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Researchers
Abstract
Key words
Introduction
Study methodology
Influential parameters
Kinetic study
Conclusions
References
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Sara RHANDOURIATE1, 2, Mohamed TAHIRI2, and Youssef NAIMI1
1 Laboratory of Physical Chemistry and Materials (LCPM), Faculty of Sciences Ben M’Sik, Av Driss El Harti Sidi Othmane 20 670 Casablanca Morocco
2 Laboratory of Organic Synthesis, Extraction and Valorization (SOEV), Faculty of Sciences Ain Chock, Route d’Eljadida, Casablanca 20140 Morocco
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Abstract
Every day, a large amount of fruit and vegetable waste is generated and poses serious health and environmental problems such as the production of greenhouse gases and excessive CO2 emissions. Therefore, this research aims to produce biogas by anaerobic fermentation of fruit and vegetable waste by different authors in order to reduce the amount of waste generated. The biogas production was carried out in laboratory scale anaerobic digesters. Various parameters such as, pH, temperature, moisture, total solids, and C/N ratio are the main parameters affecting on biogas production, according to this review which provides a summary on anaerobic digestion which seems to be one of the most effective solutions due to its advantages, including the production of renewable, green energy in the form of biogas. The main objectives of this study are to carry out the process of anaerobic digestion of fruit and vegetable waste, in order to evaluate their methane yield and their biodegradability, as well as monitoring the stability of the process parameters. In addition, the majority of the studies focused on the kinetic study that was applied to the experimental data using several models in terms of methanogenic potential that can be compared to determine the most suitable method.
Key words
Anaerobic digestion, vegetable and fruit waste, anaerobic co-digestion / co-substrate, biogas,
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Introduction
Fruit and vegetable wastes are produced in large quantities in the world, leads different social, political and economic actors to take measures for its reduction and recovery. However, a large amount of organic waste still ends up in landfills, where it produces substances that are harmful to the environment and to living beings. Therefore, the biological treatment of waste by anaerobic digestion offers a very important advantage to valorize the putrescible potential of waste by generating biogas and digestate that can be used as organic fertilizer. Thanks to anaerobic digestion, waste becomes a source of wealth, which makes this process increasingly interesting. This work is part of the energy valorization of organic biomasses (fruits and vegetables), and thus had the objective to validate the impact of pretreatments in the anaerobic digestion of these wastes, and is to compare the digestibility of organic wastes in mesophilic conditions, to improve the production of methane from the wastes by different pretreatments and to compare the results of the methane yield with different scientific actors.
The process of anaerobic digestion is a series of metabolic processes, we can distinguish four stages: hydrolysis, acidogenesis, acetogenesis and methanogenesis and each metabolic stage is a series of microorganisms [1]. In general, this process of anaerobic digestion is infected by several physicochemical parameters (pH, conductivity, dry matter and temperature....,), and nutritional parameters (Phosphorus, total nitrogen, total organic carbon....,), and also affected by microbiological parameters to control microbiological agents. In this sense, for stability of this process, and to maintain a balance of the carbon/nitrogen ratio, it appears interesting to add co-substitutes easily biodegradable, to increase the production of biogas with a yield of high methane.
This literature review examines specific studies on the use of anaerobic digestion to valorize fruit and vegetable waste (FVW), and examines the problems of greenhouse gases and their solution through the use of this technique; thus facilitating the research for a better optimal design for the selected anaerobic digesters, as well as the pretreatment methods to degrade the organic matter.
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Study methodology
• Feedstock
The biomass represents a very significant potential for putrescible and fermentable organic matter. Are produced in large quantities in the world, and constitute a source of nuisance in nature. All types of biomass can be used as substrates for biogas production[2], such as fruit and vegetable waste, food waste, waste from neighborhood markets, green waste, slaughterhouse waste, WWTP sludge, animal waste….etc. This waste is heterogeneous, so it is necessary to carry out a complete pre-treatment by a mixer or shredder to break down the organic matter [3]. The process economy of bio-methanisation can be significantly improved by anaerobic digestion. The majority of organic wastes can be used profitably for anaerobic digestion processes [4], For these reasons, the majority of studies have characterized the fruit and vegetable waste, each with its own compositions and properties, according on its location, origin, cooking habits, and socioeconomic conditions [5].
From the point of view of waste disposal and AD, it is important to assess the composition regarding organic components such as, content of total solids (TS) and volatile solids (VS), total Kjeldahl nitrogen (TKN), total soluble phosphorus (TP), total soluble organic carbon (TOC). A review of the characteristics and composition of different organic matter is presented in Table 1.
