Alburnoides bipunctatus (Schneider):  

Predictions & Data for this entry

Model:  abj  

MRE = 0.097
SMSE = 0.091

Zero-variate data
ab 10 11.83 (0.1835)dage at birthBeekEmme2007
tp1095 1024 (0.06449)dage at puberty for femalesBeekEmme2007
tpm730 708 (0.03012)dage at puberty for malesBeekEmme2007
am2190 2222 (0.01456)dlife spanBeekEmme2007
Li 16 15.45 (0.0344)cmultimate total lengthBeekEmme2007
Wb0.0031 0.002305 (0.2563)gwet weight at birthBeekEmme2007
Wi 30 35.05 (0.1682)gultimate wet weightBeekEmme2007
Ri13.7 11.99 (0.125)gMax reprod rateBeekEmme2007
Uni-variate data
DatasetFigure(RE)Independent variableDependent variableReference
tL see Fig. 1 (0.07108)time since birthtotal lengthBeekEmme2007
tL1 see Fig. 1 (0.07624)time since birthtotal lengthBeekEmme2007
LW see Fig. 2 (0.04669)total lengthwet weightBeekEmme2007
Pseudo-data at Tref
DataGeneralised animalAlburnoides bipunctatusUnitDescription
v 0.02 0.05974cm/denergy conductance
kap 0.8 0.6918-allocation fraction to soma
kap_R 0.95 0.95-reproduction efficiency
p_M 18 33.38J/^3vol-spec som maint
k_J 0.002 0.0021/dmaturity maint rate coefficient
kap_G 0.8 0.8079-growth efficiency


  • Males are assumed to differ from females by E_Hp only


  • [Wiki]
  • [BeekEmme2007] J. Beekman and W. A. M. van Emmerik. Kennisdocument blankvoorn Rutilus rutilus (Linnaeus, 1758). Technical report, Sportvisserij Nederland, 2007.
  • [Kooy2010] S.A.L.M. Kooijman. Dynamic Energy Budget theory for metabolic organisation. Cambridge Univ. Press, Cambridge, 2010.

Bibtex files with references for this entry

Bas Kooijman, 2017/08/13

accepted: 2017/08/13

refer to this entry as: AmP Alburnoides bipunctatus version 2017/08/13