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REFERENCE 
[1] D. Dollimore, “The application of thermal analysis in studying the thermal 
decomposition of solids,” Thermochim. Acta, vol. 203, no. C, pp. 7–23, 1992. 
[2] B. James and Nelson, “Determination of kinetic parameters of six ablation 
polymers by thermogravimetric analysis,” Natl. Aeronaut. Sp. Adm., 1967. 
[3] J. A. Foreman and R. L. Blaine, “ISOTHERMAL CRYSTALLIZATION 
MADE EASY: A SIMPLE MODEL AND MODEST COOLING RATES.” 
[4] R. Bucci, V. Carunchio, and A. D. Magri, “Using thermo analytical data. part 
1. the power of kinetic palmers dermined from thermogravimetry to describe 
the experimental behaviour of the sample ugo,” vol. 158, pp. 125–141, 1990. 
[5] Y. Han, T. Li, K. Saito, and À. Aexp, “Comprehensive Method Based on Model 
Free Method and IKP Method for Evaluating Kinetic Parameters of Solid State 
Reactions,” J. Comput. Comput. Chem., no. 3, 2012. 
[6] D. Dean, “Thermal Gravimetric Analysis.” . 
[7] M. E. Brown, Introduction to Thermal Analysis, vol. 1. 2001. 
[8] “Operating Procedures for the TGA Purpose,” department Lab manager or 
Scientific. Instructional Technician. [Online]. Available: 
http://depts.washington.edu/mseuser/Equipment/procedures 
documents/TGA.pdf. 
[9] Sergey Vyazovkin, Isoconversional Kinetics of Thermally Stimulated 
Processes. Birmingham, AL 2014: Springer US, 2015. 
[10] J. Sastak, “STUDY OF THE KINETICS OF THE MECHANISM OF SOLID-
STATE REACTIONS AT INCREASING TEMPERATURES,” Thermochim. 
Acta, vol. 3, no. 2, pp. 1–12, 1971. 
[11] D. R. F. Ammar Khawam, “Solid-State Kinetic Models : Basics and 
Mathematical Fundamentals,” J. Phys. Chem. B, vol. 110, no. 35, pp. 17315–
17328, 2006. 
[12] S. Vyazovkin and D. Dollimore, “Linear and nonlinear procedures in 
isoconversional computations of the activation energy of nonisothermal 
119 
 
reactions in solids,” J. Chem. Inf. Comput. Sci., vol. 36, no. 1, pp. 42–45, 1996. 
[13] J. Cai, W. Wu, and R. Liu, “Isoconversional Kinetic Analysis of Complex Solid-
State Processes : Parallel and Successive Reactions,” Ind. Eng. Res., vol. 16157, 
no. 4, 2012. 
[14] P. D. Garn and S. F. Hulber, “Kinetic Investigations by Techniques of Thermal 
Analysis,” C R C Crit. Rev. Anal. Chem., vol. 3, no. 1, pp. 65–111, 1972. 
[15] P. D. Garn, “Kinetics of thermal decomposition of the solid state. ii. delimiting 
the homogeneous-reaction model,” Thermochim. Acta, vol. 160, pp. 135–145, 
1990. 
[16] S. Vyazovkin and C. A. Wight, “Isothermal and non- isothermal kinetics of 
thermally stimulated reactions of solids,” Int. Rev. Phys. Chem., vol. 17, no. 3, 
pp. 407–433, 1998. 
[17] Y. Han, “THEORETICAL STUDY OF THERMAL ANALYSIS KINETICS,” 
University of Kentucky, 2014. 
[18] J. Sestak, “Thermophysical Properties of Solids,” Compr. Anal. Chem., 1984. 
[19] G. A. Brown ME, Dollimore D, “Theory of solid state reaction kinetics,” 
Compr. Chem. Kinet., vol. 22, pp. 41–113, 1980. 
[20] P. E. Sánchez-jiménez, L. A. Pérez-maqueda, A. Perejón, and J. M. Criado, 
“Generalized master plots as a straightforward approach for determining the 
kinetic model : The case of cellulose pyrolysis,” Thermochim. Acta, vol. 552, 
pp. 54–59, 2013. 
[21] W. Ng, “Thermal Decomposition in the Solid State,” Aust. J. Chem., vol. 7, no. 
28, pp. 1169–1178, 1975. 
[22] P. Šimon, “Fourty years of the Šesták-Berggren equation,” Thermochim. Acta, 
vol. 520, no. 1–2, pp. 156–157, 2011. 
[23] S. Vyazovkin, “The truncated Sestak–Berggren equation is still the Sestak– 
Berggren equation, just truncated,” no. 1, pp. 7–8, 2015. 
[24] J. T. A. Calorim, “´ k – Berggren equation : now questioned but formerly 
celebrated — what is right,” 2015. 
120 
 
