Matches in SemOpenAlex for { <https://semopenalex.org/work/W2005507565> ?p ?o ?g. }
- W2005507565 endingPage "112" @default.
- W2005507565 startingPage "112" @default.
- W2005507565 abstract "Environmental context Dynamic speciation of an element in a natural medium is essential for understanding its availability. The technique of diffusion gradients in thin films (DGT) has become a widely used tool for in situ environmental studies, being applied to determine fluxes of metal cations, anions, organics and nanoparticles. The interpretation of the measurements with suitable physicochemical models gives valuable insights into the behaviour of the system. Abstract Gaining insight into the physicochemical processes integrated in a DGT (diffusion gradients in thin films) measurement and combining them in a model can assist in retrieving fundamental information, both qualitative and quantitative, on the probed system. New experiments (such as varying the thicknesses of the gel or the resin layer) and their mathematical treatment to extract meaningful parameters have been suggested from theoretical considerations. The concept of lability degree is useful in describing an interpretation of the DGT concentration as the summation of the free metal concentration plus the labile fraction of all complexes multiplied by a ratio of diffusion coefficients. In some cases, the lability degree can be directly estimated with specific measurements and a very simple expression. We review the current status of these interpretations, including numerical simulations, with special focus on analytical expressions, because they can be more accessible to the standard DGT practitioner. Present limitations and challenges for future work in DGT interpretation are also discussed." @default.
- W2005507565 created "2016-06-24" @default.
- W2005507565 creator A5060255800 @default.
- W2005507565 creator A5087654557 @default.
- W2005507565 date "2015-01-01" @default.
- W2005507565 modified "2023-09-29" @default.
- W2005507565 title "Interpretation of diffusion gradients in thin films (DGT) measurements: a systematic approach" @default.
- W2005507565 cites W1966040760 @default.
- W2005507565 cites W1967136904 @default.
- W2005507565 cites W1967454337 @default.
- W2005507565 cites W1970302147 @default.
- W2005507565 cites W1972756107 @default.
- W2005507565 cites W1980182356 @default.
- W2005507565 cites W1981016676 @default.
- W2005507565 cites W1981726535 @default.
- W2005507565 cites W1982236688 @default.
- W2005507565 cites W1984710288 @default.
- W2005507565 cites W1985579837 @default.
- W2005507565 cites W1988097238 @default.
- W2005507565 cites W1992358536 @default.
- W2005507565 cites W1996308610 @default.
- W2005507565 cites W1998031374 @default.
- W2005507565 cites W1998054957 @default.
- W2005507565 cites W1998346681 @default.
- W2005507565 cites W2004570467 @default.
- W2005507565 cites W2009420656 @default.
- W2005507565 cites W2009557896 @default.
- W2005507565 cites W2012872025 @default.
- W2005507565 cites W2013229576 @default.
- W2005507565 cites W2021241875 @default.
- W2005507565 cites W2029731971 @default.
- W2005507565 cites W2030231328 @default.
- W2005507565 cites W2033956894 @default.
- W2005507565 cites W2036172526 @default.
- W2005507565 cites W2044897970 @default.
- W2005507565 cites W2051859160 @default.
- W2005507565 cites W2055034639 @default.
- W2005507565 cites W2058430877 @default.
- W2005507565 cites W2060816378 @default.
- W2005507565 cites W2063796155 @default.
- W2005507565 cites W2066305659 @default.
- W2005507565 cites W2070607015 @default.
- W2005507565 cites W2073614075 @default.
- W2005507565 cites W2074519724 @default.
- W2005507565 cites W2082182616 @default.
- W2005507565 cites W2084401861 @default.
- W2005507565 cites W2086991915 @default.
- W2005507565 cites W2089547845 @default.
- W2005507565 cites W2090200926 @default.
- W2005507565 cites W2090278076 @default.
- W2005507565 cites W2090989329 @default.
- W2005507565 cites W2095155259 @default.
- W2005507565 cites W2096285437 @default.
- W2005507565 cites W2096937937 @default.
- W2005507565 cites W2104808926 @default.
- W2005507565 cites W2111636862 @default.
- W2005507565 cites W2112969093 @default.
- W2005507565 cites W2117796064 @default.
- W2005507565 cites W2126850993 @default.
- W2005507565 cites W2135577007 @default.
- W2005507565 cites W2136864750 @default.
- W2005507565 cites W2143523614 @default.
- W2005507565 cites W2151516179 @default.
- W2005507565 cites W2171891325 @default.
- W2005507565 cites W2172114438 @default.
- W2005507565 cites W2263341177 @default.
- W2005507565 cites W2323440054 @default.
- W2005507565 cites W2325952508 @default.
- W2005507565 cites W2329407999 @default.
- W2005507565 cites W2330048132 @default.
- W2005507565 cites W2330310617 @default.
- W2005507565 cites W2333542120 @default.
- W2005507565 cites W2334977411 @default.
- W2005507565 cites W2107832600 @default.
- W2005507565 doi "https://doi.org/10.1071/en14068" @default.
- W2005507565 hasPublicationYear "2015" @default.
- W2005507565 type Work @default.
- W2005507565 sameAs 2005507565 @default.
- W2005507565 citedByCount "50" @default.
- W2005507565 countsByYear W20055075652015 @default.
- W2005507565 countsByYear W20055075652016 @default.
- W2005507565 countsByYear W20055075652017 @default.
- W2005507565 countsByYear W20055075652018 @default.
- W2005507565 countsByYear W20055075652019 @default.
- W2005507565 countsByYear W20055075652020 @default.
- W2005507565 countsByYear W20055075652021 @default.
- W2005507565 countsByYear W20055075652022 @default.
- W2005507565 countsByYear W20055075652023 @default.
- W2005507565 crossrefType "journal-article" @default.
- W2005507565 hasAuthorship W2005507565A5060255800 @default.
- W2005507565 hasAuthorship W2005507565A5087654557 @default.
- W2005507565 hasBestOaLocation W20055075652 @default.
- W2005507565 hasConcept C107872376 @default.
- W2005507565 hasConcept C113196181 @default.
- W2005507565 hasConcept C121332964 @default.
- W2005507565 hasConcept C127313418 @default.
- W2005507565 hasConcept C149997192 @default.
- W2005507565 hasConcept C151730666 @default.