Explosion characteristics of syngas mixtures at elevated temperatures and pressures

1. Introduction

Biomass gasification is the thermal conversion of a heterogeneous solid material into a gaseous intermediate fuel, syngas, consisting primarily of carbon monoxide and hydrogen that can be used for the production of heat, power, liquid fuels, and chemicals. Biomass is the only renewable source of organic carbon, and its use is a key issue of sustainable development. The gasification of biomass has the potential to offer a major contribution to meeting the international targets for CO₂ mitigation (Knoef et al., 2012).

Gasification is also called “staged combustion”, since usually the syngas is produced with the intent to burn it later. This raises the question why first gasifying and then burning the gas over direct combustion of the biomass. There are several essential advantages: possibility to transport in pipelines; ease of control and continuous operation; clean combustion of produced gas since impurities can be removed from the producer gas, and the volume of producer gas is much smaller compared to flue gas; efficient and clean combustion since the exact required air can be mixed for optimum combustion; producer gas can be used in engines or turbines with higher efficiencies over steam devices; producer gas, in particularly syngas, can be used for chemical synthesis like fertilizers and transportation fuels (Reed and Guar, 2000).

The characteristic safety parameter of syngas from biomass gasification in a closed vessel explosion, so called explosion characteristic, discussed in this contribution is the maximum explosion pressure.  The maximum explosion pressure is the highest explosion pressure over the flammable range in a closed volume at a given fuel concentration (Eckhoff, 2005).

These explosion characteristics are important for design of safety devices (e.g. relief systems, vents), able to ensure active protection of pressure vessels where flammable mixtures are formed. Beyond safety devices, the values of these parameters are useful for emergency planning especially for developing scenarios where emergency relief or external heat transfer may be inadequate. At the same time, the maximum explosion pressure that the explosion reaction can generate is one good measure of the magnitude of the hazard associated with the reaction (CCPS, 1995).

The present contribution presents absolute explosion pressures (in terms of bar(a)) of stoichiometric H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂ syngas mixtures with air calculated for various initial temperatures and pressures. The aim of this contribution is to evaluate the influence of the temperature on the explosion parameters, namely maximum explosion pressure, of the syngas produced by generator during autothermal gasification in fixed-bed. The primary outcomes are: explosion parameters at ambient conditions and elevated temperatures and pressures.

2. Basic description of technology

The autothermal gasification technology at the Energy Research Center was developed as a result of the Project “Biomass Gasification for Cogeneration“. The aim of the Project was using the generated gas in a cogeneration unit with a piston combustion engine for the electric energy and heat production. Base of this technology is a fixed-bed gasification generator. The fuel is supplied to the grate of the gasification reactor from a fuel bin by the two screw conveyors. The fuel is supplied to the reactor´s lower part automatically based on a measured temperature in the gasification reactor. The generated gas is transported to the hot filter, where are removed dust particles. Behind the filter are gas cooler, exhaust fan and combustion chamber, in which the producer gas is combusted.

 

a)
b)

Figure 1: Autothermal gasification technology: a) gas cleaning devices - hot filter, gas cooling and exhaust fan; b) fuel bin and fuel transport into autothermal gasifier

 

The technology is operated in the low under pressure and it is provided by a necessary measurement and control technological units. Thermal output of the autothermal gasifier is 100 kW. As a fuel for testing was used wood pellets with diameter 6 mm. Gas for analysis was sampled from sampling point 2 depicted in Figure 2.

 

Figure 2: Technological scheme of autothermal gasification unit

 

The mixture composition investigated in this contribution is given in Table 1.

Ingredients	H2	CH4	CO	C3H8	CO2	O2	N2
Content vol. %	15.85	2.10	20.15	0.99	11.83	0.12	48.96

Table 1: The compositions of syngas for analysis

Due to the complexity of the involved physical phenomena and to the lack of an adequate amount of reliable experimental data, a very limited number of different models and calculation procedures for estimating the physical consequences following the explosion of a gaseous state mixture as syngas are presently reported in the literature. The following model was used to investigate and quantify the role of initial temperature and pressure in affecting the explosion behavior of syngas mixture.

