The study focused on coriander production in Nahavand, Hamedan province, Iran. Coriander in this region is produced on over 16,000 ha yr−1 with an average annual production of 26,000 ton y−1. Production and postharvest processing of coriander create significant job opportunities for locals in this region. Coriander is usually rotated with winter wheat (Triticum sativum). Efforts have been made to compare the results of coriander production with that of wheat in this paper.
In the first stage, the MFCA method was used to measure the quantity and economic values of the used or consumed materials and energy during the coriander seed production process. The most important feature of MFCA is tracking the materials and energy consumed and allocating these materials and energy to the products (positive or negative). This method is used as a reliable tool to calculate production costs and balance between inputs and outputs and can play the role of a management information tool and guidance to improve coriander seed production. In the MFCA method, the production of a crop is divided into several units for ease and accuracy of measurements. Each of these divisions is called a quantity center (QC). During each stage of land preparation, planting, growing, and harvesting coriander crop does not have a specific product. On the other hand, there is no clear demarcation for each of these stages, because the effect of some substances (such as fertilizers) that is used in one stage may be determined or observed in the next stage (such as leaching). Therefore, the whole process of coriander production from land preparation to coriander seed harvest was considered as one QC.
Life cycle assessment is recognized as an efficient tool for assessing the environmental impacts during the life cycle of products (Putra et al., 2020; Guinée, 2002; ISO, 2006). In the LCA method, all environmental effects are related to a specific functional unit (FU) (Adeleke et al., 2021). It can be said that the main feature of LCA is to help stakeholders make decisions in the value chain of crop production. Based on ISO 14040, ISO 14044, and ISO 14050, the LCA-MFCA methodology can be divided into four phases: goal and scope definition, material and energy inventory, environmental impact assessment, and interpretation.
The first step in implementing the MFCA-LCA methodology is to define the purpose and scope of the study, system boundary, and the functional unit (FU). This study aimed to investigate the environmental impacts, energy consumption pattern, and cost of coriander seed production. Based on the results, we can make suggestions to reduce material and energy waste, reduce environmental impact, and ultimately increase farmer profits. Two FU were considered for the production of coriander seed 1) production of one metric ton of coriander seeds in terms of energy, cost, and environmental indicators, and 2) unit of land (one ha). The results of these two FUs help to understand how the environmental impacts, energy pattern, and production cost change at the level of the agricultural phase allowing the farmer to make better decisions based on the results obtained. Fig. 1 shows the system boundary in this study. Since both, MFCA and LCA estimation require consideration of inputs and outputs in the system, the same system boundaries should be defined. The process of preparing the soil for cultivation, the processes related to planting and growing, and finally the harvesting were included in the system boundary.
The most common agricultural operations for coriander seed production in the region were considered. Also, the required inputs and average yield for coriander seed in the 2019-2020 crop season were obtained from official Agricultural Statistics and used in the analysis.
Coriander cultivation consists of seven sub-phases: soil preparation, fertilization, planting, irrigation, application of pesticides and herbicides, weeding, and harvesting. Data related to each of the sub-phases (rate of fertilizers, pesticides, herbicides, amount of irrigation water, seed rate, etc.) were acquired from the official statistics report which have been reviewed by agronomy experts before being used. The average price of agricultural inputs in 2019-2020 was used to estimate the flow of materials. Direct emissions due to input use were calculated based on different methods, coefficients, and using different sources (Table 1).
Table 1
The on-farm emissions coefficients in coriander seed production (Holloway et al., 2006).