[25] S. Kim, E. Jang, D. Shin, and K. Lee, “Using peak properties of a DTG curve 
to estimate the kinetic parameters of the pyrolysis reaction : application to high 
density polyethylene,” Polym. Degrad. Stab., vol. 85, pp. 799–805, 2004. 
[26] C. Haixiang and L. Naian, “New Procedure for Derivation of Approximations 
for Temperature Integral,” AIChE J., vol. 52, no. 12, pp. 4181–4185, 2006. 
[27] Y. Han, H. Chen, and N. Liu, “New incremental isoconversional method for 
kinetic analysis of solid thermal decomposition,” J. Therm. Anal. Calorim., vol. 
104, no. 2, pp. 679–683, 2011. 
[28] T. Wanjun and Æ. C. Donghua, “New approximate formula for the generalized 
temperature integral,” pp. 437–440, 2009. 
[29] B. F. Bojan Janković*,a, Srećko Stopićb, Jelena Bogovićb, “Kinetic and 
thermodynamic investigations of non-isothermal decomposition process of a 
commercial silver nitrate in an argon atmosphere used as the precursors for 
ultrasonic spray pyrolysis (USP). The mechanistic approach Bojan,” Chem. 
Eng. Process., 2014. 
[30] A. W. and J. P. R. T. Coats, “Kinetic Parameters from Thermogravimetric 
Data,” Nat. Publ. Gr., vol. 201, pp. 68–69, 1964. 
[31] S. J. Achar BN, Brindley GW, “Kinetics and mechanism of dehydroxylation 
processes. III. Applications and limitations of dynamic methods.,” Proc. Int. 
clay Conf., vol. 1, pp. 67–73, 1966. 
[32] W. S. Sharp JH, “Kinetic analysis of thermogravimetric data.,” Anal. Chem., 
vol. 41, pp. 2060–2, 1969. 
[33] S. Vyazovkin and C. A. Wight, “Kinetics in solids,” pp. 125–149, 1997. 
[34] H. Chen, N. Liu, and W. Fan, “A new method to explain the model dependence 
of apparent activation energy derived from a single nonisothermal dynamic 
curve,” Polym. Degrad. Stab., vol. 91, no. 8, pp. 1726–1730, Aug. 2006. 
[35] P. Budrugeac, “THE KISSINGER LAW AND THE IKP METHOD FOR 
EVALUATING THE NON-ISOTHERMAL KINETIC PARAMETERS,” J. 
ofThermal Anal. Calorim., vol. 89, no. 1, pp. 143–151, 2007. 
121 
 
[36] A. I. L. and S. V. Levchik, “A METHOD OF FINDING INVARIANT 
VALUES OF KINETIC PARAMETERS,” J. Therm. Anal., vol. 27, pp. 89–93, 
1983. 
[37] P. Budrugeac, “DIFFERENTIAL NON-LINEAR ISOCONVERSIONAL 
PROCEDURE FOR EVALUATING THE ACTIVATION ENERGY OF 
NON-ISOTHERMAL REACTIONS,” vol. 68, pp. 131–139, 2002. 
[38] V. Mamleev, “Three model-free methods for calculation of activation energy in 
TG.,” J. Therm. Anal. Calorimetry, vol. 78, no. 3, pp. 1009–1027, 2004. 
[39] H. L. Friedman, “Kinetics of Thermal Degradation of Char-Forming Plastics 
from Thermogravimetry . Application to a Phenolic Plastic,” J. Polym. Sci. Part 
C Polym. Symp., vol. 6, no. 1, pp. 183–195, 1964. 
[40] T. OZAWA, “A New Method of Analyzing Thermogravimetric Data of the 
curve,” vol. 707, no. 1952, 1965. 
[41] T. TB, “A new method for analysing non-isothermal thermoanalytical data from 
solid-state reactions.,” Thermochim. Acta, vol. 325, no. 1, pp. 43–46. 
[42] C. Li and T. B. Tang, “DYNAMIC THERMAL ANALYSIS OF SOLED-
STATE REACTIONS The ultimate method for data analysis?,” J. Therm. Anal., 
vol. 49, pp. 1243–1248, 1997. 
[43] S. Vyazovkin, “Modification of the integral isoconversional method to account 
for variation in the activation energy,” J. Comput. Chem., vol. 22, no. 2, pp. 
178–183, 2001. 
[44] J. M. E. S.-J. and L. A. P.-M. Criado, “CRITICAL STUDY OF THE 
ISOCONVERSIONAL METHODS OF KINETIC ANALYSIS,” J. ofThermal 
Anal. Calorim., vol. 92, pp. 199–203, 2008. 
[45] R. Blaine, “A faster approach to obtaining kinetic parameters,” no. January, pp. 
21–23, 1998. 
[46] J. H. Flynn, “No Title,” Therm. Anal. Acad. Press, vol. 2, p. 1111, 1969. 
[47] S. R. S. and M. R. P. S. Gill, “MODULATED DIFFERENTIAL SCANNING 
CALORIMETRY,” J. Therm. Anal., vol. 40, pp. 931–939, 1993. 
122 
 