3. Previous studies and analysis

Mathematical model used in this study computes adiabatic flame temperatures and constant volume adiabatic explosion pressures at various initial temperatures and pressures, taking into account 26 species. It has been shown (Skrinsky et al., 2015) that the model is able to predict, with a reasonable accuracy in different fuel-enriched conditions, for different types of gaseous mixtures explosions.

Element balanced equation:

(1)

where a_jare moles of j-th element (atom); n_iare moles of i-th species; A_i,jnumber of j-th element in i-th species; l is the number of elements; j is the number of species. 

The free energy (Helmholtz function) of the system F equation:

(2)

where F is the free energy (Helmholtz function) of the system; n_i are moles of i-th species; f_i is free energy of i-th species.

(3)

where f_i is free energy of i-th species; λi are the Lagrangian multipliers for each element (j=1 to J); A_i,jnumber of j-th element in i-th species. 

(4)

where g_i is the Gibbs free energy for single i-th species; ΔH_fis the enthalpy of formation of the i-th species at standard conditions;

(5)

where g_iis the Gibbs free energy for single i-th species; R is the universal gas constant; T is temperature; n_i is the number of moles of every species; V is the volume.

(6)

where a_jare moles of j-th element (atom); n_iare moles of i-th species; A_i,jnumber of j-th element in i-th species; l is the number of elements; j is the number of species; g_i is the Gibbs free energy for single i-th species; λi are the Lagrangian multipliers for each element (j=1 to J); R is the universal gas constant; T is temperature; n_i is the number of moles of every species; V is the volume.

(7)

where g_i is the Gibbs free energy for single i-th species; A_i,jnumber of j-th element in i-th species; l is the number of elements; λi are the Lagrangian multipliers for each element (j=1 to J); R is the universal gas constant; T is temperature; n_i is the number of moles of every species; V is the volume.

The equations 1-7 were used to investigate and quantify the role of initial temperature and pressure in affecting the explosion behaviour of syngas-air mixtures.

4. Results and discussions

Results of explosion experiments depend on many different parameters of the investigated process, such as the energy and type of ignition source, size and shape of explosion chamber, initial temperature, initial pressure and composition of the flammable mixture. To ensure the compatibility of data we selected the results for experiments that are in agreement with EN 13673-1.  The results of experiments are summarized in Table 2.

A) Experimental and theoretical P_max for H₂/CH₄/CO/CO₂/O₂/N₂ at ambient temperature and pressure

 

Characteristic	Abbreviation	Unit	H2	CH4	CO	C3H8
Maximum explosion pressure	Pmax	bar(a)	8.3G	8.1G	8.2G	9.4G
			8.2EN	8.3EN	8.3CO	9.1MI
			7.9HO	8.7RA	8.0D	8.7MO

Table 2: Safety characteristics of flammable syngas components

 

G = GESTIS-Substance database (IFA); EN = standard EN 13673-1; CO = Compendium of Environmental Standards (CES); MI = Mitu et al., 2011; HO = Hochtappels et al., 1963; RA = Razus et al., 2006; D = Design Institute for Physical Properties (AiChE); MO = Movileanu et al., 2011.

Table 2 compares the theoretically derived data for the maximum explosion pressure of the studied syngas mixture components. The values were adopted from the databases as the IFA and the AiChE, and from the literature (Mitu et al., 2011; Hochtappels et al., 1963; Razus et al., 2006; AiChE; Movileanu et al., 2011; standard EN 13673-1). In Table 2, for example the values of the P_max for adopted from standard EN 13673-1 and Hochtappels et al., 1963 (8.2 bar(a) and 7.9 bar(a), respectively) clearly appear to be quite different. Similarly, looking for C₃H₈ (8.7 bar(a) and 9.4 bar(a)).

