Predictions & Data for this entry

Model: hex climate: A, BS, Cs, Cwa, Cwb, Cfa, Cfb, Dfa, Dfb, Dfc migrate: phylum:
COMPLETE = 4.5 ecozone: TH, THp, THn, TN, TP, TPa, TA, TO, TS food: biHl class:
MRE = 0.259 habitat: 0iTh, 0iTf, 0iTi, 0iTs, 0iTg, 0iTa, 0iTd gender: D order:
SMSE = 0.138 embryo: T, Th reprod: Apf family:

Zero-variate data

Data Observed Predicted (RE) Unit Description Reference
Le 0.1414 0.1266 (0.1048) cm body length at imago stage NevoColl2001
te_MaTang 8.63 6.19 (0.2827) d time since birth at imago emergence MaTang2022
te_UllaGul 6.5 4.679 (0.2801) d time since birth at imago emergence UllaGul2019
te_DuGe1 5.38 5.029 (0.06529) d time since birth at imago emergence DuGe2004
te_DuGe2 5.45 5.029 (0.07729) d time since birth at imago emergence DuGe2004
te_WangZhan 4.8 5.029 (0.04766) d time since birth at imago emergence WangZhan2024
te_PatiPate 8.46 5.292 (0.3745) d time since birth at imago emergence PatiPate2013
Rj_PatiPate 6.5 4.438 (0.3172) #/d reproduction rate PatiPate2013
Rj_MaTang 0.73 1.689 (1.314) #/d reproduction rate MaTang2022
Rj_UllaGul 1.586 5.684 (2.585) #/d reproduction rate UllaGul2019
am_PatiPate 23.76 19.29 (0.1882) d average total life span PatiPate2013
t_em_MaTang 24.56 15.66 (0.3623) d average life span as imago MaTang2022
t_em_DuGe1 10.8 12.48 (0.156) d average life span as imago DuGe2004
t_em_DuGe2 11.3 12.48 (0.1048) d average life span as imago DuGe2004
t_em_WangZhan 29.67 12.66 (0.5732) d average life span as imago WangZhan2024
t_em_PatiPate 16.36 14 (0.1444) d average life span as imago PatiPate2013
Ni_MaTang 22.77 23.29 (0.02294) # lifetime reproductive output MaTang2022
Ni_UllaGul 36.22 57.04 (0.5748) # lifetime reproductive output UllaGul2019
Ni_WangZhan 53.18 23.29 (0.562) # lifetime reproductive output WangZhan2024
Ni_PatiPate 46 56.94 (0.2379) # lifetime reproductive output PatiPate2013
tR_MaTang 15.04 15.49 (0.02995) d reproduction period MaTang2022
tR_WangZhan 14.04 12.58 (0.1037) d reproduction period WangZhan2024
tR_PatiPate 15.5 15.49 (0.0006116) d reproduction period PatiPate2013
t1_MaTang 2.44 1.529 (0.3733) d duration of larval instar 1 MaTang2022
t1_UllaGul 1.87 1.146 (0.3872) d duration of larval instar 1 UllaGul2019
t1_DuGe1 1.35 1.242 (0.07983) d duration of larval instar 1 DuGe2004
t1_DuGe2 1.22 1.242 (0.01822) d duration of larval instar 1 DuGe2004
t1_WangZhan 1.18 1.242 (0.05274) d duration of larval instar 1 WangZhan2024
t1_PatiPate 2.04 1.296 (0.3647) d duration of larval instar 1 PatiPate2013
t2_MaTang 2.11 1.5 (0.2893) d duration of larval instar 2 MaTang2022
t2_UllaGul 1.52 1.124 (0.2606) d duration of larval instar 2 UllaGul2019
t2_DuGe1 1.35 1.218 (0.09755) d duration of larval instar 2 DuGe2004
t2_DuGe2 1.3 1.218 (0.06284) d duration of larval instar 2 DuGe2004
t2_WangZhan 1.09 1.218 (0.1177) d duration of larval instar 2 WangZhan2024
t2_PatiPate 1.68 1.271 (0.2434) d duration of larval instar 2 PatiPate2013
t3_MaTang 2.03 1.538 (0.2424) d duration of larval instar 3 MaTang2022
t3_UllaGul 1.2 1.153 (0.03948) d duration of larval instar 3 UllaGul2019
t3_DuGe1 1.31 1.249 (0.04625) d duration of larval instar 3 DuGe2004
t3_DuGe2 1.48 1.249 (0.1558) d duration of larval instar 3 DuGe2004
t3_WangZhan 1.09 1.249 (0.1463) d duration of larval instar 3 WangZhan2024
t3_PatiPate 2 1.304 (0.3482) d duration of larval instar 3 PatiPate2013
t4_MaTang 2.15 1.623 (0.245) d duration of larval instar 4 MaTang2022
t4_UllaGul 1.91 1.257 (0.3419) d duration of larval instar 4 UllaGul2019
t4_DuGe1 1.37 1.319 (0.03737) d duration of larval instar 4 DuGe2004
t4_DuGe2 1.45 1.319 (0.09048) d duration of larval instar 4 DuGe2004
t4_WangZhan 1.44 1.319 (0.08416) d duration of larval instar 4 WangZhan2024
t4_PatiPate 1.64 1.421 (0.1333) d duration of larval instar 4 PatiPate2013
t0R_MaTang 0.92 0.6745 (0.2668) d adult prereproduction period MaTang2022
t0R_PatiPate 0.68 0.6543 (0.03779) d adult prereproduction period PatiPate2013
Le_hd 0.0301 0.03146 (0.04531) cm head width at imago emergence NevoColl2001
Lb_PatiPate 0.051 0.07103 (0.3927) cm body length at birth PatiPate2013
L2_PatiPate 0.079 0.08193 (0.0371) cm body length of instar 2 PatiPate2013
L3_PatiPate 0.114 0.09425 (0.1733) cm body length of instar 3 PatiPate2013
L4_PatiPate 0.139 0.1088 (0.2172) cm body length of instar 4 PatiPate2013
Le_PatiPate 0.168 0.1273 (0.2425) cm body length at imago stage PatiPate2013
Lb_RaniBora 0.051 0.071 (0.3922) cm body length at birth RaniBora2015
L2_RaniBora 0.07 0.0819 (0.17) cm body length of instar 2 RaniBora2015
L3_RaniBora 0.085 0.09422 (0.1084) cm body length of instar 3 RaniBora2015
L4_RaniBora 0.116 0.1088 (0.06232) cm body length of instar 4 RaniBora2015
Le_RaniBora 0.129 0.1266 (0.01877) cm body length at imago stage RaniBora2015
Le_alate 0.11 0.1108 (0.007476) cm body length at imago stage RaniBora2015
Bb_PatiPate 0.038 0.03914 (0.03009) cm breadth at birth PatiPate2013
B2_PatiPate 0.047 0.04515 (0.03931) cm breadth of instar 2 PatiPate2013
B3_PatiPate 0.059 0.05194 (0.1196) cm breadth of instar 3 PatiPate2013
B4_PatiPate 0.071 0.05996 (0.1554) cm breadth of instar 4 PatiPate2013
Be_PatiPate 0.089 0.07013 (0.212) cm breadth at imago emergence PatiPate2013
Bb_RaniBora 0.025 0.03913 (0.5652) cm breadth at birth RaniBora2015
B2_RaniBora 0.038 0.04514 (0.1878) cm breadth of instar 2 RaniBora2015
B3_RaniBora 0.053 0.05192 (0.02031) cm breadth of instar 3 RaniBora2015
B4_RaniBora 0.067 0.05994 (0.1053) cm breadth of instar 4 RaniBora2015
Be_RaniBora 0.07 0.06976 (0.003454) cm breadth at imago emergence RaniBora2015
Be_alate 0.06 0.06107 (0.01791) cm breadth at imago emergence of alate RaniBora2015

