2020
DOI: 10.1039/d0cp00446d
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Revealing the effect of water vapor pressure on the kinetics of thermal decomposition of magnesium hydroxide

Abstract: Kinetic features of the thermal decomposition of Mg(OH)2 are revealed under different heating and water vapor pressure conditions.

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Cited by 34 publications
(56 citation statements)
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References 98 publications
(121 reference statements)
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“…Thus, the kinetic characterization of the thermal decomposition reaction should be considered as including a determination of the influence that the partial pressure of CO 2 ( p (CO 2 ) in kPa) has on it, in addition to the changes in the reaction rate as a function of reaction temperature ( T ) and the fractional reaction (α). When considering the effect of p (CO 2 ) on the kinetics, the reaction equilibrium characterized by the equilibrium CO 2 pressure ( P eq ( T ) in atm) at each temperature should also be taken into account. ,, The generalized reaction rate (dα/d t ) is expressed by multiplying functions expressing the dependencies on T , α, and p (CO 2 ). where A and E a are the apparent values of the Arrhenius preexponential factor and activation energy, respectively, and R is the gas constant. The function f (α) is the kinetic model function, which describes the variation of the kinetic behavior at a constant temperature as the reaction advances.…”
Section: Introductionmentioning
confidence: 99%
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“…Thus, the kinetic characterization of the thermal decomposition reaction should be considered as including a determination of the influence that the partial pressure of CO 2 ( p (CO 2 ) in kPa) has on it, in addition to the changes in the reaction rate as a function of reaction temperature ( T ) and the fractional reaction (α). When considering the effect of p (CO 2 ) on the kinetics, the reaction equilibrium characterized by the equilibrium CO 2 pressure ( P eq ( T ) in atm) at each temperature should also be taken into account. ,, The generalized reaction rate (dα/d t ) is expressed by multiplying functions expressing the dependencies on T , α, and p (CO 2 ). where A and E a are the apparent values of the Arrhenius preexponential factor and activation energy, respectively, and R is the gas constant. The function f (α) is the kinetic model function, which describes the variation of the kinetic behavior at a constant temperature as the reaction advances.…”
Section: Introductionmentioning
confidence: 99%
“…The most frequently used form of h ( p (CO 2 ), P eq ( T )) is expressed by eq ,,,, where P ° in kPa is the standard pressure introduced to normalize the pressure unit of ( p (CO 2 )/ P °) to be in atm. Equation was obtained on the basis of various theoretical considerations. ,,,, The practical application of eq accompanied by eq corrects the slope of the Arrhenius-type plots at each p (CO 2 ) value; however, the kinetics is not necessarily described successfully by a single Arrhenius-type plot over different p (CO 2 ) values. , Accordingly, theoretical and experimental resolutions of the universal kinetic description of the thermal decomposition of metal carbonates over different temperature and p (CO 2 ) conditions are the current challenge for gaining further insight into the kinetics of the thermal decomposition of solids. …”
Section: Introductionmentioning
confidence: 99%
“…This approach can then lead to misconceptions regarding the studied reaction because, for instance, if gases are consumed or produced during a chemical transformation, their partial pressures are likely to influence the kinetics of the process. To mitigate this issue for dehydration reactions, some authors introduce a function a P " # $ , P &' T ( of the water vapor pressure of the system P " # $ and the equilibrium pressure for the reaction P &' T to accommodate the water vapor partial pressure in the reaction rate expression 21,32,33 dα dt = A exp − E RT f α a P " # $ , P &' T (…”
Section: Introductionmentioning
confidence: 99%
“…More recently, a more general accommodation function with two P " # $ components has been obtained from the classical nucleation and interface reaction theories and applied to the formal kinetics analyses for the thermal decomposition of calcium hydroxide 18 and copper hydroxide 21 . These methods were then employed to thoroughly study the thermal decomposition of lithium sulfate monohydrate 33 and magnesium hydroxide 32 .…”
Section: Introductionmentioning
confidence: 99%
“…The kinetic data for the physico-geometrical consecutive process are recorded as macroscopically averaged data using thermoanalytical (TA) techniques. Elucidating the kinetic behavior of each physico-geometrical reaction step through kinetic analysis of the TA data of the overall process is currently a challenge. It would enable the further detailed interpretations of the mutual relationship between the component reaction steps and the changes in the overall kinetic behavior of the thermal decomposition of solids with sample and reaction conditions. Notably, the challenge is a necessary step to reveal the kinetics of the linear advancement of the reaction interface and the physico-chemical events occurring at the reaction interface.…”
Section: Introductionmentioning
confidence: 99%