Emission | Coefficient |
Fertilizers | |
\(\frac{kg NO-N}{kg {N}_{in} chemical fertilizer applied}\) | 0.012 (to air) |
\(\frac{ kg {NO}_{3}^{-}-N}{kg {N}_{in} chemical fertilizer applied}\) | 0.3 (to water) |
\(\frac{ kg {CO}_{2}^{}-C}{kg Urea-N}\) | 1.57 (to air) |
Diesel fuel burning | Data sheet from Ecoinvent database |
\(\frac{ g {CO}_{2}^{}-C}{kg diesel fuel burned}\) | 1.01 (to air) |
Conversion of emissions | |
\(kg {CO}_{2}^{}-C\)to kg \({CO}_{2}^{}\) | \(\frac{44}{12}\) |
\(kg {N}_{2}\text{O}-N\)to kg \({N}_{2}\)O | \(\frac{44}{28}\) |
\(kg {NH}_{3}-N\)to kg \({NH}_{3}\) | \(\frac{14}{17}\) |
\(kg {NO}_{3}-N\)to kg \({NO}_{3}\) | \(\frac{14}{62}\) |
\(kg {P}_{2}{O}_{5}\)to kg phosphorus | \(\frac{62}{142}\) |
\(kg N\) to kg \({NO}_{2}\) | \(\frac{46}{14}\) |
Different energy coefficients were used to analyze the energy flow in the coriander seed production process (Table 2).
Table 2
Energy equivalent of the inputs of coriander seed production.
Input | Unit | Energy equivalent (MJ Unit−1) | References |
Diesel fuel | l | 47.8 | Kitani et al. (1999) |
Human labor | h | 1.96 | Rafiee et al. (2010) |
Machinery | kg | 62.7 | Kaltsas et al. (2007) |
Nitrogen (N) | kg | 66.14 | Mohammadi and Omid (2010) |
Phosphate (P2O5) | kg | 12.44 | Mohammadi and Omid (2010) |
Potassium (K2O) | kg | 11.15 | Mohammadi and Omid (2010) |
Herbicide | kg | 238 | Rafiee et al. (2010) |
Insecticide | kg | 101.2 | Rafiee et al. (2010) |
Irrigation water | m3 | 1.02 | Acaroglu (1998) |
Seed | kg | 14.48 | Ozkan et al. (2004) |
Negative output | | | |
Irrigation water | m3 | 1.02 | Acaroglu (1998) |
Nitrous oxide (N2O) | kg | 1.87 | Calculated based on standard entropy of formation |
Ammonia (NH3) | kg | 2.7 | Calculated based on standard entropy of formation |
Nitrate (NO3) | kg | 12.44 | Calculated based on standard entropy of formation |
Phosphorus | kg | 3.32 | Calculated based on standard entropy of formation |
Insecticide | kg | 101.2 | Rafiee et al. (2010) |
Herbicide | kg | 238 | Rafiee et al. (2010) |
Positive output | | | |
Coriander yield | kg | 14.8 | Ozkan et al. (2004) |
It was necessary to determine the energy coefficients for negative products (such as irrigation water loss and seed shedding at harvest) and emissions. For this purpose, energy coefficients were used to determine the energy content of field emissions and wastes. In order to calculate the emission energy coefficients (negative products), the standard enthalpy of formation was used (Table 3-4). The energy content of inputs that did not undergo specific chemical changes was considered similar to inputs (such as irrigation water or seed loss during harvest).
Table 3
The positive and negative energy of coriander seed production.
Indicator | Unit | Definition |
Input equivalent energy | MJ Unit−1 ha−1 | Energy input=Input*energy equivalent |
Machinery energy | MJ ha−1 | Machinery energy=(Machine weight (kg)*energy equivalent (MJ kg−1)*time machine used per unit area (h ha−1))/machine economic lifetime (h) |
Output equivalent energy | MJ Unit−1ha−1 | Energy output= output*energy equivalent |
Emission energy | MJ kg−1 | Emission energy=(Molar mass (g mol−1)/standard enthalpy of formation (kJ mol−1))*1000 |
Table 4
Nitrogen emission energy coefficient calculation based on standard enthalpy of formation
Emission | Molar mass (g mole−1) | Energy equivalent (kJ mole−1) | Energy equivalent (MJ kg−1) |
Nitrous oxide (N2O) | 44.00 | 82.50 | 1.88 |
Ammonia (NH3) | 17.03 | 46.00 | 2.70 |
Nitrate (NO3) | 62.00 | 206.00 | 3.32 |
Fuel consumption by machinery was calculated based on the average work of machines in field work processes and their horse power. Emissions of air pollutants (including methane, carbon dioxide, nitrogen oxides, etc.) were determined using database emission factors (REFERENCE). Infrastructures (such as buildings, sheds, and roads) were not included in the evaluations because they had little effect on final product production due to their high lifetime. The Ecoinvent database 3.7 was used for background processes (Nemecek and Kägi, 2007).
