2021
DOI: 10.1111/nph.17341
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No need to switch the modified Arrhenius function back to the old form

Abstract: A comment on Murphy & Stinziano (2020) 'A derivation error that affects carbon balance models exists in the current implementation of the modified Arrhenius function'

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Cited by 6 publications
(5 citation statements)
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References 14 publications
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“…By using our dendrogram as a guide, researchers no longer need to compare the equations of different models manually, which can often be quite challenging in our experience. For example, our dendrogram shows that the Johnson-Lewin model 30 and a common modification thereof (the simplified Johnson-Lewin model; see Supplementary section S5) yield effectively identical fits, consistent with the conclusions of Yin and co-workers 69 . It is also worth pointing out that the fits of the mechanistic Johnson-Lewin model (and its variants) are typically highly similar to the fits of the phenomenological asymmetric Janisch model (Janisch II; Fig.…”
Section: Recommendations and Conclusionsupporting
confidence: 83%
“…By using our dendrogram as a guide, researchers no longer need to compare the equations of different models manually, which can often be quite challenging in our experience. For example, our dendrogram shows that the Johnson-Lewin model 30 and a common modification thereof (the simplified Johnson-Lewin model; see Supplementary section S5) yield effectively identical fits, consistent with the conclusions of Yin and co-workers 69 . It is also worth pointing out that the fits of the mechanistic Johnson-Lewin model (and its variants) are typically highly similar to the fits of the phenomenological asymmetric Janisch model (Janisch II; Fig.…”
Section: Recommendations and Conclusionsupporting
confidence: 83%
“…Even with five different temperature measurements, H d is often fixed to avoid overfitting. An in-depth analysis by Medlyn et al (2002) has shown that keeping H d constant does not meaningfully affect the mathematical description of the function, recently supported by Yin (2021). Because the parameters from the peaked Arrhenius curve strongly co-vary, they cannot be evaluated independently, regardless of whether H d is fixed or not.…”
Section: Acclimation Of Photosynthesis To Warmingmentioning
confidence: 99%
“…The temperature responses of A sat , g m , J max and V cmax , wherever possible, were described by a modified Arrhenius equation (Medlyn et al, 2002):Xgoodbreak=X25exp][EXR)(1298goodbreak−1Tleaf1+exp][DXR)(SXDXgoodbreak−12981+exp][DXR)(SXDXgoodbreak−1Tleafwhere R is the universal gas constant (0.008314 kJ K −1 mol −1 ), X 25 is the value of parameters estimated at T leaf = 25°C, E X , D X and S X are the activation energy, deactivation energy and the entropy factor of relevant parameters respectively. To estimate T opt and the value of relevant parameter at T opt ( X opt ), the same data were fitted to the modified Arrhenius equation written in the form containing T opt (Medlyn et al, 2002; Yin, 2021):Xgoodbreak=XoptDXexp][EXR)(1Toptgoodbreak−1TleafDXEX}{1goodbreak−exp][DXR)(1Toptgoodbreak−1TleafNote that (i) E X and D X are common to Equations (1) and (2), and the estimates of E X or D X from the two equations are identical (Yin, 2021), and (ii) T leaf in both equations should be in K.…”
Section: Methodsmentioning
confidence: 99%
“…where R is the universal gas constant (0.008314 kJ K −1 mol −1 ), X 25 is the value of parameters estimated at T leaf = 25°C, E X , D X and S X are the activation energy, deactivation energy and the entropy factor of relevant parameters respectively. To estimate T opt and the value of relevant parameter at T opt (X opt ), the same data were fitted to the modified Arrhenius equation written in the form containing T opt (Medlyn et al, 2002;Yin, 2021):…”
Section: Temperature Responses Of Photosynthetic Parametersmentioning
confidence: 99%
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