1998
DOI: 10.1029/98jd01569
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Toward an understanding of the nonlinear nature of atmospheric photochemistry: Essential dynamic model of the mesospheric photochemical system

Abstract: Abstract. We present the essential dynmnic model of the •nesospheric photochemical system (PCS) •'md suggest a step-by-step procedure for elaborating such a model of an arbitrary atmospheric PCS. The model demonstrates the same possibilities of nonlinear dynamic behavior and qualitatively the same dynamic characteristics as the corresponding original model, but is much simpler than the latter. We show the adequacy of the essential model compared with the original one in bifurcation diagrams, equilibrimn states… Show more

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Cited by 32 publications
(47 citation statements)
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“…Although the whole system is internally nonlinearly linked (Sonnemann and Fichtelmann, 1997;Feigin et al, 1998), the difference between the realistic case and the cases in which one impact on the trend is held constant should mirror, to first order, the separate influence of the respective impact. Thus, the direct photochemical effect (DPE) of Lyman-α (only due to photodissociation and successive chemical reactions, without taking into account the effect of modulation of the dynamics and temperature, and consecutive impact on chemical species) on minor chemical constituents in the MLT region is calculated as the difference of run A − run B.…”
Section: Introductionmentioning
confidence: 99%
“…Although the whole system is internally nonlinearly linked (Sonnemann and Fichtelmann, 1997;Feigin et al, 1998), the difference between the realistic case and the cases in which one impact on the trend is held constant should mirror, to first order, the separate influence of the respective impact. Thus, the direct photochemical effect (DPE) of Lyman-α (only due to photodissociation and successive chemical reactions, without taking into account the effect of modulation of the dynamics and temperature, and consecutive impact on chemical species) on minor chemical constituents in the MLT region is calculated as the difference of run A − run B.…”
Section: Introductionmentioning
confidence: 99%
“…1, the proposed method is based on the BDM. The zero-dimensional BDM corresponding to the set of reactions listed in Table 1 and describing the daytime evolution of the MPCS with characteristic time scale τ 0 =10 4 -10 6 s at the heights of 75-90 km was constructed by Feigin et al (1998). At these heights atomic oxygen concentration has characteristic time of evolution of order τ 0 , hence, it should be considered to be a slow variable.…”
Section: Mpcs and The Used Models General Description Of The Methods mentioning
confidence: 99%
“…L −1 . Feigin and Konovalov (1996) and Feigin et al (1998) showed that basic dynamic models (BDMs) are a good tool for studying the evolution of atmospheric photochemical systems. Within the considered region of the parameter values, BDMs retain basic qualitative and quantitative properties of a "complete" system and include a minimum possible number of dynamic variables described by differential equations.…”
Section: Mesospheric Photochemical System and Its Nonlinear Dynamic Pmentioning
confidence: 99%
“…These values are generally functions of parameters and of the slow (dynamic) variables referred to by the second group whose evolution with characteristic time τ ≈ τ 0 is described by differential equations. A zero-dimensional basic dynamic model of MPCS was constructed by Feigin et al (1998). In this model, O and H concentrations are dynamic variables (with characteristic times equal to 5 × 10 4 -10 5 s) found from a system of two first-order differential equations:…”
Section: Mesospheric Photochemical System and Its Nonlinear Dynamic Pmentioning
confidence: 99%
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