoparticles across the placental barrier, identifying albumin (HSA) and immunoglobulin G (IgG) as major proteins facilitating this transfer.
  • Lack of Environmental Representativeness: The majority of experimental studies utilised uniform, spherical, polystyrene particles (Medley et al., 2023). Given the diversity of findings using highly controlled particles, generalised forward transfer rates cannot accurately represent the heterogenous mixtures that define true environmental exposures.

Due to these confounding variables, a universally applied PTI fails to accurately model realistic human exposure, necessitating an alternative mass-balance approach. However, the current model applies uniform translocation fractions across all particle sizes; a size-stratified placental transfer function is planned for future model iterations.

3. The Placenta as a Sink

Experimental evidence suggests that the placenta acts as a sink for particulate matter. Zurub et al. (2024) described the physical accumulation of plastic and non-plastic particles directly inside the human placenta. Additionally, ex vivo perfusion studies by Grafmueller et al. (2015) and Gruber et al. (2020) explicitly observed the accumulation of polystyrene NPs trapped within the syncytiotrophoblast layer.

To account for this, the model employs a rejection sampling framework. Instead of projecting highly uncertain systemic absorption and placental transfer rates forward without constraint, the model anchors its outputs to observed, end-of-gestation clinical tissue burdens. The Monte Carlo engine is mathematically constrained by filtering out any simulated scenarios that result in a total placental accumulation inconsistent with these empirical findings.

4. Empirical Anchoring

To anchor the rejection sampling filter, quantitative, weight-normalised concentration metrics are required. The model's parameters are driven by recent clinical data:

  • Quantitative Anchoring: Zhu et al. (2023) assessed the presence and type of particles in 17 placentas. All placenta samples included MPs, providing a critical average abundance metric of 2.70 ± 2.65 particles/g. While other studies successfully detected MPs β€” such as Ragusa et al. (2021), who found 12 pigmented MPs sized 5 and 10 Β΅m in the placentas of 4 women β€” the data reported by Zhu et al. (2023) provides the explicit mass-normalised concentration required to calibrate the mathematical accumulation limits of the Monte Carlo engine.
  • Size-Binning Justification: Future versions of the model will stratify particle kinetics based on distinct size bins. This approach is directly justified by Amereh et al. (2022), who evaluated plastic particles in 43 pregnant women's fresh human placentas and found that up to 64% of MPs from both IUGR and normal pregnancies were smaller than 10 Β΅m. This clinical size dependence, combined with the experimental evidence of size-restrictive transport (Wick et al., 2010), mathematically restricts higher translocation efficiencies to the smallest particle distributions. The current version applies uniform translocation fractions across all particle sizes.

5. Further supporting evidence

The model's broader exposure algorithms are corroborated by additional clinical findings:

  • Exposure Frequency: Weingrill et al. (2023) analysed temporal trends and showed that 100% of analysed placentas in 2021 had MP particles. This justifies the model's structural assumption of continuous, daily maternal exposure kinetics rather than isolated events.
  • Ingestion Drivers: The model's reliance on specific dietary loads is validated by Xue et al. (2024), who observed that the frequency of seafood consumption (r=0.781) and the consumption of bottled water (r=0.386) were positively correlated with MP levels in maternal amniotic fluid.

6. Model Calculations β€” Step-by-Step Formulae

Step 1 β€” Gross (External) Maternal Dose β€” Particles entering the body (all routes)
Gross = (C_water Γ— IR_water) + diet_dose + (C_dust Γ— IR_breath Γ— Hrs_indoor)

Step 2 β€” Maternal Systemic Dose β€” Particles reaching the maternal bloodstream
Systemic = [ (C_water Γ— IR_water + diet_dose) Γ— f_gut Γ— Gut_Barrier ]
          + [ (C_dust Γ— IR_breath Γ— Hrs_indoor) Γ— (Pulm_frac Γ— Pulm_Trans Γ— 1.2 + MCC_frac Γ— f_gut Γ— Gut_Barrier) ]

Step 3a β€” Foetal Dose (Forward Dosimetry β€” Placental Transfer Index)
Foetal = Systemic Γ— PTI    (Triangular: ptiMin, ptiCentre, ptiMax)

Step 3b β€” Foetal Dose (Reverse Dosimetry β€” Biological Plausibility Filter)
Placental_Burden = Systemic Γ— f_trap Γ— 280 days
If Placental_Burden ≀ ∼4000:   Scenario is biologically valid
Foetal = Systemic_valid Γ— Beta(1.1, 20)
  • Step 1 β€” Gross (External) Maternal Dose: The model first calculates the total number of particles entering the mother's body from all exposure routes β€” drinking water (C_water Γ— IR_water), dietary intake (diet_dose), and inhalation of indoor dust (C_dust Γ— IR_breath Γ— Hrs_indoor) β€” before any biological barriers are applied. This represents the maximum possible burden before kinetic filtering. Multi-Matrix Composition: When database-driven exposure matrices are selected, each route's contribution is further subdivided by the composition of its chosen matrix. For example, if the inhalation matrix contains multiple particle types (e.g., PET fibres at 70%, PE fragments at 30%), each particle type contributes its weighted fraction of the gross dose and uses its own size- and morphology-specific kinetic fractions. This provides a more realistic picture than applying a single particle type's properties to the entire route.
  • Step 2 β€” Maternal Systemic Dose: The gross external dose is then filtered through size- and morphology-dependent kinetic translocation fractions. Ingested particles (water + diet) pass through the gut barrier: the gut translocation fraction (f_gut) is modulated by the Gut_Barrier multiplier (1.0Γ— for a healthy epithelium, 1.8Γ— for a compromised barrier). Inhaled particles are split by the ICRP lung deposition model into two fractions: a pulmonary (alveolar) fraction (Pulm_frac) that can translocate directly into the maternal bloodstream (Pulm_Trans), and a mucociliary clearance fraction (MCC_frac) that is swallowed and enters the gut (Gut_Trans). The pregnancy-specific life-stage pulmonary modifier (1.2Γ—) accounts for increased cardiac output and blood volume in pregnancy, which enhance the translocation gradient from the alveolar epithelium into systemic circulation.
  • Step 3a β€” Foetal Dose (Forward Dosimetry): In the Forward Dosimetry path, the maternal systemic dose is multiplied by a Placental Transfer Index (PTI) sampled from a triangular distribution (ptiMin, ptiCentre, ptiMax). The PTI centre is anchored to either a single particle type's placental transfer fraction (legacy mode) or a composition-weighted average across all particle types in all three selected matrices (multi-matrix mode). This approach does not enforce a biological upper bound β€” any PTI value within the triangular range is accepted, which can produce unrealistically high foetal doses for some parameter combinations.
  • Step 3b β€” Foetal Dose (Reverse Dosimetry / Plausibility Filter): The recommended approach. The model first generates an oversampled pool (e.g., 200,000 iterations) of maternal systemic doses. For each scenario, a theoretical total placental burden is calculated by multiplying the daily systemic dose by the placental trapping fraction (f_trap, sampled as a triangular distribution) and the 280-day gestation period (assuming zero clearance β€” a conservative, worst-case assumption). Scenarios where this placental burden exceeds an empirical anchor (~4,000 particles, derived from Zhu et al., 2023) are rejected as biologically implausible. From the surviving "valid" scenarios, a final set (e.g., 10,000) is randomly downsampled, and a Beta(1.1, 20) foetal transfer fraction is applied to estimate the daily foetal dose. The Beta distribution encodes the placental barrier's highly restrictive nature (mean ~5.2%, mode ~0.5%). The percentage of rejected scenarios is transparently reported to the user.

