“…The root transfer is insignificant here; therefore, we only take into account the foliar transfer. From the comparison of air and vegetation data (see previous section), it appears that dry deposition was significant for iodine, and thus the contamination of grass and leaves of vegetables was computed as dry deposition of iodine, following eqs and respectively, derived from ASTRAL model , C g r a s s ( d ) = R c Y × ∑ 0 d D false( d false) × exp nobreak.25em − [ false( normalλ w b + normalλ r false) × Δ t ] C v e g ( d ) = ∑ 0 d D false( d false) × F t × exp nobreak.25em − [ false( normalλ w b + normalλ r false) × Δ t ] where C grass ( d ) or C veg ( d ) is the grass or vegetable measured concentration due to the deposit of the considered day d (Bq kg –1 fresh weight); D ( d ) is the deposited iodine on day d (Bq m –2 ); Y and R c are the yield (kg fresh weight m –2 ) of grass and the retention ratio for deposit on grass, respectively. R c / Y ratio varies linearly between 1.4 (March) to 0.56 m 2 kg –1 fresh weight (May); the value Y used in ASTRAL (0.7 kg fresh weight m –2 ) is quite close to the yield given by field: 1.65, 0.48, and 1.18 kg fresh weight m –2 in Cadarache, Tricastin, and Agen, respectively; Ft is the dry foliar transfer factor of iodine for ...…”