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Phthalates and Nonylphenols in Roskilde Fjord

Phthalates and Nonylphenols in Roskilde Fjord

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The extraction process can be described by a pseudo 1 st order removal ofdissolved <strong>and</strong> colloid matter from the water phasedCdtw⋅ θ=- k1ext⋅Cw⋅θ⎡ mg ⎤⎢ ⎥⎣litre⋅ sec. ⎦(4)wherek1extv=hext0.5 - 23 mmday= 0.17 - 0.671daysis the extraction constant <strong>and</strong> v ext is the extraction velocity (Harremoës etal., 1990).The overall vertical transport can be expressed asdCdtw⋅( θ + X ⋅ K ) = - C ⋅ ( k ⋅θ+ k ⋅ X ⋅ K ) ⇒wdww1ext1sedwdwdCdtw⋅ ( θ + X ⋅ K )=wdwmg⎢⎣liter⋅sec.⎡ ⎤( θ + X ⋅ K ) = - C ⋅ k ⋅ R⎥ ⎦- C w ⋅ k1vert⋅w dww 1vert wThe retention factor R w will be close to unity, i.e. low particulate concentrationsprevail <strong>in</strong> the water, <strong>and</strong> therefore k 1vert is approximatelyequal to k 1ext .The extraction process is def<strong>in</strong>ed for organic matter that is present <strong>in</strong>abundant concentrations <strong>in</strong> the water compartment such as prote<strong>in</strong>s, sugars<strong>and</strong> other easily degradable <strong>and</strong> hydrophilic compounds. For thesecompounds the predom<strong>in</strong>ant removal mechanism <strong>in</strong> the sediment is 1 storder microbial degradation <strong>and</strong> accord<strong>in</strong>gly this can be related to a 1 storder transfer from the water to the sediment (cf. Equation 4).In this work xenobiotics that appear <strong>in</strong> very low concentrations <strong>and</strong> thatare practically <strong>in</strong>soluble are <strong>in</strong>vestigated. The degradation rates are low<strong>and</strong> the govern<strong>in</strong>g removal/transport mechanism <strong>in</strong> the sediment is diffusion,which <strong>in</strong> turn is related to a similar removal rate from the waterphase. The approach is therefore to def<strong>in</strong>e the vertical transport of nonsedimentarysubstance <strong>in</strong> terms of a “suction” caused by molecular concentration-gradientconditioned diffusion <strong>in</strong> the sediment (cf. Equation19).The transport of sedimentary adsorbed substance can be derived fromEquation 3, where the sedimentation of particles isdXdtw=- k1sed⋅Xw⎡ mg ⎤⎢ ⎥⎣liter⋅ sec. ⎦(5)60

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