Various authors have studied the fermentation potential of fruit and vegetable wastes and others have focused on different wastes containing a single fruit or vegetable, the compositions of these wastes can pose effective challenges to anaerobic digestion. These compositions include pH values between 4 and 6. The organic fraction, represented by volatile solids (VS), yielded a significant percentage of about 6 to 16%. The percentages of volatile solids and total solids are high in most of the cases studied, indicating that the majority of the waste is rich in organic matter. The carbon and nitrogen concentrations, represented by the C/N ratio, are between 8 and 35 for the substrates studied (Tables 1 and 2). According to Beniche and al [6], the C/N ratio interferes with the development of micro-organisms. If the C/N ratio is high, it leads to a low rate of protein solubilisation and a reduction in buffering capacity. If it is low, it increases the risk of ammonia inhibition, leading to an increase in pH which inhibits methanogenic bacteria.
The organic content of the waste is shown in Table 02: Hemicellulose between 2 and 3 (g100 g-1VS), Cellulose between 3 and 16 (g 100 g-1VS), and Lignin between 0.1 and 3 (g 100 g-1VS). According to Astals and al [7], have shown that if lipids and proteins in substrates are dominant can inhibit the process of anaerobic digestion due to the accumulation of long chain fatty acids and ammonia. In addition, substrates with high carbohydrate content promote the accumulation of VFAs, which causes methanogen inhibition and acidification. The other parameters showed below.
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) 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) 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Influential parameters
The performance of the processes is closely linked to the physico-chemical parameters of the environment. The monitoring of these parameters makes it possible to evaluate the stability of the anaerobic digestion process [19], such as temperature, pH, alkalinity, VFA concentration, C/N ratio, biogas production and composition, are particularly important for process control.
Temperature
Temperature is one of the most important factors influencing anaerobic digestion, as it not only influences the biological processes but also the production of biogas and digestate [20], Micro-organisms are active in different temperature ranges and they grow and work fastest, depending on the species [21]. Overall, micro-organisms can be divided into different groups according to the temperature at which they grow best: psychrophilic, mesophilic, thermophilic and extremophilic/hyperthermophilic[22]. For example, Wang and al [23],studied the performance of a process of co-digestion of cow manure and maize straw at different temperatures (35–25 ◦C) to obtain the optimum biogas production efficiency. Similarly, Nipaney and al [24], studied the effect of different mesophilic temperatures (29.5, 33 and 37.5°C) on biogas production from P. stratiotes plants.
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pH and alkalinity
The pH plays an important role in the biochemical and physico-chemical functioning of anaerobic digestion media. Hydrolytic and acidogenic bacteria are little affected by changes in pH, which is not the case for acetogenic and methanogenic bacteria, which do not tolerate large changes in pH. Despite this, hydrolytic activity is sensitive to pH variations [25]. The pH value provides information about the stability of the medium, as it varies according to the buffer capacity of the medium itself. Variations in pH are associated with variations in the species involved in the trophic chain of the anaerobic digestion process [19].
Alkalinity is the capacity to resist changes in pH caused by the addition of acids to the medium. i.e. the capacity to neutralise the acids in a medium. It results from the presence of carbonates, hydroxides and bicarbonates of elements such as sodium, magnesium, calcium, ammonia or potassium. In the case of anaerobic digestion media, the presence of VFAs, in addition to phosphates, silicates and borates, also contributes to alkalinity [19].
Carbon/Nitrogen (C/N)
The C/N ratio is a commonly used indicator for sizing and monitoring anaerobic digestion. During anaerobic digestion, the microbial population uses about 25 to 30 times more carbon than nitrogen. Wastes rich in easily biodegradable carbon can be mixed with low nitrogen content wastes to achieve the desired carbon to nitrogen (C/N) ratio, so the effect of co-digesting the organic matter is to improve the C/N ratio of the mixture, which also results in improved biogas production [6]. There are several studies in the literature on the effect of balancing the C/N ratio by adding co-substrate, for example, ikram and al [6], studied the effect of C/N ratio on anaerobic co-digestion of cabbage, cauliflower and restaurant food waste, to see which ratio would best result in higher biogas production, Callaghan and al [26], mixed a high carbon to nitrogen (C/N) ratio and a low C/N ratio of different organic wastes to improve digester performance.
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Water content
Water is considered to be a key factor in the biochemical process of anaerobic degradation; therefore the anaerobic digestion of organic waste is strongly affected by water content. Organic matter from fruit and vegetable markets is very rich in water; this is why the average dry matter content often does not reach 10% [19], for example, Won Seo et al [27], studied the stability of dry anaerobic digestion (AD) of food waste (FW) at different organic loading rates that were applied to the system by varying the water content of the FW feed and the solids retention time (SRT), to predict the biogas production rate.