7. Conclusion

By using a plausibility filter, this risk assessment model ensures that predicted foetal exposures are tethered to empirical human tissue data rather than being based solely on unconstrained theoretical kinetic assumptions. This approach effectively accounts for the complex physicochemical barriersβ€”such as protein coronas, surface charge, and size exclusion (Medley et al., 2023)β€”that currently make generalised forward predictive modelling unreliable. The multi-matrix composition system further refines this by accounting for the heterogeneous mixtures that define real-world environmental exposures (inhalation dust, drinking water, dietary intake), each with its own particle-type composition and size-dependent kinetics. As larger epidemiological cohorts provide further normalised placental mass-concentration metrics, these empirical target distributions and matrix compositions will be iteratively refined.

Forward Exposure Parameters

Water Concentration

C_water [particles/L] Lognormal
Justification: Reflects highly skewed concentrations of MNPs found in drinking water sources.
Citation: Danopoulos et al., 2020

Water Intake Rate

IR_water [L/day] Triangular
Justification: Standard physiological intake based on WHO guidelines, accounting for variability.
Citation: WHO Water Intake Guidelines

Indoor Dust Concentration

C_dust [particles/mΒ³] Lognormal
Justification: Represents typical MNP concentrations in indoor air, a primary source for inhalation.
Citation: Vianello et al., 2019

Lung Deposition Fractions β€” Pulmonary and Mucociliary Clearance

Pulm_frac + MCC_frac = Total Deposition ICRP Model
Justification: The ICRP lung deposition model divides inhaled particles into two functional groups based on where they deposit in the respiratory tract. The pulmonary (alveolar) fraction comprises particles that reach the deep lung and are available for direct translocation into the systemic bloodstream, bypassing the gastrointestinal tract entirely. The mucociliary clearance (MCC) fraction comprises particles deposited in the conducting airways that are trapped in mucus, transported to the pharynx by the mucociliary escalator, and swallowed β€” entering the gut and becoming subject to gut translocation. These two fractions sum to the total deposited dose. The ICRP Multiple Path Particle Dosimetry (MPPD) model provides size- and life-stage-specific values for both fractions, replacing the previous single-parameter approach.
Citation: ICRP 66 / MPPD Model (see Modelling Particle Kinetics)

Dietary MNP Load

C_food [particles/day]
Lognormal
Mean 25,000
Std Dev ± 10,000
Justification: Represents the total daily MNP load from food ingestion (excluding water). Based on typical consumption patterns of seafood, packaged foods, and beverages, reflecting the order-of-magnitude estimate from Cox et al. (2019) for adults. The lognormal distribution captures the highly skewed nature of dietary exposure across individuals.
Citation: Cox et al., 2019

Maternal Breathing Rate

IR_breath [m³/hr]
Normal
Mean 0.6
Std Dev ± 0.1
Justification: Represents the adult female resting-to-light-activity breathing rate during pregnancy. Used to convert the indoor dust concentration (C_dust) into an hourly inhaled volume. EPA adult female resting rate is ~0.3–0.5 m³/hr; light activity increases this. A mean of 0.6 m³/hr with normal distribution captures the range of typical indoor activity during pregnancy.
Citation: US EPA Exposure Factors Handbook, 2011

Hours Indoors

Hrs_indoor [hr/day]
Triangular
Min 16
Mode 20
Max 24
Justification: Reflects the substantial amount of time pregnant women spend indoors β€” particularly in the later stages of pregnancy when mobility may be reduced. Based on the US National Human Activity Pattern Survey (NHAPS, Klepeis et al., 2001) which found adults spend approximately 87% of their time indoors. The triangular distribution (16–20–24 hr/day) captures variability from minimally active (largely housebound) to those with active outdoor lifestyles.
Citation: Klepeis et al., 2001 (NHAPS)

Maternal Gut Barrier Multiplier

Gut_Barrier [unitless]
Fixed
Healthy 1.0×
Compromised 1.8×
Justification: Adjusts the gut translocation fraction (f_gut) to account for barrier integrity. A healthy epithelium is assigned a multiplier of 1.0× (baseline). A compromised gut barrier (e.g., from inflammatory bowel disease, coeliac disease, or pregnancy-related increased intestinal permeability) amplifies the fraction of ingested particles that cross into the bloodstream. The 1.8× default for the compromised state is derived from the enhanced paracellular and transcellular transport observed in conditions of intestinal inflammation (Vethaak & Legler, 2021).
Citation: Vethaak & Legler, 2021

Plausibility Filter Kinetics

Target Placental Burden (Filter Limit)

Max: ~4000 particles Empirical Anchor
Justification: Based on an average abundance metric of 2.70 ± 2.65 particles/g in a standard 500g term placenta. Note: Zhu et al. used LDIR microscopy, which detects particles ≥10–20 µm; the true total particle burden (including sub-µm particles) is likely higher, meaning the filter is conservative β€” it over-rejects rather than under-rejects scenarios. The Monte Carlo engine uses a boolean filter to reject any iteration exceeding this physiological reality, and the application transparently displays the percentage of mathematically generated scenarios that were biologically rejected.
Citation: Zhu et al., 2023

