Input Data and Assumptions in the Current and Future Scenarios (A and B)
(i) Input data used for the techno-economic analysis
(a) Electrical load assessment
The electrical load demand is one of the most important input parameters for HOMER calculations. As mentioned earlier, for the selected areas (Sembezea, Mawayela, and Dongane villages), data for the analysis were checked in the field during site visits. The electrical load demand in the villages was calculated considering residential, commercial (primarily small shops), and community services (school, health center, administrative office, and public street lighting). The typical electrical loads were estimated approximately: lighting (15 W), refrigerator (100 W), radio/DVD/recorder (75 W), computer and printer (65 W) to be used separately, television 24” (135 W), electric kettle (1000 W), electric iron (1000 W), and mills (500 W) serving domestic, commercial, and community uses. The load demand was estimated for scenarios A and B.
For Sembezea, the current load demand was investigated for the existing 200 households and a 60% future increase in energy demand was considered, as the current system is expected to stimulate higher load demand in the village. The daily energy consumption of 859.7 kWh/day and peak load (monthly electric consumption per household) of 188.84 kW were estimated for scenario A, and 1,374.96 kWh/day and a peak load of 302.26 kW were estimated for scenario B. For Mawayela village, the electrical load was investigated based on the current load demand corresponding to 652 households and a future increase in load demand of 60%, which indicated a daily energy consumption and a peak of 1345.5 kWh/day and 255.49 kW, respectively, for scenario A and 2167 kWh/day and a peak load of 408.83 kW for scenario B. Dongane village is the most populated compared to Mawayela and Sembezea. According to local authorities, an average of six to eight family members per household is estimated in the village. For our study, we assumed eight family members per household. Therefore, the current load demand was estimated for 3737 households without access to electricity in the village, resulting in a scaled annual average of 14,167 kWh/day with a peak load of 2692.61 kW and a future electrical load of 22,668.4 kWh/day with a peak load of 4308.17 kW.
(b) Resource availability
For the selected sites, HOMER provided meteorological data for solar radiation (Global Horizontal Irradiance) corresponding to the period from July 1983 to June 2005 and wind speed data from January 1984 to December 2013, both downloaded from NASA. Based on this, Mawayela village was identified as a village with good solar PV and wind potential. The average solar radiation is 5.12 kWh/m
2/day, with the highest value of 6.36 kWh/m
2/day observed in January and the lowest value of 3.59 kWh/m
2/day observed in June. Wind potential in Mawayela varies from 6.82 m/s in October to 5.69 m/s in May. The average wind speed in Mawayela is 6.27 m/s. Wind speeds higher than 6 m/s are considered feasible for electricity generation [
12]. The water availability and the variability of the yearly flow are the main factors in estimating the energy generated by micro-hydropower [
33].
According to the information obtained in the field, in Sembezea, there are no hydrometric stations (gauging stations) in the watercourses used for the project. Therefore, it was necessary to use information available in nearby watercourses in river basins that have similar hydrological characteristics. To this end, the flow rate of the hydrometric station of the Munhinga River (also located in Sussundenga District) was used for this study. We consider the average flow rate of 657 L/s of the existing power plant as part of the main input parameters for HOMER. The flow was estimated based on the daily flow rate from 1953 to 2004 obtained from the Ministry of Public Works, Housing and Water Resources of Mozambique. We selected the flow rate of the year 1998 with an annual average of 657 m3/s (with a maximum of 2080 L/s in January and a minimum of 180 L/s in September), because data for this year are recent and complete compared to other years, such as 1999 and 2000, which lack data for January and November, respectively. We assumed that the efficiency of the turbine was 80%. The average solar radiation and wind speed of Sembezea are 5.32 kWh/m2/day and 4.70 m/s, respectively. The availability of resources provides strong justification for integrating solar PV into the system compared to wind energy, which has low values (lower than 6 m/s). The available head is 9 m. Therefore, the proposed mini-grid will be sized according to the intermittent availability of resources.
For Dongane village, the biomass resource data are obtained from the locally available cattle manure as the main source of biogas. It is estimated that Dongane village has approximately 10,806 cows. The available cattle in the village can produce enough manure to be converted to generate electricity for the population living in Dongane village. The potential of biogas is calculated based on cow manure, assuming that each cow produces 10 kg of manure per day (10 kg/day) for the production of biogas [
34]. Therefore, the potential of biogas is approximately 108 tons/day, which will likely be uniformly distributed throughout the year. It can range from a few kilowatts (household biodigesters) to megawatts (villages or commercial biodigesters) [
35].
