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Site Selection for Mini-grids

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Revision as of 12:30, 16 December 2014 by ***** (***** | *****) (Created page with " = '''Village selection'''<br/> = Selection of the village(s)/site(s) for a mini-grid can be a complex multistage process that depends on various criteria. The steps and data ...")
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Village selection

Selection of the village(s)/site(s) for a mini-grid can be a complex multistage process that depends on various criteria. The steps and data needed in the selection process depend on the background of the mini-grid project developer. A private international project developer has different site options and different selection criteria than a national project developer, who is bound to one country, a utility, which is bound to one country and to other political obligations (e.g. a specific geographic region or specific priority customer groups), or a community mini-grid project for which the site selection process is unnecessary as it is already bound to a certain village. Further, if the perspective is not that of a project developer but that of a public institution, which wants to include mini-grids in the rural electrification planning, the village selection for mini-grids can only include information up to a certain detail level and is usually done in the rural electrification planning (and will not be further discussed here).

The selection process can be split into different steps: the (1) collection of pre-condition data relevant for the country selection (for international project developers) or the basic decision whether to go into the mini-grid business (for national private project developers and utilities), the (2) gathering of pre-selection data to find the best suited villages for a detailed demand assessment (relevant for , for utilities, private project developers and the rural electrification planning), (3) conducting a demand assessment to calculate, predict, evaluate the electricity demand of each village (for all project developers), (4) performing a feasibility analysis which uses the assessed demand to do a pre-design of the technical layout and models the financial performance of the mini-grid (for all project developers to assess if a mini-grid is economically viable at this site/these sites), and (5) doing an economic analysis to assess the cost-benefits of a potential system (an economic analysis is only needed in special cases for prioritizing investment, or when the appropriate level of state subsidy has to be evaluated – not included in the further discussions).

The criteria in the selection process are electricity related (e.g. electricity access, electricity demand, electricity supply) or related to environmental conditions (e.g. social, economic, and financial factors) or to framework conditions (e.g. political, regulatory, and legal factors). The table below illustrates the possible criteria in the different stages. These criteria have impacts on the mini-grid feasibility, implementation and operation. The selected villages must present sufficient energy demand and sufficient collectable revenues to recover the project development costs, investment costs and operation costs and they must be supported by conductive environmental and framework conditions.

The criteria presented are collected through secondary data research, evaluated through a demand assessment or calculated based on data collected and assessed. After each step only the best villages are considered for the next analyses or for the mini-grid implementation. In the end, the combined results of the demand assessment, the engineering design and the financial analysis determine the ultimate feasibility of the mini-grid project (NRECA, 2009).


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



Recommended Literature

NRECA (2009), “Guides for Electric Cooperative Development and Rural Electrification”

This report gives an excellent overview of the village selection process in module 5 “methodology for evaluating feasibility of rural electrification projects”. The process has roughly the same stages and the same names than in this document but each step is discussed in more detail.

GIZ (2014), “Where shall we put it? Solar mini-grid site selection handbook”

This is a publication with the focus on the site selection for solar mini-grids. The methodology and criteria presented are different from those presented in this document and in the NRECA (2009) publication. It enables to follow an alternative approach.

ACE-GTZ (2009), “The GOOD & BAD of Mini Hydro Power”

This report presents a site identification process for hydro power mini-grid and the necessary energy potential assessment.

Biomass?

Wind?


Further reading

GIZ-Indonesia (??), Presentation Initial Site Assessment

GIZ-Indonesia (??), Presentation Site Survey and Data Collection