Gut Translocation Fraction (f_gut)

f_gut Triangular
Justification: The fraction of ingested particles that cross the gut barrier into the maternal bloodstream. This is a highly uncertain parameter, now modeled as a triangular distribution to capture this variability. The default range (0.1% to 5%, mode 1%) is based on literature suggesting low but non-zero translocation for nanoparticles.
Citation: Bouwmeester et al., 2015

Placental Trapping Fraction (f_trap)

f_trap Triangular
Justification: The estimated fraction of the daily systemic dose that is trapped in the placenta. This parameter is a key driver of the plausibility filter but is not well-characterised. It is modelled as a triangular distribution (default 1% to 20%, mode 3%) to reflect significant scientific uncertainty.
Citation: Model Assumption

Foetal Transfer Fraction

PTI_foetal Beta(1.1, 20)
Justification: Applied to the validated systemic dose. Current evidence indicates the placenta limits transport of particles to the foetus. The Beta distribution's shape parameters (Ξ±=1.1, Ξ²=20) skew values heavily toward smaller fractions, with a mean of ~5% particle translocation from placenta to foetus. Note: this fraction is currently applied uniformly across all particle sizes; a size-stratified approach would be a refinement for future versions.
Citation: Grafmueller et al., 2015; Gruber et al., 2020

Scenario 2: Neonate / Early Infancy (0–6 Months)

Dietary and inhalation parameters during the newborn period and early infancy.

This scenario describes plausible exposure routes for neonates, focusing on dietary intake from polypropylene (PP) bottles. The model captures the cumulative ageing effect of repeated use β€” washing, sterilisation, and drying β€” all of which exacerbate MNP emission over the bottle's lifespan. Bottle age is a key exposure determinant.

Model Calculations & Justification

The Neonate Exposure Model evaluates acute exposure risk for newborns, prioritising the formula feeding pathway while accounting for resting inhalation. A key feature of the model is the incorporation of cumulative ageing effects: repeated thermal stress and washing cycles increase MNP shedding over the bottle's lifespan.

Step 1 β€” External (Gross) Neonate Dose β€” Particles Entering the Body
External = Bottle_Load + (C_dust Γ— IR_breath_rest Γ— 24hr)

Step 2 β€” Systemic (Internal) Neonate Dose β€” Particles Reaching the Bloodstream
Systemic = [ Bottle_Load Γ— Gut_Trans + (C_dust Γ— IR_breath_rest Γ— 24hr) Γ— (Pulm_frac Γ— Pulm_Trans + MCC_frac Γ— Gut_Trans) ] / BW
  • Step 1 β€” External Dose: The model first calculates the total number of particles entering the neonate's body from all routes before any biological barriers are applied. The bottle ingestion pathway (Bottle_Load) models particle release from polypropylene (PP) baby bottles, with age-dependent shedding rates based on empirical multi-cycle wear data from Du et al. (2025). Cumulative damage from repeated washing, sterilisation, and drying cycles increases MNP emission over the bottle's lifespan. The ambient inhalation pathway assumes a 24-hour resting exposure in the crib environment: the inhaled load is C_dust Γ— IR_breath_rest Γ— 24hr.
  • Step 2 β€” Systemic Dose: The external dose is then filtered through size- and morphology-dependent kinetic translocation fractions. Ingested bottle particles pass through the gut barrier (Gut_Trans). Inhaled particles are split by the ICRP lung deposition model into two groups: a pulmonary fraction (Pulm_frac) that can translocate directly into the bloodstream (Pulm_Trans), and a mucociliary clearance fraction (MCC_frac) that is swallowed and then enters the gut (Gut_Trans). Kinetic translocation fractions are determined from the size- and morphology-based kinetic lookup table, and are defined fully in the Modelling Particle Kinetics section above.
  • Normalisation (BW): The total systemic load (particles/day) is normalised by body weight to yield dose in particles/kg-bw/day. Selecting 'None' via the Normalisation Metric toggle displays results as particles/day (total particle flux).

MNP Load from PP Bottles (Age-Dependent)

Bottle_Load [particles/day]
Lognormal
New Bottle (0–28 days) 8,000 ± 3,000 SD
Extended Use (112+ days) 24,000 ± 9,000 SD
Justification: Parameters derived from Du et al. (2025), who directly measured MNP shedding from PP infant bottles under realistic repeated-use conditions using laser direct infrared (LDIR) imaging. The study's bottom-line exposure estimate of 1,237–2,835 particles/kg-bw/day is scaled to a 5 kg neonate reference body weight. Three usage levels account for the cumulative ageing effect: repeated heating cycles amplified MNP emissions by 32.5% to 264.2% over baseline. The study recommends a dynamic replacement interval of 28–112 days.
Key Advance over Prior Data: Unlike earlier studies (e.g., Li et al., 2020) that tested single-use shedding from new bottles under extreme conditions, Du et al. (2025) provides quantitative multi-cycle emission profiles that capture the real-world effects of washing, sterilisation, drying duration, and bottle ageing. The study also identifies silicone nipples as a secondary PA/PVC/siloxane source.
Citation: Du, S., Wu, L., Liu, Z., & Tao, F. (2025). Thermal degradation and microplastic emission in polypropylene infant bottles: A laser direct infrared imaging study for exposure risk assessment. Microchemical Journal, 218, 115467.

Resting Breathing Rate

IR_breath_rest [mΒ³/day]
Normal
Mean 3.6
Range 2.0 - 5.0
Justification: Represents the age-specific resting metabolic breathing volume (mean 3.6 mΒ³/day, β‰ˆ0.15 mΒ³/hr), accurately reflecting the predominantly sedentary/sleeping state of neonates.
Citation: US EPA, 2011

Ageing-Driven MNP Shedding Over Repeated Use Cycles

Visualising how cumulative damage from repeated washing, sterilisation, and drying drives MNP emission upwards over the bottle's lifespan β€” emissions increase with bottle age, not decrease.

