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. 2005 Mar 31;95(7):1187–1198. doi: 10.1093/aob/mci131

Table 2.

Mathematical description of N flows from uptake and mobilization in different organs. k1, k2and k3, slope of equations characterizing 15N allocation, endogenous N allocation and mobilization in the different organs, respectively (×10−3 °Cd−1); N1, highest N content derived from N uptake (mg per plant); N2, highest N content derived from mobilization in each organ (mg per plant)

N derived from uptake
N derived from mobilization

k1
N1
k2
N2
K3
Pods 12·45 (3) 259·3 7·53 (4) 694·69
Flowers 19·31 (3) 62·3 10·13 (4) 93·99 3·82 (5)
Stem 9·12 (3) 375·09 22·35 (4) 72·35 15·56 (5)
Taproot 7·70 (3) 87·66 0·89 (5)
Node 36 18·37 (3) 0·53 10·33 (4) 0·91 16·44 (5)
Node 35 19·14 (3) 0·806 25·09 (4) 1·11 16·59 (5)
Node 34 12·25 (3) 1·29 23·22 (4) 1·57 16·65 (5)
Node 33 12·41 (3) 2·09 24·17 (4) 1·98 10·56 (5)
Node 32 13·09 (3) 4·34 24·17 (4) 3·50 18·02 (5)
Node 31 13·48 (3) 6·25 25·14 (4) 4·63 9·75 (5)
Node 30 13·97 (3) 9·3 24·07 (4) 2·17 16·47 (5)
Node 29 14·32 (3) 13·05 25·91 (4) 8·08 11·57 (5)
Node 28 14·50 (3) 16·26 26·01 (4) 13·12 12·41 (5)
Node 27 14·96 (3) 21·06 27·34 (4) 14·14 7·19 (5)
Node 26 15·17 (3) 21·42 27·15 (4) 12·26 10·81 (5)
Node 25 15·07 (3) 21·82 27·36 (4) 9·31 12·43 (5)
Node 24 15·80 (3) 22·49 28·66 (4) 8·46 13·04 (5)
Node 23 15·70 (3) 18·84 26·05 (4) 1·87 15·39 (5)
Node 22 16·44 (3) 25·11 29·62 (4) 2·68 8·7 (5)
Node 21 17·46 (3) 26·8 29·81 (4) 2·32 21·16 (5)
Node 20 17·44 (3) 26·48 21·32 (5)
Node 19 22·08 (3) 22·81 23·04 (5)
Node 18 26·83 (3) 26·36 22·66 (5)
Node 17 16·62 (3) 21·51 22·79 (5)
Node 16 23·08 (3) 21·43 22·99 (5)
Node 15 22·20 (3) 21·32 23·02 (5)
Node 14 34·85 (3) 13·35 21·58 (5)
Node 13 23·32 (3) 12·74 23·78 (5)
Node 12 26·76 (3) 13·68 28·09 (5)
Node 11 17·42 (3) 3·03 26·90 (5)

Numbers in brackets correspond to the following equations: (3) dN/dt = k1N (1 − N/N1); (4) dN/dt = k2N (1 − N/N2); (5) dN/dt = k3N[1 − N/(N2 + Cumulative net N export)].