(c) Costs for each case study
A summary of the main characteristics of each technology (solar PV, wind, hydro, and biogas generator), along with specific parameters and costs of the components such as capital, replacement, and operation and maintenance (O&M) costs, is detailed in
Table A1.
Table A1.
Parameters used for the techno-economic evaluation in the three case studies.
Table A1.
Parameters used for the techno-economic evaluation in the three case studies.
| Parameters | Solar PV | Battery | Converter | Wind | Hydro | Biogas |
|---|
| Capital ($/kW) | 2500 | 550 | 300 | 10,000 | 226,000 | 3000 |
| Replacement ($/kW) | 0 | 550 | 300 | 10,000 | 180,800 | 1250 |
| O&M ($/kW)/year | 10 | 10 | 0 | 500 | 13,795 | 0.005 |
| Lifetime (year) | 25 | 10 | 15 | 25 | 25 | 20,000 h |
| Quantities to consider * (units) | | 0 to 4000 (HOMER optimizer) | | 0 to 100 in 10 intervals | | 0 to 3000 in 200 intervals |
| Sizes to consider (kW) | 0 to 1000 in 50 intervals | | 0 and 300 (HOMER optimizer) | | | |
(d) Sensitivity variables
Additional inputs to HOMER include sensitivity variables to understand the effect on costs and to provide insights into the system’s robustness and feasibility under different scenarios in order to improve the system’s future performance. The solar PV, battery, wind, and biogas capital cost multipliers were incorporated as sensitivity variables in the simulations because, based on the literature on the global RE market, the capital cost of these technologies is likely going to vary in the future due to the expected improved performance and cost reductions in selected RE technologies (solar PV, wind, and biogas), contributing to positive impacts on economic growth (scaling effects), as presented in
Table A2.
Table A2.
Sensitivity variables on the capital cost multiplier.
Table A2.
Sensitivity variables on the capital cost multiplier.
| Technology | Future Expectations in Cost (by 2030) | References |
|---|
| Solar PV | Decrease by approximately 60% | [12] |
| Lithium-ion battery | Decrease by approximately 15% | [41,42] |
| Wind | Reduction by approximately 30% | [26] |
| Hydro | Expect no change | [25] |
| Biogas | Decrease by approximately 25% | [27] |
(ii) Input data used for expenditures and employment
As mentioned earlier, the methodology adopted for the analysis of the three case studies (Sembezea, Mawayela, and Dongane) was derived from our previous study [
11]. To estimate indirect expenditures and jobs, we applied the I-O using the Social Accounting Matrix (SAM).
SAM integrates micro-statistics of the labor market with macro-statistics data from national accounts, consumption patterns, household income, and other social indicators [
43]. Supply and use tables (SUTs) constitute a core component of the SAM, enabling a comprehensive representation of the circular flow of the economy, in which all transactions are captured within the economic system.
A country-specific Social Accounting Matrix (SAM) representing Mozambique’s intersectoral economic flows for 2015 was selected for this assessment, enabling the derivation of a tailored supply and use table (SUT) for input–output (IO) analysis. However, at the time of this study, no more recent SAM for Mozambique was available that provides the sectoral and labor disaggregation required for input–output analysis to estimate employment impacts for projects implemented by 2023 and projected to 2030. The methodology involved evaluating the impacts of project-related expenditures and employment, leveraging the granularity of the database to conduct a shock analysis based on Mozambique’s SUT. Although a 2019 SAM for Mozambique became available in 2022, the 2015 SAM was used in this study for reasons of sectoral disaggregation. The 2019 SAM is more aggregated and does not explicitly represent key sectors that are directly relevant to the projects whose impact is analyzed in the study. In weighing the trade-off between data recency and sectoral detail, we opted for the 2015 SAM, as it provides a more granular representation of consumption patterns and employment structures that better reflect the sectors involved in the analysis.
Figure A1.
Social Accounting Matrix adopted for the application of the SUT framework. Based on [
43,
44].
Note: Figure A1 presents the SAM adopted for the application of the SUT model for the present study. The SUT provides a detailed representation of Mozambique’s economy and its intersectoral linkages, comprising 54 commodities—including electricity, gas, and steam (e.g., celec
)—and 54 corresponding activities (e.g., aelec
). It further incorporates 11 factor inputs, of which 8 correspond to labor categories differentiated by skill level (unskilled, semi-skilled, and skilled). This level of disaggregation enables the assessment of the mini-grid projects’ impacts, including employment effects across geographic locations (rural versus urban) and educational attainment levels (ranging from no formal education to tertiary qualifications). Additionally, the model captures the extent of reliance on imported commodities required to satisfy the demand for goods and services associated with the investment and operation of the mini-grid.