How the model accounts for this: Du et al. (2025) demonstrated that repeated heating cycles amplify MNP emissions by 32.5% to 264.2% over baseline, that prolonged sterilisation (30 vs. 15 min) increases release by 45.2–51.6%, and prolonged drying (60 vs. 15 min) by 195.7%. Earlier studies (Li et al., 2020) showed decreasing shedding after initial use due to a "flush" of loosely bound particles, but this only applies to the first few uses. The Du et al. data better reflects real-world chronic exposure: bottles in use for weeks or months shed increasingly more particles due to polymer degradation from cumulative thermal and mechanical stress. The model therefore uses an age-dependent increasing shedding profile.

Path to Further Improvement: The model can be made significantly more robust by incorporating additional parameters identified in Du et al. (2025): (1) a continuous function for bottle age (days) rather than discrete usage bins, (2) separate modulators for sterilisation duration (e.g., 15 vs. 30 min) and drying duration (15 vs. 60 min), (3) particle size distribution data (50–59% of particles were in the respirable 10–30 Β΅m range), and (4) the contribution of silicone nipples as a secondary PA/PVC/siloxane source. These refinements would transform the current categorical ageing model into a fully parametric, multi-factorial exposure model.

Scenario 3: Infant (6–12 Months)

Crawling, floor micro-environments, and early hand-to-mouth behaviours.

This scenario characterises the unique exposure profile of the crawling infant. It provides parameters for the "Pig Pen effect" (localised particulate resuspension in the breathing zone) and accurate frequency metrics for indoor hand-to-mouth behaviours, avoiding the use of outdoor soil-pica extremes for standard indoor modelling.

Model Calculations & Justification

The Infant Exposure Model evaluates the specific risks associated with the crawling life stage, where close proximity to the floor and frequent hand-to-mouth contacts drive environmental exposure.

Step 1 β€” External (Gross) Infant Dose β€” Particles Entering the Body
External = (FQ_htm Γ— Hrs_active Γ— SA_hand Γ— AF_hand Γ— C_dust) + (C_resus Γ— IR_breath Γ— Hrs_active)

Step 2 β€” Systemic (Internal) Infant Dose β€” Particles Reaching the Bloodstream
Systemic = [ (FQ_htm Γ— Hrs_active Γ— SA_hand Γ— AF_hand Γ— C_dust) Γ— Gut_Trans + (C_resus Γ— IR_breath Γ— Hrs_active) Γ— (Pulm_frac Γ— Pulm_Trans + MCC_frac Γ— Gut_Trans) ] / BW
  • Step 1 β€” External Dose: The model first calculates the total particles entering the infant's body from all routes before any biological barriers are applied. Hand-to-mouth ingestion is the product of contact frequency (FQ_htm), active hours (Hrs_active), hand surface area (SA_hand), dust adherence (AF_hand), and dust concentration (C_dust). Resuspension inhalation adds the localised 'Pig Pen' cloud of particles kicked up by crawling: resuspended dust concentration (C_resus) multiplied by the active breathing rate (IR_breath) and active hours (Hrs_active).
  • Step 2 β€” Systemic Dose: The external dose is filtered through size- and morphology-dependent kinetic translocation fractions. Ingested particles pass through the gut barrier (Gut_Trans). Inhaled particles are split by the ICRP lung deposition model into a pulmonary fraction (Pulm_frac) that can translocate directly into the bloodstream (Pulm_Trans), and a mucociliary clearance fraction (MCC_frac) that is swallowed and enters the gut (Gut_Trans). Kinetic translocation fractions (Gut_Trans, Pulm_Trans) and life-stage modifiers are as defined in the Modelling Particle Kinetics section above. No additional 'Modifiers' term is needed β€” size and morphology kinetics are applied intrinsically through the lookup table.
  • Normalisation (BW): The total systemic load (particles/day) is normalised by body weight to yield dose in particles/kg-bw/day. Selecting 'None' displays results as particles/day (total particle flux).

Indoor Dust Conc.

C_dust [MPs/mg]
Lognormal
Mean (p/mg) 50
Std Dev ± 25
Justification: Reflects realistic global indoor floor dust averages (primarily PET fibers and fragments), explicitly filtering out highly contaminated industrial outliers. Default revised from 500 to 50 p/mg following the Phase 0 audit (Issue #4b), consistent with the Toddler model. Jenner et al. (2022) report typical indoor settled dust MNP concentrations of 2–90 p/mg for inhalable fibres; 50 p/mg is a conservative mid-range value.
Citation: Zhang et al., 2021

Dust Adherence Factor (AF_hand)

AF_hand [mg/mΒ²]
Triangular
Mode 5000
Justification: A necessary parameter to link hand surface area to dust mass concentration. Based on standard values for soil/dust adherence to skin.
Citation: US EPA, 2011

Resuspended Dust (C_resus)

C_dust_resusp [part/mΒ³]
Lognormal
Mean (p/mΒ³) 5000
Std Dev ± 2000
Justification: Accounts for the "Pig Pen effect." Crawling resuspends settled dust, creating a localised cloud in the infant's breathing zone with a concentration significantly higher than ambient room air (which is ~2500 p/mΒ³ in the Pregnancy model).
Citation: Wu et al., 2021

Hand-to-Mouth Freq.

FQ_htm [contacts/hr]
Lognormal
Mean 20
Spread 5 - 40
Justification: Derived from robust videographic observational data; a lognormal fit correctly accounts for the skew between highly active infants and passive observers.
Citation: Xue et al., 2007

Surface Area Mouthed (SA_hand)

SA_hand [cmΒ²]
Triangular
Mean 30
Std Dev 10
Justification: Accurately represents that only a fraction (~10-15%, usually fingers/thumb) of the total hand surface area enters the mouth during a typical contact event.
Citation: US EPA, 2011

Scenario 4: Toddler (1–3 Years)

Active mobility, increased dust ingestion, and chemical leaching from mouthed toys.

This scenario details the twin exposure pathways for active toddlers: ingestion of MNP-laden dust, and a proof-of-concept chemical migration model for mouthed toys. No peer-reviewed study currently provides validated MNP particle release rates from toy mouthing. The chemical migration approach shown here uses the same mass-transfer geometry that a future MNP leaching model would require, and serves as a methodological placeholder until validated data become available.

