FPTI: a general model to predict the toxicity/pathogenicity of mineral fibres - Alessandro F. Gualtieri - EMU school
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FPTI: a general model to predict the h toxicity/pathogenicity / h off mineral fibres Alessandro F. Gualtieri
Why a model on the toxicity of mineral fibres? Ambitious goal of delivering a quantitative classificatory model of mineral fibres based on the physical/chemical/ crystallographic parameters that may affect toxicity/pathogenicity. A basic tool to assess a fibre potential toxicity/pathogenicity (analysis off the h nature off the h fiber) fib ) from f the h perspectivei off the h iinvader d (fibre≡cause), not just the invaded (organism ≡effects)! FPTI as predictive tool, basis for in vitro and in vivo testing? To avoid new ex post discoveries like F‐edenite and erionite! To supply mechanistic evidence for evaluating the carcinogenic potential of mineral fibres determined using the IARC key characteristics (KCs) (Smith et al., al 2016) EMU school 2019 – FPTI A.F. Gualtieri
Structural descriptors of the FPTI model Parameter Element Major adverse effect Major pathobiological process Morphometric length L (1,1) frustrated phagocytosis Inflammation and oxidative stress diameter D (1,2) frustrated phagocytosis inflammation and oxidative stress crystal curvature (1,3) reduced surface adhesion of inflammation and oxidative stress? proteins/cells crystal habit (1,4) airways deposition depth inflammation and oxidative stress fiber density (1,5) airways deposition depth inflammation and oxidative stress hydrophobic character of the surface (1,6) Interaction with biopolymers, inflammation and oxidative stress? phagocytosis surface area (1,7) airways deposition depth, frustrated (chronic) inflammation and phagocytosis oxidative stress Chemical Total iron content (1,8) Production of ROS DNA damage and inflammation f ferrous iron ( ) (1,9) P d i off ROS Production DNA damage d and d inflammation i fl i Surface ferrous iron/iron nuclearity (1,10) Production of ROS DNA damage and inflammation content of metals other than iron (1,11) Production of ROS DNA damage and inflammation Biodurability dissolution rate log(R) (1,12) frustrated phagocytosis … Inflammation … velocity of iron release (1,13) production of ROS inflammation velocity of silica dissolution (1,14) production of ROS? oxidative stress and inflammation? velocity of release of metals (1 15) (1,15) ROS production DNA damage, damage inflammation, inflammation … Surface activity ξ potential (1,16) production of ROS and hemolysis Inflammation … fibers’’ aggregation fib ti (1,17) (1 17) frustrated phagocytosis inflammation Cation exchange in zeolites (1,18) interference with ER cross‐talk? apoptosis, necrosis? EMU school 2019 – FPTI A.F. Gualtieri
Experimental procedure to assess the FPTI index Parameter Element Experimental technique used for its determination Morphometric length L (1,1) SEM/TEM diameter D (1,2) SEM/TEM crystal t l curvature t (1 3) (1,3) Diff ti Diffraction, TEM crystal habit (1,4) SEM/TEM fiber density (1,5) diffraction hydrophobic character of the surface (1,6) electrophoretic mobility surface area (1,7) BET Chemical Total iron content (1,8) EPMA ferrous iron (1,9) Mössbauer spectroscopy Surface ferrous iron/iron nuclearity (1,10) XPS, TOF‐SIMS (surface sensitive), FTIR, UV‐Vis content of metals other than iron (1,11) XRF, ICP‐MS Biodurability dissolution rate log(R) (1,12) acellular biodurability velocity of iron release (1,13) EPMA + acellular biodurability velocity of silica dissolution (1,14) acellular biodurability velocity l i off release l off metals l (1 15) (1,15) XRF ICP‐MS XRF, ICP MS + acellular ll l biodurability bi d bili Surface activity ξ potential (1,16) electrophoretic mobility fibers’ aggregation fibers (1 17) (1,17) electrophoretic mobility Cation exchange in zeolites (1,18) CEC, EPMA ... EMU school 2019 – FPTI A.F. Gualtieri
Cross correlations: hierarchy and weighing scheme EMU school 2019 – FPTI A.F. Gualtieri
Cross correlations: hierarchy and weighing scheme The FPTIi of each fiber is calculated according to the following equation: n FPTIi = ∑ w1 × w2 × Ti i=1 with: • Ti= class value of the parameter i of the model; • w1=1/H weight of the parameter according to its hierarchy H; • w2=1/U weight of the parameter according to the uncertainty U of its determination. EMU school 2019 – FPTI A.F. Gualtieri
Cross correlations: hierarchy and weighing schemes parameters matrix element element correlation hierarchy H uncertainty U w'=1/H w''=1/U Morphometric mean length (1,1) 1 1 mean diameter (1,2) 1 1 crystal curvature (1,3) 1 2 crystal habit (1,4) 1 1 fiber density (1,5) 2 1 hydrophobic character of the (1,6) (1,17) 2 1 surface surface area (1 7) (1,7) (1 1) (1 2) (1 4) (1,1),(1,2),(1,4) 2 1 Chemical Total iron content (1,8) 1 2 ferrous iron (1,9) (1,9) 2 1 S f Surface F ’’ / nuclearity Fe’’ l it (1 10) (1,10) (1 9) (1 10) (1,9),(1,10) 3 2 content of toxic elements (1,11) 1 1 Biodurability fiber dissolution rate (1,12) (1,4) 2* 1 mean velocity l i off iiron release l ( 3) (1,13) ( )( )( (1,4),(1,9),(1,13) ) 3 1 velocity of amorphous silica (1,14) (1,4),(1,13) 3 2 production with dissolution velocity release of toxic (1,15) (1,4),(1,12),(1,13) 3 1 elements Surface activity Zeta potential (1,16) (1,8) 1 2 Zeta potential induced fiber (1,17) (1,7),(1,8),(1,17) 3 1 aggregation Zeolite related Cation exchange capacity (1,18) 1 3 EMU school 2019 – FPTI A.F. Gualtieri
Web‐FPTI j Django P th Python MVC (Model View Controller) http://fibers‐fpti.unimore.it p // p EMU school 2019 – FPTI A.F. Gualtieri
Web‐FPTI – Parameters EMU school 2019 – FPTI A.F. Gualtieri
Web‐FPTI ‐ Materials EMU school 2019 – FPTI A.F. Gualtieri
Web‐FPTI ‐ charts To be improved… EMU school 2019 – FPTI A.F. Gualtieri
Web‐FPTI – login page and Insert New Material EMU school 2019 – FPTI A.F. Gualtieri
Application of the FPTI model EMU school 2019 – FPTI A.F. Gualtieri
Application of the FPTI model fibrous glaucophane from Marin County CA, USA EMU school 2019 – FPTI A.F. Gualtieri
Work in progress • Optimise O i i theh software f ((errors)) and d “B “Beta tests”; ” • Increase the statistics of the analysed fibres • National network for the determination of FPTI? • Revision and validation in collaboration with competent authorities/agencies; th iti / i • Application pp to synthetic y fibres ((MMMF,, CNTs …)? ) EMU school 2019 – FPTI A.F. Gualtieri
Please try yourself as “Beta Beta tester tester” of the code! http://fibers‐fpti.unimore.it EMU school 2019 – FPTI A.F. Gualtieri
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