Figure A1.
Social Accounting Matrix adopted for the application of the SUT framework. Based on [
43,
44].
Note: Figure A1 presents the SAM adopted for the application of the SUT model for the present study. The SUT provides a detailed representation of Mozambique’s economy and its intersectoral linkages, comprising 54 commodities—including electricity, gas, and steam (e.g., celec
)—and 54 corresponding activities (e.g., aelec
). It further incorporates 11 factor inputs, of which 8 correspond to labor categories differentiated by skill level (unskilled, semi-skilled, and skilled). This level of disaggregation enables the assessment of the mini-grid projects’ impacts, including employment effects across geographic locations (rural versus urban) and educational attainment levels (ranging from no formal education to tertiary qualifications). Additionally, the model captures the extent of reliance on imported commodities required to satisfy the demand for goods and services associated with the investment and operation of the mini-grid.
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To estimate the impacts associated with the three mini-grids, it is necessary to specify the timing, magnitude, and sectoral allocation of expenditures. This entails integrating the HOMER energy model with the adopted input–output (IO) framework. The optimal solutions generated by HOMER are defined by distinct combinations of technologies and activities, which can be mapped onto final demand across sectors within the IO model. These allocations can subsequently be translated into corresponding investment values in each sector.
The input–output (IO) model was employed to evaluate the economic factor
F (derived from
f, representing production relative to the matrix of monetary exogenous coefficients), considering both the implementation and operational phases. For both the investment and operation stages, the commodities required for the production, installation, and maintenance of the technologies were characterized based on cash flow data obtained from the HOMER model. In Equations (A1) and (A2), the linear algebra behind the estimation is provided:
A variable with a double underline indicates a matrix, while a variable with one underline indicates a vector. Absolute units are identified in capital letters (e.g., Gg or M$), while output-specific units are in small letters (e.g., Gg/M$ or M$/M$). Y and X represent the total production of commodities and industrial activities and the final demand of commodities, respectively; z indicates the supply and uses representing the technological structure of the economy; and I indicates the identity matrix of the same dimensions of z. The subscript o denotes data after the intervention, while subscript i indicates investment data.
Cash flow results from HOMER were converted into local currency, discounted to the year 2015, and included in the 2015 Mozambique Social Accounting Matrix (SAM) [
28] in the form of increased demand for specific commodities necessary to support both the investment and operation phases. The increase in final demand corresponds to a numeric shock in the SAM, and it increases the supply/demand of products, technology activities, and related demand for factors of production at the national level. The factors of production include demand for labor, ultimately converted into the number of additional workers required, expressed as an increase in the number of annual contracts. This was achieved using four levels of annual salaries set by the government of Mozambique [
45], differentiated according to education level, as explained in our previous study [
11]. In particular, the four lowest salaries were chosen to convert the expenditure for workers into employment contracts.
The supply and use tables (SUTs) were processed using MARIO (Multi-Regional Analysis of Regions through Input–Output). MARIO is an open source Python version 3.7 module developed and published on
GitHub [
46,
47], which is designed to serve as a general framework for conducting IO analysis without requiring advanced programming expertise. The MARIO tool supports the automatic parsing of structured databases, such as EXIOBASE [
48], EORA [
49], and EUROSTAT [
50], and ad hoc built tables in different formats, such as the MRIO and SRIO tables in monetary or hybrid units.
Due to the limitation of the I-O method in assessing the local direct jobs related to the O&M phase of the project, we applied the employment factor using the following approach: (
total jobs in O&M = cumulative capacity in use in MW * employment factor in jobs per MW * regional employment multiplier for O&M * project lifetime in years). This is based on the research in [
51,
52] (see our previous study [
11] for more details about this approach). Data for the estimation of the employment factor were sourced from [
53,
54,
55,
56] for each technology; for example, the employment factors for solar PV, wind, small hydro (run-of-river), and biogas were 0.7 jobs/MW, 0.3 jobs/MW, 0.5 jobs/MW, and 2.25 jobs/MW, respectively. We applied a regional (Sub-Saharan Africa) employment multiplier of 6.42 for scenario A (2020) and 5.0 for scenario B (2030), as derived from [
56].