B) Teoretical P_max for H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂ at elevated temperature and pressure

Computed adiabatic temperatures, T_f, and maximum explosion pressures, p_max, for syngas-air mixtures (4.80 vol. %, 10.50 vol. %, 15.50 vol. %) at various initial temperatures, T_init, and ambient initial pressure are given in Table 3.

 

Fuel fraction [vol.%]	Initial temperature (K)
	298	358	418	478
10.0	3.04	2.67	2.40	2.21
35.0	7.39	6.23	5.40	4.77
60.0	7.74	6.54	5.68	5.04
85.0	4.06	3.42	2.97	2.66

Table 3: Computed explosion pressures for H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂ mixtures at p₀ = 1 bar(a)

 

From the numerical results of Table 3 it is possible to identify that the increase in the initial temperature lowers the maximum explosion pressure, and increases the flammability range. The value of the explosion pressure with varying H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂ concentration is similar at all investigated initial temperatures. The maximum value of the explosion pressure is found close to 48 vol. % of syngas for all conditions. Further, in Table 4, we reported simulations on the explosion properties of H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂ mixtures at various initial pressure and ambient initial temperature.

 

Fuel fraction [vol.%]	Initial pressure (bar(a))
	1	5	10	15
10.0	3.23	16.15	32.29	48.44
35.0	7.53	38.03	76.29	114.60
60.0	7.64	38.30	76.65	115.01
85.0	4.01	21.36	43.88	66.85

Table 4: Computed explosion pressures for H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂ mixtures with air at T₀ = 298 K

 

From the data performed in Table 4, it is clear that the increase of initial pressure has significant effect on explosion pressure when only the air served as oxidant. This is a good approximation at initial pressures i.e. up to 15 bar(a), but we may assume that will be increasing wrong at higher pressures.

 

a)
b)

Figure 1: Calculated explosion pressure vs fuel fraction for explosions of a) H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂  mixture with air at 298 K (top), 358 K (upper middle), 418 K (lower middle), and 478 K (bottom); b) H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂ with air mixture at 1 bar(a) (top), 5 bar(a) (upper middle), 10 bar(a) (lower middle), and 15 bar(a) (bottom)

 

a)
b)

Figure 2: Calculated explosion pressure vs initial temperature for explosions of a) H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂  mixture with air at 10.00 vol. % (top), 35.00 vol. % (upper middle), 60.00 vol. % (lower middle), and 85.00 vol. %  (bottom); b) H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂  mixture with air at 1 bar(a) (top), 5 bar(a) (upper middle), 10 bar(a) (lower middle), and 15 bar(a) (bottom)

 

C) Teoretical effects of syngas explosion at ambient and elevated pressures and temperatures

The destructions on structures such as described in Table 5, showing pressure levels and corresponding damages, have been established from tests or actual accidental explosions. The data in Table 5 provide only a small sample on information from various sources. A closer study shows that the greatest part leads us back to information taken out of reference (GreenBook, 1997) in which primarily the consequences of nuclear explosions have been investigated. The damages shown in Table 5 correspond to the pressures given in this table. From these data it is possible to obtain a rough idea about the damages which could be expected. The quantity used for the explosion damage decription is explosion pressure.

 

Description of damage	Explosion pressure bar(a)×10-2
Connections between steel or aluminium plates have failed	7-14
Minor damage to steel frames	8-10
Walls made of concrete blocks have collapsed	15-20
Collapsad of steel frames and displacement of foundation	20
Industrial steel self-framing structure collapsed	20-30
Cladding of light industry building ripped-off	30
Brickstones walls, 20-30 cm, have collapsed	50
Displacement of a cylindrical storage tank, failure of pipes	50-100

Table 5: The consequences of explosion effects on structures from empirical data

 