Inoculum
The inoculum is an essential element for producing quality and quantity of biogas, particularly in dry mechanization. An inoculum from previously digested waste is promising to ensure the existence of desired micro-organisms in AD systems, as it accelerates the hydrolysis step of the recalcitrant cellulose load [28]. Ma et al. have shown that adaptation of the inoculum to degrade complex substrates is essential. Another study investigated mixing equivalent amounts of cow manure, soil and waste activated sludge as inoculum with municipal solid waste, paper sludge and sewage sludge as substrates, to increase biogas production [29].
Hydraulic retention time
The hydraulic retention time is the time required to replace the entire contents of the digester. The optimal HRT of a digester depends on the nature and composition of the substrates used to feed it, the digestion temperature, and the microbial community involved in the process [30], Theoretically, a longer retention time produces a more complete degradation of the feedstock. The reaction rate, however, decreases with increasing retention time. The retention time differs for each type of substrate, and for most processes it varies from 14 to 30 days [31]. Ezekoye et al [32], studied the effect of retention time on biogas production from poultry droppings and cassava peels, found that daily gas production decreased slightly from 130 to 32 liters when the retention time of poultry droppings was increased from 10 to 40 days.
Pretreatment organic waste
Pre-treatment of organic waste is used to accelerate the hydrolysis reaction, and reduce the retention time during AD, and improve the yield of biogas production [33]. Over the last thirty years, much research has been carried out to determine the conditions for thermal, physical, chemical and/or biological pre-treatment of biomass. There are many studies on these techniques, for example, in physical pre-treatment, the structure of the biomass is modified and the particle size reduced, by the application of physical force. This directly increases the surface area available for enzymatic and microbial attack [34]. Physical pre-treatment can be carried out using microwave or ultrasonic irradiation, sonication, extrusion, mechanical beating, deflector, dispersion, refining, grinding and crushing.... [35], Chemical pre-treatments are among the most studied pre-treatment methods for the degradation of organic matter, it refers to the use of chemicals, such as ionic liquids, acids and bases, alkaline, peroxides, to modify the physical and chemical characteristics of the biomass [35]. Liu et al [36], found that thermal treatment at 175°C for 60 minutes could improve the physical and chemical properties of fruit and vegetable waste, enhance dewater ability, decrease viscidity, and increase the solubility of COD. Moreover, The biologically mediated pre-treatment process is based on the function of multiple forms of heterotrophic microbes, the significance of biological pre-treatment lies in the fact that it solubilizes the organic compounds present in the biomass with minimal energy [37], Another type of pre-treatment, a combined steam explosion pre-treatment, aims to expose the biomass to high temperature and pressure for a short period of time and then reduce the pressure rapidly. This stops the reaction and breaks down the biomass explosively. Nges and al [38] studied the anaerobic digestibility of Miscanthus lutarioriparius for biogas production, they used a steam explosion pretreatment with 0.3 M NaOH with a particle size reduced to 0.5. Another combination, the combination of thermal and chemical pre-treatments has been investigated in a number of studies in which improving the anaerobic digestibility of biomass, Yi and al [36], studied the effect of microwave irradiation with NaOH pre-treatment on anaerobic digestion in semi-continuous mesophilic digesters to improve AD. They found that a combination of alkaline pretreatment and thermal pretreatment resulted in the highest production rate, which was up to 10 times higher than the production rate without any pretreatment. Ruggeri and al [39], compared the effects of physical, chemical, thermal and ultrasonic pre-treatment methods, and a combination of these processes, to digest organic waste Market and compared the production rates with and without the pretreatment methods. It can be seen that thermal treatment is an effective measure when treatment of fruit and vegetable waste. However, optimal temperature control still needs to be studied and limited when heat treatment is performed [40].
Biogas recovery from anaerobic digestion
Among the various stabilization techniques, anaerobic digestion, or mechanization, is a natural process by which organic matter is decomposed in the absence of oxygen by the action of several micro-organisms [6]. Anaerobic digestion includes four biochemical steps (fig.1) [41]. The advantage of using anaerobic digestion is that it produces biogas with high methane (CH4). The methane in the biogas can be burned to produce heat and electricity using internal combustion engines or micro turbines in a cogeneration plant [42]. Under such circumstances, the majority of researchers are focused on anaerobic co-digestion of two or more mixtures of substrates and co-substrates to improve biogas and methane production. In addition, AcoD can improve process stabilization and synergistic effects of microorganisms, and can reduce greenhouse gas emissions and treatment costs [43]. Most often, anaerobic digestion systems use different types of digesters for biogas production [2]. The choice of an anaerobic digester type depends on the amount of substrate to be treated and valorized, the nature of the substrate, the type of digester, the fermentation conditions, the climatic conditions, the investment capital...[44]. Various new reactors have been designed and implemented in recent years[40], including batch reactors [45], Anaerobic sequencing batch reactors (ASBRs) [46], continuous stirred tank reactor (CSTR) single phase [16], up flow anaerobic sludge blanket (UASB)[47], hybrid anaerobic solid-liquid (HASL)[48], sequential batch anaerobic composting (SEBAC)[49], , semi-continuous anaerobic plug flow reactor (PFR)[50], and a solid-state stratified bed (SSB) reactor[51], all of which have been used to treat organic waste. Each of these reactors has different methods for maintaining microorganisms, as well as generating methane and compost [40].