Model Calculations & Justification

The Toddler Exposure Model captures the unique risks of increased mobility and oral exploratory behaviours, focusing on direct dust ingestion, resuspended dust inhalation, and chemical migration from mouthed plastic toys. The model presents parallel exposure assessments: two particle-based routes that can be summed (same units: particles/day) and one mass-based chemical migration route that is kept separate.

Particle Pathways β€” Step 1: External (Gross) Toddler Dose β€” Particles Entering the Body
External = (IR_dust Γ— C_dust) + (C_resus Γ— IR_breath Γ— Hrs_active)

Particle Pathways β€” Step 2: Systemic (Internal) Toddler Dose β€” Particles Reaching the Bloodstream [ / BW ]
Systemic = (IR_dust Γ— C_dust) Γ— Gut_Trans + (C_resus Γ— IR_breath Γ— Hrs_active) Γ— (Pulm_frac Γ— Pulm_Trans + MCC_frac Γ— Gut_Trans)

Chemical Migration: Toy Mouthing (Mass-Based, separate metric β€” no kinetic filtering)
EDI_toy_chem (Β΅g/day) = Rmgr Γ— (Contact_Area / 10) Γ— t_mouthing Γ— Active_Hours [ / BW ]
  • Step 1 β€” External Dose (Particle Pathways): The model first calculates the total particles entering the toddler's body from dust ingestion and inhalation, before any biological barriers are applied. Dust ingestion is the product of the daily dust ingestion rate (IR_dust) and the MNP concentration in dust (C_dust). Resuspended dust inhalation adds the 'Pig Pen' cloud of particles kicked up by active play: resuspended dust concentration (C_resus) Γ— active breathing rate (IR_breath) Γ— active hours (Hrs_active).
  • Step 2 β€” Systemic Dose (Particle Pathways): The external dose is filtered through size- and morphology-dependent kinetic translocation fractions. Ingested dust passes through the gut barrier (Gut_Trans). Inhaled particles are split by the ICRP lung deposition model into a pulmonary fraction (Pulm_frac) that translocates directly into the bloodstream (Pulm_Trans), and a mucociliary clearance fraction (MCC_frac) that is swallowed and enters the gut (Gut_Trans). Kinetic translocation fractions are as defined in the Modelling Particle Kinetics section above. No additional 'SizeMod' term is needed β€” size and morphology kinetics are applied intrinsically through the lookup table. The two particle-based pathways (dust ingestion + resuspended dust inhalation) are summed because they share the same units and kinetic framework.
  • Chemical Migration (Toy Mouthing β€” proof-of-concept): Implements a mass-based approach derived from Aurisano et al. (2022). Calculates Β΅g/day of migrating chemical additives using: chemical migration rate (Rmgr), mouthing contact area, mouthing duration per active hour (t_mouthing), and daily active hours. No peer-reviewed study currently provides validated MNP particle release rates from toy mouthing; this chemical migration model uses the same mass-transfer geometry that a future MNP leaching model would require, and serves as a methodological placeholder. This pathway is kept separate from the particle pathways β€” particles/day and Β΅g/day cannot be summed.
  • Normalisation (BW): The total load (particles/day or Β΅g/day) is normalised by body weight when selected. Selecting 'None' displays absolute daily flux.

Dust Ingestion Rate

IR_dust [mg/day]
Triangular
Min 30
Mode 50
Max 100
Justification: This central tendency provides a highly realistic baseline for the general toddler population indoors, representing typical house dust ingestion. The mode of 50 mg/day is consistent with the US EPA Exposure Factors Handbook central estimate for toddlers; the triangular distribution (30–50–100) captures the inter-individual variability from low to high soil/dust pica behaviour.
Citation: US EPA, 2011

Indoor Dust Concentration

C_dust [particles/mg]
Lognormal
Mean (p/mg) 50
Std Dev ± 25
Justification: Represents the MNP concentration in indoor settled dust ingested by toddlers through hand-to-mouth contact and direct dust ingestion. Default revised from 500 to 50 p/mg following the Phase 0 audit (Issue #4b), consistent with the Infant model. Jenner et al. (2022) report typical indoor settled dust MNP concentrations of 2–90 p/mg for inhalable fibres; 50 p/mg is a conservative mid-range value reflecting general household dust rather than highly contaminated industrial environments.
Citation: Zhang et al., 2021; Jenner et al., 2022

Chemical Migration Rate

Rmgr [µg/10cm²/min]
Lognormal
Mean 10
Std Dev ± 5
Justification: Conservative default for DINP plasticizer migration in PVC soft toys, upper empirical range. Aurisano et al. provide migration rate data for additives leaching from mouthed toy surfaces. This mass-transfer geometry (chemical migration via contact) mirrors the structure required for a future MNP leaching model when empirical data become available.
Citation: Aurisano et al. (2022)

Mouthing Duration

t_mouthing [min/hr]
Triangular
Min 0.5
Mode 1.8
Max 6.3
Justification: Corrected unit: minutes per active hour (not min/day). Values from Aurisano et al. (2022, Table 2), citing US EPA Exposure Factors Handbook. Mean 1.8, 99th percentile 6.3 min/hr for toddlers (2–3 yrs).
Citation: Aurisano et al. (2022) / US EPA EFH

Active Hours per Day

Active_Hours [hr/day]
Triangular
Min 8
Mode 10
Max 14
Justification: Typical toddler awake period. Multiplied with t_mouthing (min/hr) to derive total daily mouthing duration.
Citation: Aurisano et al. (2022)

Contact Area Fixed

Contact_Area [cm²]
Deterministic
Fixed Value 10 cm²
Justification: Standardised mouthing contact surface area as defined by Aurisano et al. (2022). Represents the area of a toy surface in contact with oral mucosa during a mouthing event.
Citation: Aurisano et al. (2022)

Hazard Characterisation of MNPs

Particle characterisation, exposure matrices, and mechanistic modelling in support of MNP risk assessment

Overview

A foundational challenge in MNP risk assessment is the extreme diversity of particle types β€” varying in polymer, size, morphology, surface chemistry, and ageing state β€” coupled with the lack of standardised reference data. To address this, we have initiated a Hazard Characterisation Database designed to capture, in a structured and machine-readable format, the physicochemical properties of MNP particles and the environmental mixtures (exposure matrices) in which they occur.