(iii) Input data used for the environmental analysis
The present study applied the SimaPro 9.5 software to analyze the environmental impacts of the three mini-grids (Sembezea, Mawayela, and Dongane) using the ReCiPe method [
57]. We considered a project lifetime of 25 years for each system. The functional unit is 1 kWh of electricity production from all technologies (solar PV, wind, hydro, and biogas). For system boundaries, we applied the methodology guidelines for the life cycle of renewable technologies [
58], following the recommendations of ISO 14040 for the LCA [
59] in a cradle-to-use approach, which included the transportation (from the factory to the installation site) and use phase. However, applying a fully consistent end-of-life treatment across all technologies was not applied within the scope of the present study due to the lack of reliable and comparable end-of-life data for several of the assessed technologies. This is a common limitation in life cycle assessment studies, where end-of-life stages are often excluded or simplified in data-scarce contexts, particularly in developing countries, due to uncertainties in disposal, recycling, and material recovery processes [
60,
61,
62].
Since Mozambique does not manufacture equipment for solar PV, wind, hydro, or biogas technologies, we assumed that components were transported by both sea and land (track) using diesel fuel. The imports of the equipment from the manufacturing point in China to Mozambique, by ship, correspond to the distance (China–Beijing–Jinan Port) to Maputo port (16,748 km) and Beira port (15,186 km) in Mozambique. The transportation distances were estimated using online distance calculators [
63], with Beira port assumed as the arrival point for equipment destined for Sembezea and Maputo port for equipment destined for Mawayela and Dongane. Local transport distances from the ports of arrival to the sites were estimated as 248 km for Sembezea, 317 km for Mawayela, and 438 km for Dongane. The assumptions made for the solar PV systems (incorporated for the Sembezea and Mawayela case studies) are described in our previous study [
11].
For hydropower, inventory data for both scenarios A and B were based on the run-of-river (RoR) hydropower predefined in the ecoinvent database. However, there are limited data regarding the capacity or size of the RoR hydropower system and thus how to handle it. We used the RoR data in SimaPro, which are based on five plants in Switzerland and Austria. From the literature, we could find one RoR plant in Switzerland based on the yearly production of 310 GWh/yr and an assumed lifetime of 80 years, due to the lack of context-specific inventory data for Mozambique. Although this dataset provides a useful proxy for comparative assessment, differences in construction practices, material sourcing, transport distances, and electricity mixes between Europe and Mozambique may influence environmental impact estimates. Therefore, hydropower LCA results should be interpreted as indicative rather than site-specific values. We assumed that the main raw materials used for building hydropower dams (cement, gravel, steel, explosives, and sand), including the energy and transport used for the construction of the hydropower plant [
64,
65,
66,
67], would be acquired locally.
For wind turbines, the lifecycle includes building the foundation for the installation (construction process) and the transportation of the main components (rotor, nacelle, tower, and generator) from the manufacturing point to the project site. Over a 25-year lifetime, the rotor blade, gearbox, and generator were assumed to be replaced once. For the foundation, we neglected the GHG emissions of land because wind turbines occupied a small area of land [
68,
69]. The inventory data for scenarios A and B were adopted from wind turbines with capacities of 750 kW and 2 MW, respectively—predefined in the ecoinvent database and scaled down to 660 kW and 1320 kW, respectively—to correspond to the size of the turbine for scenarios A and B. Similarly to the authors of [
70], we excluded the final disposal phase of wind turbines from the analysis.
Biogas can be used to produce electricity, heat, and biofertilizer [
71]. In this study, we focus only on biogas for electricity generation. Anaerobic digestion technology is considered an environmental burden to human health due to the avoided negative emissions from livestock manure management. Various studies on the LCA of biogas concluded that besides providing electricity, biogas is an effective way to significantly reduce GHG emissions and improve agriculture through the use of biofertilizers [
17,
19,
72,
73]. In this study, the biogas processes involved include biogas production from cattle manure and electricity generation from biogas. We did not consider the impact of using digestate as a biofertilizer; however, we acknowledge its importance in reducing emissions from raw materials derived from chemical fertilizer production. Biofertilizers can be used directly in the soil to substitute chemical fertilizers, which are major contributors to GHG emissions, thereby supporting sustainable crop production based on nitrogen (N), potassium (K), and phosphorus (P) values in digested sludge produced through the anaerobic digestion process. Biofertilizers are rich and more efficient than chemical fertilizers, providing essential nutrients such as N, P, and K to enhance crop growth, increase yields, and reduce reliance on mineral fertilizers. The percentage N, P, and K nutrient contents for a commercial biogas system were considered to be 0.13%, 3.1%, and 3.45%, respectively [
74]. In biogas systems, transportation distances influence the environmental impact. The system boundary (
Figure A2) includes the transportation of manure from the collection point to the anaerobic digester plant and the transport of digestate for agricultural purposes (which requires diesel) assuming that the biogas plant is located close to livestock areas (within a radius of approximately 10 km), which thus reduces the impact of manure transportation to the biogas power plant. Furthermore, we neglected the impact on land use, as the biogas unit occupied a portion of land (25 m
2) over its project lifetime [
75]. Since biogas is only considered for electricity generation, no allocation of co-products is carried out in the process [
76]. The total amount of manure produced in Dongane village is estimated at 108 tons/day (assuming that each cow produces 10 kg/day of manure [
77]), corresponding to the production of 10,806 total head of cattle available in the village. Assuming that 1 m
3 of biogas corresponds to 25 kg of manure and 1 m
3 can produce 2 kWh [
78,
79], the size of the biodigester corresponds to 4322 m
3. Therefore, 4322 m
3 of biogas would be produced by 108,060 kg of manure. The ratio of feedstock (liquid fresh dung) diluted in water is 1:1, meaning that 1 kg of manure is diluted in 1 L of water [
75]. The moisture content of animal manure is assumed to be 85%, with a density of 1000 kg/m
3. Biogas from cattle manure is mainly composed of methane (62%) and carbon dioxide (37%) from the anaerobic degradation of organic materials and 1% of hydrogen sulfide (H
2S) [
74,
80]. Biogas has a low sulfur content. The lower heating value of methane in biogas (35.8 MJ/m
3) is because biogas consists of methane mixed with carbon dioxide [
76,
81,
82].