Several scientific works dealing with digestion and co-digestion of fruit and vegetable have been published. Each study had its main objectives, for example, Francesco and a l[15], studied biogas production from fruit and vegetable waste and mixed sludge as co-substrate in a 100 liter gas tight anaerobic reactor with a removable lid, reducing the hydraulic retention time from 14 days to about 10 days. Specific biomethane production increased from about 90 NL/kg VS to a maximum of about 430 NL/kg VS when the OLR was increased from 1.46 kg VS/m3 day to 2.1 kg VSS/m3 day, in the same context, Wang and al [9], studied the co-digestion of fruit and vegetable waste (FVW) and kitchen waste (KW), in CSTRs at different percentages. Laboratory-scale experimental results showed that the 5:8 ratio of FVW to KW had higher methane productivity (0.725 L CH4/g VS), with a HRT of 10 days. Another study that deals with the co-digestion of fruit and vegetable sludge and fresh chopped artichoke waste by Ros and al [10], in a continuously stirred anaerobic reactor (8-10 rpm) with a working volume of 300 liters for (55-71 d), the increase in biogas production resulted in an average value of 354 ± 68 L kg-1 of dry matter per day, with a higher methane content (over 70%). Other studies of anaerobic digestion and co-digestion of fruit and vegetable waste with other organic waste are summarized in Table 1
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) 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Figure 1 : Stages of decomposition of organic matter [20].
Table 3: Examples of anaerobic digestion and co-digestion of fruit and vegetable waste (FVW) with other organic waste from the literature.
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Kinetic study
Kinetic modeling of methane production by AD is a practical approach to understand the ultimate technology for methane production under optimal conditions. In the literature, several models have been developed to monitor and control physical, chemical and biological parameters using different types of substrates and reactors [56], several types of mathematical models exist for predicting biogas production. They are generally based on zero order, first order and second order decomposition kinetics.
Simulation of biogas production using the classical BUSWELL equation
The production of biogas formed during anaerobic degradation can be estimated from the knowledge of the elemental composition of the degraded organic matter, assuming that all the material is globally degraded to CO2 and CH4. For example, the theoretical methane and biogas yield potential can be calculated from the following BUSWELL equation [57]:
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) 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Classical kinetic models of anaerobic digestion
Modeling represents a very effective tool to optimize the AD process, to ensure better stability and performance of co-digestion. Numerous researches have studied the simulation of biogas and methane yield potential by several models to predict physical, chemical and biological processes by using mathematical equations [58].
The first-order model
Classical kinetic models are widely used in the modeling of anaerobic digestion, especially the first-order model, which is the simplest model, but it cannot predict the conditions of maximum biological activity and system failure [59], According to, El-Mashad and al [60], used a first order kinetic model that was developed to calculate the methane yield of different mixtures of unscreened manure and food waste at 35°C in batch mode. This is the basic first-order kinetics equation [59]:
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Monod and Haldane models
The Monod and Haldane models used for the description of the acetoclastic batch methanogenesis step [61]. Generally, the integral form of the Monod equation for the co-metabolism of substrates in batch reactors can be obtained [62]. For example, Smith et al [62], used the integrated Monod model, taking into account acetate removal and biomass growth. In the same principle, Lokshina et al [61], applied the Monod and Haldane models to evaluate the kinetic coefficients of mesophilic acetoclastic methanogenesis, both of which incorporate applied load as a fundamental parameter of digester performance. The Monod and Haldane equations for the substrate reaction rate are written as follows [61]:
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) 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Contois Model
The Contois model is a simple model of the methane production rate in an anaerobic digester, for example in the study, Chapela and al [63], have used the Contois model which has been calibrated and validated with experimental data, the development of this model is able to correctly describe the dynamic behavior of this system. The kinetics of microbial growth was assumed from the Contois model are described by the following equations [64]:
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) 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CONCLUSION
The work of this review presented in this manuscript mainly provides information on the utilization of FVW waste through the anaerobic digestion process for biogas production. The main objective was to develop an efficient and simple methodology for the functionalization of this process. In this sense, we showed how the biogas yield was improved by the addition of the different substrates and thus how to use kinetic models to validate the biogas yield. In this respect, the choice of the most suitable fruit and vegetable waste based on some physical chemical characteristics such as C/N ratio, nitrogen, phosphorus, carbon, VS, TS, pH, COD..... These characteristics could constitute interesting alternatives to simulate the methane yield, and perhaps they were verified by the kinetic parameters that justify the optimal conditions for a better biogas yield.
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