The environmental indicators including global warming potential (kg CO2 eq), eutrophication (kg PO4−3 eq), acidification (kg SO2 eq), and photochemical oxidation (kg C2H4 eq) were calculated based on CML-IA baseline impact assessment model in SimaPro 9.1.1 Software.
Energy indicators including energy productivity (EP), energy efficiency (energy ratio) (EUE), net energy gain (NEG), and specific energy (SE) were calculated to evaluate energy flow in coriander production shown in Table 5.
Table 5
Energy indices for coriander seed production.
Indicator | Unit | Calculation formulas* |
Energy productivity (EP) | \(\text{k}\text{g} {\text{M}\text{J}}^{-1}\) | \(\text{E}\text{P}=\frac{\text{Y}\left(\text{k}\text{g} {\text{h}\text{a}}^{-1}\right)}{\text{I}\text{E} \left(\text{M}\text{J} {\text{h}\text{a}}^{-1}\right)}\) |
Energy efficiency (EE) | - | \(\text{E}\text{U}\text{E} \left(\text{E}\text{R}\right)=\frac{\text{O}\text{E} \left(\text{M}\text{J} {\text{h}\text{a}}^{-1}\right)}{\text{I}\text{E} \left(\text{M}\text{J} {\text{h}\text{a}}^{-1}\right)}\) |
Net energy gain (NEG) | \(\text{M}\text{J} {\text{h}\text{a}}^{-1}\) | \(\text{N}\text{E}\text{G}=\text{O}\text{E} \left(\text{M}\text{J} {\text{h}\text{a}}^{-1}\right)-\text{I}\text{E} \left(\text{M}\text{J} {\text{h}\text{a}}^{-1}\right)\) |
Specific energy (SE) | \(\text{M}\text{J} {\text{k}\text{g}}^{-1}\) | \(\text{S}\text{E}=\frac{\text{I}\text{E} \left(\text{M}\text{J} {\text{h}\text{a}}^{-1}\right)}{\text{Y} \left(\text{k}\text{g} {\text{h}\text{a}}^{-1}\right)}\) |
*IE is energy input (MJ ha−1), OE stands for energy output (MJ ha−1), and Y is coriander seed yield (kg ha−1). |
Economic indicators including gross value of production (GVP), gross income (GI), cost/benefit ratio (CBR), and economic productivity (EP) were calculated as shown in Table 6. |
Table 6
Economic indices for coriander seed production.
Indicator | Unit | Calculation formulas* |
Gross value of production (GVP) | \(\text{\$}{\text{h}\text{a}}^{-1}\) | GVP\(\)=Y\(\left(\text{k}\text{g} {\text{h}\text{a}}^{-1}\right)\)×P\(\left(\text{\$} {\text{k}\text{g}}^{-1}\right)\) |
Gross income (GI) | \(\text{\$}{\text{h}\text{a}}^{-1}\) | GI=GVP\(\left(\text{\$} {\text{h}\text{a}}^{-1}\right)\)-VC\(\left(\text{\$} {\text{h}\text{a}}^{-1}\right)\) |
Benefit cost ratio (BCR) | - | BCR=GVP\(\left(\text{\$} {\text{h}\text{a}}^{-1}\right)\)/TC\(\left(\text{\$} {\text{h}\text{a}}^{-1}\right)\) |
Economic productivity (EP) | kg $−1 | EP=Y (kg ha−1)/ VC ($) |
*Y is coriander seed yield (kg ha−1), P is coriander seed price ($ kg−1), VC stands for variable costs ($ ha−1), and TC is total costs ($ ha−1). |