Distributed Activation Energy Modelling Using a Parabolic Heating Profile

This work investigates the thermal decomposition of forest waste for a non-linear temperature distribution inside the pyrolysis reactor. Quantitative analysis of the distributed activation energy model is explained graphically. It has been assumed that thermal profile varies according to the general...

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Main Authors: Dhaundiyal Alok, Singh Suraj B.
Format: Article
Language:English
Published: Sciendo 2021-03-01
Series:Acta Technologica Agriculturae
Subjects:
Online Access:https://doi.org/10.2478/ata-2021-0005
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author Dhaundiyal Alok
Singh Suraj B.
author_facet Dhaundiyal Alok
Singh Suraj B.
author_sort Dhaundiyal Alok
collection DOAJ
description This work investigates the thermal decomposition of forest waste for a non-linear temperature distribution inside the pyrolysis reactor. Quantitative analysis of the distributed activation energy model is explained graphically. It has been assumed that thermal profile varies according to the general parabolic equation with the initial condition (0, T0). The approximated solution of the non-analytical integral is determined by the Laplace integral method. The integral limit for the distributed activation energy model (DAEM) is found to vary from 211 to 810 kJ·mol−1; whereas the frequency factor (the first-order reactions) for the corresponding range of the activation energy lies in the domain of 400–2000 min−1. The acceleration in the char formation has been found for the reactions other than that of the first order.
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spelling doaj.art-be76d25cb36f4885bf389f0013f84d322022-12-21T17:25:52ZengSciendoActa Technologica Agriculturae1338-52672021-03-01241273410.2478/ata-2021-0005Distributed Activation Energy Modelling Using a Parabolic Heating ProfileDhaundiyal Alok0Singh Suraj B.1Szent István University, Gödöllő, HungaryGovind Ballabh Pant University of Agriculture and Technology, Pantnagar, UK, IndiaThis work investigates the thermal decomposition of forest waste for a non-linear temperature distribution inside the pyrolysis reactor. Quantitative analysis of the distributed activation energy model is explained graphically. It has been assumed that thermal profile varies according to the general parabolic equation with the initial condition (0, T0). The approximated solution of the non-analytical integral is determined by the Laplace integral method. The integral limit for the distributed activation energy model (DAEM) is found to vary from 211 to 810 kJ·mol−1; whereas the frequency factor (the first-order reactions) for the corresponding range of the activation energy lies in the domain of 400–2000 min−1. The acceleration in the char formation has been found for the reactions other than that of the first order.https://doi.org/10.2478/ata-2021-0005biomasspyrolysisdistributed activation energy modelthermal historykinetic parameters
spellingShingle Dhaundiyal Alok
Singh Suraj B.
Distributed Activation Energy Modelling Using a Parabolic Heating Profile
Acta Technologica Agriculturae
biomass
pyrolysis
distributed activation energy model
thermal history
kinetic parameters
title Distributed Activation Energy Modelling Using a Parabolic Heating Profile
title_full Distributed Activation Energy Modelling Using a Parabolic Heating Profile
title_fullStr Distributed Activation Energy Modelling Using a Parabolic Heating Profile
title_full_unstemmed Distributed Activation Energy Modelling Using a Parabolic Heating Profile
title_short Distributed Activation Energy Modelling Using a Parabolic Heating Profile
title_sort distributed activation energy modelling using a parabolic heating profile
topic biomass
pyrolysis
distributed activation energy model
thermal history
kinetic parameters
url https://doi.org/10.2478/ata-2021-0005
work_keys_str_mv AT dhaundiyalalok distributedactivationenergymodellingusingaparabolicheatingprofile
AT singhsurajb distributedactivationenergymodellingusingaparabolicheatingprofile