The database comprises two linked domains:

Particle Characterisation

Discrete records for individual MNP types, capturing:

  • Identity: Polymer type (PE, PP, PS, PVC, PET, nylon, etc.) and morphology (fragment, fibre, sphere, bead, film, foam)
  • Physicochemistry: Dimensions (nm precision), crystallinity, specific surface area, density (g/cmΒ³)
  • Surface & Interfacial Chemistry: Zeta potential (mV), hydrophobicity (log D octanol-water), refractive index, surface functionalisation
  • Chemical Load: Both intentional additives (phthalates, bisphenols, flame retardants) and adsorbed environmental contaminants (POPs, heavy metals, PFAS) β€” the 'Trojan Horse' dimension
  • Lifecycle: Weathering state, predicted degradability under physiological conditions, reference material source

Exposure Matrices

Reference environmental mixtures that combine multiple particle types into realistic exposure scenarios:

  • Matrix types: Housedust, bottled water, seafood, soil, air particulate, etc.
  • Composition: Which particle types are present, at what fractional abundance, and in which size bins
  • Size distributions: Continuous probability density functions (lognormal, power-law) per composition entry, enabling realistic PSD sampling for dosimetry
  • Geographic context: Region-specific matrices (e.g. "European housedust", "Asian seafood") can be defined and compared

Together, these two domains provide the data infrastructure needed to move beyond generic hazard scores toward particle-specific, matrix-aware risk characterisation. The database is extensible by design: new particle types, matrices, and composition entries can be added as empirical data become available.


Opportunities provided by the database include:

Applying Appropriate Dose Metrics

A recurring question in MNP risk assessment is which dose metric best represents the biologically relevant exposure. The answer is not straightforward, because particles β€” unlike dissolved chemicals β€” do not have a single, universally informative metric. Mass, particle number, surface area, and chemical load each capture different dimensions of potential harm, and none is sufficient on its own.

Why mass is not the answer

At first glance, mass-based metrics (Β΅g/day, mg/kg-bw/day) seem attractive because they are the standard in chemical risk assessment and are expected by many regulatory frameworks. However, for particles, mass is a poor proxy for biological effect for several fundamental reasons:

  • Mass obscures size-dependent kinetics. A 1 Β΅g dose of 50 nm particles (~1010 particles) and a 1 Β΅g dose of 10 Β΅m particles (~1 particle) behave completely differently in the body β€” different deposition in the respiratory tract, different translocation across the gut and placenta, different clearance kinetics. Reporting "1 Β΅g" treats these as equivalent, which is biologically misleading.
  • Particle toxicity does not scale with mass. Cellular responses β€” oxidative stress, inflammatory signalling, membrane damage β€” correlate with particle number and surface area, not with the bulk polymer mass. An equivalently massive piece of bulk plastic elicits no cellular response at all.
  • Mass is a legacy metric from chemical risk assessment. For a dissolved chemical, one molecule is functionally identical to another, and mass is proportional to the number of molecules. Particles are not molecules β€” a particle is a discrete, structurally complex object, not an Avogadro-scale ensemble. Applying mass-based logic to particles is a category error.
  • The field is moving away from mass. The POLYRISK framework (Vogel et al., 2024), the SCCWRP Toxicity Explorer, and the Toxicologically Relevant Metric (TRM) approach (Koelmans et al., 2026) all prioritise number-based or surface-area-based metrics. Mass persists in the literature largely through inertia and regulatory habit, not because it is scientifically informative.

What about particle number?

Particle number (particles/day) β€” the current default metric in our models β€” is a substantial improvement over mass because it preserves information about the number of discrete entities encountering biological surfaces. It is the most widely reported metric in the experimental toxicology literature (particles/cell, particles/tissue section), making it directly comparable to in vitro and in vivo study data. However, particle number alone is also incomplete:

  • It treats all particles as equivalent. A 50 nm and a 10 Β΅m particle both count as "1", despite orders-of-magnitude differences in mass, surface area, chemical load, and translocation potential. The agglomeration modelling framework (see above) partially addresses this by adjusting the effective hydrodynamic diameter, but the dose metric itself remains size-agnostic.
  • It does not capture the "Trojan Horse" effect. A particle carrying adsorbed pollutants or leachable additives β€” phthalates, PFAS, heavy metals β€” delivers a chemical co-exposure that particle number alone cannot represent. Two particles of the same size but different chemical loads are not toxicologically equivalent.
  • It is the natural starting point because it aligns with how analytical techniques report data (particles/g, particles/L) and how translocation studies express their results. The database's ChemicalLoad table was designed precisely to bridge the gap between particle number and chemical exposure.

Surface area and chemical load as complementary metrics

The two metrics that most directly address the limitations of both mass and particle number are surface area and chemical load:

  • Surface area correlates with the biological interface at which particle–cell interactions occur. Reactive oxygen species generation, protein corona formation, membrane disruption, and catalytic surface activity all scale with available surface area. The database stores surface_area_m2_per_g for each particle characterisation, making the conversion from particle count to surface area a straightforward arithmetic step β€” count Γ— surface area per particle. For spheres, surface area scales as 4Ο€rΒ²; for fibres, as 2Ο€rL. The databased morphology field enables the correct geometric formula to be selected.
  • Chemical load captures the vector dimension of MNP hazards. Through the ChemicalLoad table, each particle record can be linked to its associated additives and adsorbed contaminants with concentration data. The chemical dose (Β΅g of phthalate, ng of PFAS) is simply the particle count multiplied by the contaminant loading per particle. This bridges the gap between particle exposure and chemical co-exposure in a single framework.

The metrics vs. kinetics distinction

A critical conceptual distinction: the dose metric (particles/day, Β΅g/day, mmΒ²/day) is what we report, while dosimetry (gut translocation, lung deposition, placental transfer) is what the model calculates. These are orthogonal. The dosimetry engine operates on particle size β€” the agglomeration module predicts effective hydrodynamic diameter, and that diameter drives size-dependent deposition and translocation fractions, regardless of whether the final result is expressed as particle number, surface area, or mass. The metric choice affects how we interpret the result, not how the model computes it.