Uni- and bivariate data

Data Figure Independent variable Dependent variable (RE) Reference
T_Re_ZamaTale reproduction rate vs temperature temperature reproduction rate (0.4075) ZamaTale2006
T_Re_XiaWerf reproduction rate vs temperature temperature reproduction rate (0.3639) XiaWerf1999
T_tj_KersSata temperature time since birth at imago emergence (0.08495) KersSata1999
T_tj_ZamaTale temperature time since birth at imago emergence (0.1561) ZamaTale2006
T_tj_XiaWerf temperature time since birth at imago emergence (0.1718) XiaWerf1999
T_t_em_XiaWerf temperature average lifespan as imago (0.3559) XiaWerf1999
T_t_em_ZamaTale temperature average lifespan as imago (0.7097) ZamaTale2006
T_t1_XiaWerf temperature duration of 1st larval instar (0.1682) XiaWerf1999
T_t1_ZamaTale temperature duration of 1st larval instar (0.07068) ZamaTale2006
T_t2_XiaWerf temperature duration of 2nd larval instar (0.1815) XiaWerf1999
T_t2_ZamaTale temperature duration of 2nd larval instar (0.2037) ZamaTale2006
T_t3_XiaWerf temperature duration of 3rd larval instar (0.1624) XiaWerf1999
T_t3_ZamaTale temperature duration of 3rd larval instar (0.2444) ZamaTale2006
T_t4_XiaWerf temperature duration of 4th larval instar (0.1842) XiaWerf1999
T_t4_ZamaTale temperature duration of 4th larval instar (0.1665) ZamaTale2006
T_am_XiaWerf temperature average total lifespan (0.1425) XiaWerf1999
T_am_KersSata temperature average total lifespan (0.2304) KersSata1999
tN_MaTang time since birth cumulative reproduction (0.1751) MaTang2022
tN_UllaGul time since birth cumulative reproduction (0.3655) UllaGul2019
tN_ZamaTale15 time since birth cumulative reproduction (0.2958) ZamaTale2006
tN_ZamaTale20 time since birth cumulative reproduction (0.5248) ZamaTale2006
tN_ZamaTale25 time since birth cumulative reproduction (0.3636) ZamaTale2006
tN_ZamaTale30 time since birth cumulative reproduction (0.6034) ZamaTale2006
T_t0R temperature duration of prereproductive period (0.3723) XiaWerf1999
tS time since birth survival rate (0.2725) MaTang2022
tWw time since birth wet weight (0.2027) Gao2019