Figure A2.
System boundary for biogas production.
Figure A2.
System boundary for biogas production.
(iv) Data used for the social analysis
The use of quantitative data to evaluate social indicators is often challenging, particularly in developing countries where reliable data are frequently limited. In this study, the social dimension was assessed using a qualitative scoring approach designed for comparative analysis. Therefore, this approach does not constitute a calculation of the official HDI as defined by United Nations Development Program [
83,
84]. This approach evaluates the human well-being of local communities (
Table A3) by linking the HDI (CR9) with economic and environmental criteria (CR1–CR8). Specifically, the HDI is correlated with the cost of electricity, project expenditures (both within and outside the village), direct and indirect employment opportunities, and local environmental impacts, including CO
2 emissions and other air pollutants, such as particulate matter and photochemical ozone formation. This approach allows us to measure how HDIs, such as local prosperity, health, and income, are linked to the cost of electricity, CO
2 emissions, and other air emissions, employment, and project-related expenditures. This methodological approach enables the assessment of how local prosperity relates to the cost of electricity, how health outcomes are associated with CO
2 and other air emissions, and how income is linked to employment and project-related expenditures.
Table A3.
Criteria used for the three case studies (from our previous study [
11]).
Table A3.
Criteria used for the three case studies (from our previous study [
11]).
| Criteria | Sub-Criteria and Unit | Sub-Criteria Code | Unit |
|---|
| Trade | Expenditures inside the country (GDP/value added) | CR1 | M US$ |
| Expenditures outside the country (imports) | CR2 | M US$ |
| Jobs | Local direct jobs | CR3 | No. Of jobs |
| Indirect jobs | CR4 | No. Of jobs |
| Prices | Cost of electricity | CR5 | US$/kWh |
| Environmental | CO2 emissions | CR6 | kg CO2 eq |
| Particulate matter | CR7 | kg PM10 eq |
| Photochemical ozone | CR8 | kg NMVOC eq |
| Well-being | HDI | CR9 | - |
For the eight criteria (CR1–CR8) considered within the economic and environmental dimensions, a scoring scale ranging from −2 to +2 was applied using the Delphi method (
Table A4). A score of −2 indicates a strong negative relationship, −1 indicates a moderate negative relationship, 0 indicates a neutral relationship, +1 indicates a moderate positive relationship, and +2 indicates a strong positive relationship. The scores assigned to HDI (CR9) were based on the authors’ evaluation, informed by the results of criteria CR1–CR8, as presented in
Appendix D.
Table A4.
Delphi-based scoring of the influence of CR1–CR8 with HDI.
Table A4.
Delphi-based scoring of the influence of CR1–CR8 with HDI.
| Score | Interpretation | Decision Rule |
|---|
| +2 | Strong positive influence | Criterion has a significant contribution to human well-being (e.g., direct job creation). |
| +1 | Moderate positive influence | Criterion contributes moderately to human well-being (e.g., limited job creation). |
| 0 | Neutral influence | Criterion has no clear or measurable effect on human development outcomes. |
| −1 | Moderate negative influence | Criterion may have limiting effects on human well-being (e.g., increased LCOE, minor environmental). |
| −2 | Strong negative influence | Criterion has a significant negative impact on human development outcomes (e.g., negative environmental). |