Proposed approach

We propose a multi-metric reporting strategy:

  1. Particle number (primary): Keep as the default metric. It is the most widely comparable across the literature and aligns with empirical analytical data. The current models already report in particles/day and particles/kg-bw/day.
  2. Surface area (primary complement): Derive from particle number using geometry and the database's surface_area_m2_per_g or particle dimensions. Report as mmΒ²/day or cmΒ²/day. This addresses the "all particles are not equivalent" problem without introducing the conceptual errors of mass-based metrics.
  3. Chemical load (exposure context): Derive from particle number using the database's ChemicalLoad table. Report as Β΅g/day per contaminant or aggregated by hazard class. This captures the Trojan Horse dimension that no physical metric can represent.
  4. Mass (regulatory comparison only): Offer as an optional derived metric for backward compatibility with frameworks that require mass-based units (e.g., mg/kg-bw/day). It is arithmetically trivial (count Γ— volume Γ— density) but should be clearly caveated as the least informative metric for particle-specific risk assessment.

The database already stores all the data needed for all four metrics: particle dimensions, morphology, density, surface area, and chemical loading. No schema changes are required. The implementation path is a set of post-hoc conversion functions in app/core/dose_metrics.py and a "Dose Metric" selector in the results display β€” the same single-function approach described for the mass-only conversion, but extended to surface area and chemical load.

Particle Size Distributions for Dosimetry

A critical requirement for dosimetry is the ability to define and sample from continuous particle size distributions (PSDs) rather than assuming a single particle size per scenario. The database addresses this via the ParticleSizeDistribution table, which stores distribution parameters (type, central tendency, spread, bin count) linked to each composition entry in an exposure matrix.

Supported distribution types include:

  • Lognormal β€” The most common model for environmental MNP PSDs, parameterised by geometric mean and geometric standard deviation. Appropriate for particles that arise from comminution or fragmentation processes.
  • Power-law (fractal) β€” Appropriate for number-based size distributions in environmental samples (e.g., "the number of particles scales as d-Ξ±"), parameterised by the fractal exponent Ξ± and range bounds.
  • Binned (histogram) β€” A discrete empirical distribution defined by size-range intervals (bins) and their fractional abundances. Each bin spans a particle size range (e.g. 1–10 Β΅m, 10–100 Β΅m). The num_bins field stores how many intervals the full size range is divided into β€” more bins means finer size resolution (e.g. 10 bins is coarse but adequate for LDIR data; 100 bins approaches a near-continuous curve). Suitable when only binned analytical data are available (e.g. from LDIR or Β΅FTIR measurements).

Important practical note β€” Binned data as a basis for continuous fitting: In practice, analytical techniques (LDIR, Β΅FTIR) typically provide only 4–10 bins across the microplastic size range. This is too coarse for direct bin-wise sampling in dosimetry calculations. However, even 3–4 bins are sufficient to fit a continuous distribution (typically lognormal) using standard maximum likelihood estimation (MLE), a well-established routine in aerosol science. The intended workflow is therefore:

  1. Analytical data yields coarse bins with fractional abundances
  2. Fit a lognormal (or power-law) through the bin midpoints or via MLE
  3. Use the fitted continuous distribution for PSD sampling in dosimetry
  4. The raw bins are stored for provenance but not used directly as the sampling distribution

Current model limitation: The exposure models (Neonate, Infant, Toddler, Pregnancy) still use hard-coded single particle sizes with uniform translocation fractions. The database stores PSD definitions, and the sampling engine described here is the next architectural integration step β€” connecting the database PSDs to the Monte Carlo dosimetry engine. Once implemented, this will enable size-stratified gut translocation, lung deposition (ICRP model), and placental transfer based on the sampled particle diameter, replacing the current uniform-kinetics approach.

Despite these practical limitations, storing PSD data now β€” even as coarse bins β€” is a necessary foundation. As analytical technique resolution improves, the stored data will support progressively finer PSDs without requiring schema or code changes.

Sampling from these distributions provides realistic particle size inputs for the Monte Carlo simulation engine. This enables size-dependent dosimetry β€” for example, applying size-stratified gut translocation fractions, lung deposition fractions (from the ICRP model), and placental transfer efficiencies β€” replacing the current single-size-per-scenario approach with mechanistically grounded, distribution-aware exposure estimates across the full 1 nm – 100 µm target range.

The 'Trojan Horse' Effect: Contaminant Adsorption Modelling

MNPs act as vectors for chemical contaminants β€” both intentional additives (plasticisers, flame retardants, stabilisers) and adsorbed environmental pollutants (PAHs, PCBs, PFAS, heavy metals). This 'Trojan Horse' effect is captured in the database via the ChemicalLoad table, which links particle records to specific chemicals with concentration fields.

Zeta potential contributes to understanding contaminant adsorption through the electrostatic component:

  • Metal cations (Pb²⁺, Cd²⁺, Cu²⁺) are electrostatically attracted to negatively charged particle surfaces. More negative ζ → greater adsorption capacity, all else equal.
  • Cationic organic contaminants (some PFAS species, some pesticides) follow the same electrostatic principle.
  • Anionic species (chromate, arsenate) are repelled by negatively charged surfaces β€” adsorption is negligible for pristine particles but may occur via cation bridging if the particle is coated in divalent metal ions.
  • Non-ionic hydrophobic contaminants (PAHs, PCBs, phthalates, neutral PFAS) β€” Zeta potential is not the primary driver; here, the polymer-specific sorption coefficient (Kd) and contaminant log Kow dominate. The database stores log Kow as part of ChemicalLoad, enabling a hybrid model: electrostatic + hydrophobic partitioning.

A proposed combined adsorption model would integrate the electrostatic term (from ζ) with the hydrophobic term (from log Kow) and particle surface area (from morphology and dimensions) to predict equilibrium contaminant loading per particle. This bridges the gap between measured chemical loads in the database and mechanistic prediction for particle-chemical combinations that have not yet been empirically tested.

Agglomeration Modelling from Zeta Potential

The database stores zeta potential (ζ) β€” the electrostatic potential at the particle's slip plane β€” as a core surface-chemistry parameter. Zeta potential is the primary determinant of colloidal stability and can be measured by electrophoretic light scattering (ELS) in any reasonably equipped laboratory.

An initial proposal for agglomeration modelling was based on DLVO (Derjaguin-Landau-Verwey-Overbeek) theory, however this is overly complex and introduces cascading uncertainty.