Pseudo-data at Tref = 20°C

Data Generalised animal Aphis gossypii Unit Description
v 0.02 0.006708 cm/d energy conductance
p_M 18 33.11 J/d.cm^3 vol-spec som maint
k_J 0.002 0.002 1/d maturity maint rate coefficient
k 0.3 0.2658 - maintenance ratio
kap 0.8 0.8 - allocation fraction to soma
kap_G 0.8 0.8083 - growth efficiency
kap_R 0.95 0.95 - reproduction efficiency
s_s 0.01 5.917e-09 - supply stress

Discussion

  • This entry was developed based on the entry for Myzus persicae
  • For now, this entry focuses only on apterous viviparous females of the summer cycle, i.e., the most common form used in laboratory studies. Zoom factor for alates is based on a single observation.
  • Investment into reproduction starts at birth, thus the hex model was used instead of abp (approach adopted from Myzus persicae)
  • The pupa phase of the model type hex is skipped, so that the event j indicates the final moult to the imago stage instead; consequently, parameters kap_V and E_He remain unused
  • Imagos are assumed to behave like in model type abp: growth stop, no kappa rule, continued feeding and reproduction
  • The release rate of offspring is assumed to match the repro investment of the imago 1:1, so d_ER is net zero, and ERj remains as a buffer (see next discussion point)
  • All repro investment before the imago stage serves as a time-buffer to have fully developed embryos ready by the end of the preoviposition period
  • The preoviposition period is covered by a new parameter t0R ("preoviposition period at reference temperature"), which should be corrected for temperature but which for now is independent of f; Reproduction period is defined as the time from first to last oviposition
  • An upper temperature boundary was used to capture reduced development and reproduction around 30 C; total lifespan generally does not follow this pattern
  • Parameter kap was fixed at 0.8 to avoid convergence to 1; data on repro buffer at final moult would be needed to avoid this
  • No maternal effects were assumed when calculating egg costs at different f-levels; otherwise, f-values for different food sources might not have the intended effect on reproduction rates
  • Discrepancy in T-Rj curves across studies is comparable to coefficient variation in XiaWerf data - difference might not be meaningful
  • "Breadth" is interpretable as total body breadth; no further details on breadth measurements available
  • Available reproduction data from KersSata was excluded from the fitting because the reported Rj values could not be replicated; also, the temperature-dependency of reproduction could not be integrated with that from other studies
  • It is possible to achieve at parameter values for which adult pre-reproductive period and reproductive period exceeds the lifespan as imago, which is not plausible; when updating the fit, it is advisable to check that the difference (t_0R + tR) - t_am is acceptable
  • A better fit to T-am data could be achieved by reducing the initial value for h_a, but this could lead to implausible parameter values (see previous point)
  • Temperature curves do not match total lifespan at high temperatures, possibly indicating some additional heat stress that is not accounted for through basic temperature correction; this is currently ignored
  • Maximum length was always taken to be Le, not Lm (which is never reached). Correspondingly, the aging module was adapted for the hex model so that s_G is linked to (L/L_e)^3 instead of (L/L_m)^3
  • Shape of the survival curve does not match sigmoid curve predicted by standard aging submodule, suggesting some additional cause of mortality or life stage-specific mortality; the standard aging module was used
  • With the current model formulation, the temperature response of Ni will not be matched correctly; Achieving this will require more development work, especially regarding the mechanisms behind the reproductive plateau; the default hex model does not cover this since N lugens imagos do continue to feed
  • Reproduction rates peak in the early adult phase and go to 0 with increasing age; this is currently ignored, and only the initial (linear) reproduction phase is fitted
  • For some studies, the model is simultaneously fitted to zerovariate (Rj, tj, Ni) and univariate data (tN), effectively increasing the weight for these observations; after testing different options, this led to the best overall description of the data
  • Weights for tWw and Rj_ZamaTale were increased; we found this to lead to an overall more balanced fit
  • Observed tS does not appear to follow the sigmoid trajectory implied by the standard aging module, suggesting different, possibly life stage-specific, sources of mortality
  • Particularly high reproduction rate observed in PatiPate2013 (food: Plantago ovata); the reasons are not clear, other data types do not show congruent differences

Facts

  • Mostly asexual reproduction, although sexual reproduction also ocurrs (Ref: Eber1997)
  • Nymphs reach imago in 4 molts with no pupa stage (Ref: Eber1997)
  • Feeding continues in imago stage; e.g. Liu et al. (2021) studied feeding behaviour in adults (Ref: LiuJin2021)
  • Aphis gossypii is cosmopolitan, with a preference for warmer regions (Ref: forest)
  • In Aphids, investment in reproduction likely occurs very early in development (Ref: Akim2006)

Acknowledgment

  • The creation of this entry was financially supported by Bayer AG

Bibliography

Citation