5. Conclusion

The adiabatic explosion pressures H₂/CH₄/CO/C₃H₈/CO₂/O₂/N₂  mixture with air at various initial temperatures and pressures were calculated. The model predictions for the syngas mixtures are compared for four different initial temperatures. Although the results from the evaluation indicate that presented theoretical simulations can become a valuable tool for rough estimation, the modeling requires further improvements to be useful for consequence modeling and design of industrial facilities. Thus, at the first stage, the equilibrium calculations can be used as a rough calculation of a worst case scenario. At the same time, these values will be used as approximate initial values for explosion experiments carried out in heated 1 m³ explosion apparatus designed by OZM Research s.r.o. at Energy Research Centre, VŠB - Technical University of Ostrava. As the practical outcome these results will apply for the syngas produced by generator during autothermal gasification in fixed-bed. The results represents a continuation of numerous efforts by various research groups, where the key underlying problem has been the understanding of results obtained in laboratory tests for predicting the consequences of multicomponent gas mixture explosion scenarios in industry (Skřínský et al., 2014; Skřínský et al., 2015; Skřínská 1 et al., 2014; Skřínská2 et al., 2014).

6. Acknowledgement

This work would not have been possible without the financial support of two grants: (1) Innovation for Efficiency and Environment, reg. no. ED0036/01/01 supported by Operation Program Research and development for Innovation and financed by the Ministry of Education, Youth and Sports; (2) Innovation for Efficiency and Environment - Growth, reg. no. LO1403 supported by National Programme for Sustainability and financed by the Ministry of Education, Youth and Sports. J.V. is thankful for the financial support of the project “Support research and development in the Moravian-Silesian Region 2014 DT 1-International research teams” 02722/2014/RRC, financed from the budget of the Moravian-Silesian Region. J.S. is thankful to his advisors Ing. Jan Koloničný, Ph.D. and doc. Dr. Ing. Břetislav Janovský, CSc. for their knowledge support in the area of decision process, industrial explosion experiments and enthusiasm for a team work.

7. References

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[6] MITU M., BRÎNZEA V., MUSUC A., RĂZUŞ D., OANCEA D. Deflagration Parameters of Propane–Air Mixtures in a Closed Cylindrical Vessel. U.P.B. Sci. Bull., Series B, vol. 73, No. 3, 2011.

[7] HOCHTAPPELS, K. Report on experimentally determined explosion limits, explosion pressures and rates of explosion pressure rise – Part 1: Methane, Hydrogen, Propylene. Journal of Loss MOORE, W. J. Physical Chemistry (4th.ed.) Longmans Green & Co. Ltd. 1963.

[8] MOVILEANU, C.; MITU, M.; BRINZEA V. …[et al.]. Adiabatic Flame Temperature of Fuel-Air Mixtures in Isobaric and Isochoric Combustion Processes. Rev. Chim. 2011, vol. 62, No. 4, pp. 376-379.

[9] EN 13673-1. Determination of maximum explosion pressure and maximum explosion pressure rise - Part I: maximum explosion pressure. 2003.

[10] RAZUS, D.; OANCEA, D.; MOVILEANU, C. Burning velocity evaluation from pressure evolution during the early stage of closed-vessel explosion. Journal of Loss Prevention in the Process Industries, 2006, vol. 19, n. 4, pp. 334-342.

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[12] SKŘÍNSKÁ, M. …[et al.]. BLEVE: Cases, Causes, Consequences and Prevention. Mater. Sci. Forum, 2014, vol. 811, s. 91-94.

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[14] SKŘÍNSKÝ, J. …[et al.]. Application of emergency planning criteria for the control of major accident hazards-calculation of the consequences of fire accidents (2014). In Safety, Reliability and Risk Analysis: Beyond the Horizon: Proceedings of the European Safety and Reliability Conference, ESREL 2013. S. 135-142.

 

Vzorová citace

SKŘÍNSKÝ, J. …[et al.]. Explosion characteristics of syngas mixtures at elevated temperatures and pressures. Časopis výzkumu a aplikací v profesionální bezpečnosti [online]. 2015, roč. 8, č. 4. Dostupný z WWW: <http://www.bozpinfo.cz/josra/josra-04-2015/explosion-characteristics.html>. ISSN 1803-3687.

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