For the purposes of risk assessment, a Two-State (ternary) Classification Model should provide ample characterisation. The core logic reduces the problem to a simple threshold classification measured in a standard reference medium (10 mM NaCl, pH 7.4):

  • Category A (Stable): |ζ| > 30 mV
  • Category B (Conditionally stable): 10 mV < |ζ| < 30 mV
  • Category C (Unstable): |ζ| < 10 mV

When a particle enters any biological fluid β€” whether blood, stomach acid, or lung lining fluid β€” naturally occurring proteins immediately stick to its surface, forming a corona. This coating changes the particle's effective surface charge in a predictable way, regardless of the particle's original charge. Using published data (TBC), it may be possible to correct the pristine zeta category for each biological fluid without needing to measure zeta directly in blood, stomach acid, or lung fluid (which, in any case, is technically unreliable).

The corrected stability category is then passed through a fluid-specific decision matrix that maps it to an expected behaviour (dispersed / weak flocs / strong agglomerates) for each biological fluid. Each behaviour state is assigned a probabilistic range of effective particle sizes β€” not a single value β€” that feeds directly into the Monte Carlo dosimetry engine. For example, a particle classified as "strong agglomerates" in gastric juice receives an effective size distribution with a typical value ~10 times its primary diameter and a range from 2 to 50 times primary size, sampled in each Monte Carlo iteration.

This classification approach respects the information content of zeta potential without over-interpreting it. Uncertainty is made explicit by assigning a probabilistic range of effective sizes, not a single number, to each agglomeration state. This is fit-for-purpose for risk assessment because the important distinction is whether particles remain dispersed (~10–100 nm, able to cross biological barriers such as the gut lining or placenta) or form large agglomerates (>1 µm, trapped at the site of entry or cleared by the body). Whether an agglomerate is 2 µm or 5 µm makes little practical difference to how the body handles it β€” but the difference between a 50 nm dispersed particle and a 2 µm agglomerate is enormous for translocation, clearance, and potential toxicity.

Possible measurement workflow: For polydisperse environmental samples, zeta is measured per size fraction (sequential track-etch membrane filtration: 100 µm → 10 µm → 1 µm → 0.1 µm), each fraction resuspended in 10 mM NaCl, pH 7.4, and measured by ELS (~2 min per fraction). The classification and d_H assignment are applied per fraction, and the final dose distribution is the convolution across all fractions weighted by their relative abundance.

Approaches to Hazard Scoring

A Comprehensive Hazard Scoring System has been proposed to replace the current semi-quantitative banding approach with a tiered, multi-dimensional framework. The system evaluates three distinct hazard domains, each rated on a 1–5 scale:

  • Domain A β€” Physical & Kinetic: Particle size, morphology, and data resolution (continuous PSD β†’ mass-only).
  • Domain B β€” Intrinsic Chemical: Polymer hazard (inert PE/PET β†’ toxic PVC/PU) and additive/chemical load.
  • Domain C β€” Acquired/Extrinsic: Environmental weathering, contaminant load, and biofilm.

Data quality modifiers incentivise high-resolution data provision by adjusting domain scores according to the resolution of the submitted particle size distribution. Continuous PSD with surface area data incurs no penalty; binned PSD adds +0.75 to the domain mean, while mass-only data β€” inadequate for capturing the size-dependent kinetics of nanoplastics β€” incurs a +1.75 adjustment. Where data are absent entirely, each sub-parameter defaults to a protective score of 5, reflecting the precautionary assumption that worst case applies until proven otherwise. A life-stage weighting is then applied to reflect the heightened sensitivity of early-life physiological systems, with the Physical domain weighted at 40%, Intrinsic Chemical at 45%, and Acquired at 15%.

A standalone testing tool implementing the full scoring algorithm is available for expert review and validation: Launch Hazard Scoring Tool β†’.

Toxicological Endpoint Data

Ideally, risk assessment would be based on established toxicological reference values β€” specific exposure levels known to cause harm in developing organisms. However, for micro- and nanoplastics, reliable and robust data that would allow development of health-based limits are currently sparse, particularly for early-life stages.

An ongoing, systematic literature review is addressing this gap by mapping available toxicological endpoint data across polymer types, particle sizes, and exposure routes. This review applies quality criteria to evaluate study reliability, taking into account factors such as analytical methodologies used, dose metrics, and biological relevance to early life and. The results will be presented in the final AURORA project report.

The current framework does not rely on specific toxicological endpoint values. Instead, were are developing an expanded hazard scoring system that, by necessity, makes precautionary assumptions based on particle characteristics β€” size, polymer type, chemical load, weathering state, and data quality. This approach is scientifically justified given the current evidence base and follows the principle that risk is best managed by minimising exposure where harm is plausible but unproven.

Looking ahead, the framework aims to incorporate links to relevant Adverse Outcome Pathways (AOPs), explore Integrated Approaches to Testing and Assessment (IATA), and seek opportunities to implement New Approach Methodologies (NAMs), such as advanced cell culture models and computational toxicology, reducing the need for animal testing while improving relevance to human health.

Integration with Exposure Models

The ultimate goal is to link the hazard characterisation database directly to the Monte Carlo simulation engine, allowing the exposure models to draw particle type, size distribution, and chemical load data from the database rather than from hard-coded form inputs. The integration pathway:

  1. Select an exposure matrix (e.g., "European housedust") from the database via the model UI → the API returns the full composition (particle types, fractional abundances, PSD parameters).
  2. Sample from the PSD for each particle type in the composition → generate a realistic, multi-particle exposure scenario for each Monte Carlo iteration.
  3. Apply size-dependent kinetics → Gut translocation, lung deposition, and placental transfer fractions are functions of the sampled particle diameter, not uniform across all particles.
  4. Compute chemical co-exposure → For each particle, calculate the associated chemical load (additives + adsorbed contaminants) and report both particle dose and chemical dose.
  5. Apply agglomeration correction → Adjust the effective hydrodynamic diameter based on predicted agglomeration state in the relevant biological fluid.

This integration transforms the current proof-of-concept models into a fully data-driven, particle-aware risk assessment pipeline, where every input is anchored to citable empirical data stored in a standardised, extensible database.

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