[48] D. Dollimore, T. A. Evans, Y. F. Lee, and F. W. Wilburn, “Correlation between 
the shape of a TG/DTG curve and the form of the kinetic mechanism which is 
applying,” Thermochim. Acta, vol. 198, no. 2, pp. 249–257, 1992. 
[49] J. M. Criado, M. PILAR, G. MUNUERA, and V. RIVES-ARNAU, “Study of 
the ‘shape index’ in the analysis of temperature-programmed desorption 
curves,” Actahermochimica Acta, vol. 38, pp. 37–45, 1980. 
[50] U. B. Ceipidor, E. Brizzi, R. Bucci, and A. D. Magrí, “Using thermoanalytical 
data. Part 7. DSC/DTA/DTG peak shapes depending on operational settings, 
equipment features, sample kinetic and thermodynamic parameters,” 
Thermochim. Acta, vol. 247, no. 2, pp. 347–356, 1994. 
[51] D. Dollimore, T. A. Evans, Y. F. Lee, G. P. Pee, and F. W. Wilburn, “The 
significance of the onset and final temperatures in the kinetic analysis of TG 
curves,” vol. 196, pp. 255–265, 1992. 
[52] D. Dollimore, P. Tong, and S. Alexander, “thermochimica acta The kinetic 
interpretation of the decomposition of calcium carbonate by use of relationships 
other than the Arrhenius equation ’,” vol. 283, pp. 13–27, 1996. 
[53] C. Haixiang, L. Naian, and Z. Weitao, “Critical study on the identification of 
reaction mechanism by the shape of TG/DTG curves,” Solid State Sci., vol. 12, 
no. 4, pp. 455–460, 2010. 
[54] O. S. Al-ayed and K. Mutah, “Study of the Kinetics and Mechanisms of 
Thermal Decomposition of Ellajjun Oil Shale.” 
[55] A. N. Kozlov, D. A. Svishchev, G. I. Khudiakova, and A. F. Ryzhkov, “A 
Kinetic Analysis of the Thermochemical Conversion of Solid Fuels ( A Review 
),” vol. 51, no. 4, pp. 205–213, 2017. 
[56] T. Martí-rosselló, J. Li, and L. Lue, “Quantitatively modelling kinetics through 
a visual analysis of the derivative thermogravimetric curves : Application to 
biomass pyrolysis,” Energy Convers. Manag., vol. 172, no. June, pp. 296–305, 
2018. 
[57] R. Dodampola, S. Amarasingha, D. Attygalle, and S. Weragoda, “Materials 
Today : Proceedings Improved method to extract kinetic parameters from 
123 
 
thermograms,” Mater. Today Proc., no. xxxx, 2019. 
[58] X. Yang and Z. Jiang, “Bioresource Technology Kinetic studies of overlapping 
pyrolysis reactions in industrial waste activated sludge,” Bioresour. Technol., 
vol. 100, no. 14, pp. 3663–3668, 2009. 
[59] A. K. Galwey, “Magnitudes of Arrhenius parameters for decomposition 
reactions of solids,” Thermochim. Acta, vol. 242, no. C, pp. 259–264, 1994. 
[60] S. Kim and P. Jae K, “Characterization of thermal reaction by peak temperature 
and height of DTG curves,” Thermochim. Acta, vol. 264, pp. 137–156, 1995. 
[61] D. Egodage, R. Dodampola, S. Weragoda, D. A. S. Amarasinghe, and D. 
Attygalle, “Investigation of Plasticizer Evaporation of Local Electrical Cable 
Insulation,” pp. 0–4. 
[62] F. W. Wilburn, “The determination of kinetic parameters from DTG curves - 
fact or fction ?,” Thermochim. Acta, vol. 341, pp. 77–87, 1999. 
[63] J. R. Stuff, J. Whitecavage, M. Mcadams, Y. Nie, and E. Kleine-benne, 
“Thermal Gravimetric Analysis/Mass Spectrometry Simulation using the 
GERSTEL Automated Pyrolyzer,” 2012. 
[64] J. W. Dolan and W. Creek, “Peak Tailing and Resolution,” Walnut Creek, 
California, USA. 
[65] “High Performance Liquid Chromatography,” Chemistry LibreTexts, 2019. 
[Online]. Available: 
https://chem.libretexts.org/Bookshelves/Analytical_Chemistry/Supplemental_
Modules_(Analytical_Chemistry)/Instrumental_Analysis/Chromatography/Hi
gh_Performance_Liquid_Chromatography. 
[66] Attila Felinger, “Data Analysis and Signal Processing in Chromatography,” in 
Data Handling in Science and Technology, Attila Felinger, Ed. Elsevier B.V., 
1998, pp. 1–414. 
[67] “About Resolution, Part 1,” Shimadzu Corporation, 2018. [Online]. Available: 
https://www.shimadzu.com/an/hplc/support/lib/lctalk/resol-1.html.