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Difference between revisions of "Assessment of Renewable Energy Resource Potential for Mini-grids"

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(Created page with "<font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">Accurate estimation of renewable ener...")
 
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<font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">Accurate estimation of renewable energy potential is a</font></font></font><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">preliminary exercise for mini-grid development. While information on solar and wind resources is becoming more readily avialable from satellite imagery and regional meteorological stations, technologies like small hydro and biomass gasifiers require detailed resource assessments at the site. In any case, despite the readily available information about solar and wind potential it is avisable to look at all possible technologies for a particular site as hydro power and biomass gasification can be more economically attractive.</font></font></font><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"></font></font></font><br/>
 
  
<font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"></font></font></font>The following sections provide information and links to resources on how to carry out resource assessments for individual renewable energy technologies.<br/>
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= Overview =
 
 
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= Approach for renewable energy resource assessment<br/> =
 
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The following figure provides possible ranking of technology choces based on the availability of sufficient renewable energy resources.<br/>
 
 
 
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<br/></p><br/>
 
  
 +
Accurate estimation of renewable energy potential is a preliminary exercise for mini-grid development. While information on solar and wind resources is becoming more readily available from satellite imagery and regional meteorological stations, technologies like small hydro and biomass gasifiers require detailed resource assessments at the site. In any case, despite the readily available information about solar and wind potential it is advisable to look at all possible technologies for a particular site as hydro power and biomass gasification can be more economically attractive.
  
= Hydro<br/> =
+
The following sections provide information and links to resources on how to carry out resource assessments for individual renewable energy technologies.
In the area of hydro power GIZ has developed several guides on resource assessment. For more information:<br/>
 
  
[https://energypedia.info/wiki/File:Hydro_scout_guide_ET_may10.pdf https://energypedia.info/wiki/File:Hydro_scout_guide_ET_may10.pdf]<br/>
+
= Approach for Renewable Energy Resource Assessment<br/> =
  
<br/>
+
The following figure provides possible ranking of technology choices based on the availability of sufficient renewable energy resources.
  
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== Hydro<br/> ==
  
= Biomass<br/> =
+
In the area of hydro power GIZ has developed several guides on resource assessment. For more information:
<font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">The process of biomass estimation and</font></font></font><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">methodology of calculation is methodical in nature. Different Biomass estimation</font></font></font><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">methodologies are used for resource estimation. Land records and crop</font></font></font><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">productivity in these lands are procured from relevant revenue, forest, agriculture</font></font></font><br/>
 
  
<font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">and research organizations. The vegetation cover, regional socioeconomic,</font></font></font><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">biomass extraction processes, extraction pricing as well as management regimes</font></font></font><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">may differ depending on the ownership pattern existing in the region over land as</font></font></font><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2"><font color="#373435" face="calibri" size="2">well as resources.</font></font></font><br/>
+
*[[:File:Hydro_scout_guide_ET_may10.pdf|Hydro_scout_guide_ET_may10.pdf]]
  
For more information: [https://www.eda.admin.ch/content/dam/countries/countries-content/india/en/resource_en_224455.pdf https://www.eda.admin.ch/content/dam/countries/countries-content/india/en/resource_en_224455.pdf]<br/>
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== Biomass<br/> ==
  
<br/>
+
The process of biomass estimation and methodology of calculation is methodical in nature. Different Biomass estimation methodologies are used for resource estimation. Land records and crop productivity in these lands are procured from relevant revenue, forest, agriculture and research organizations. The vegetation cover, regional socioeconomic,biomass extraction processes, extraction pricing as well as management regimes may differ depending on the ownership pattern existing in the region over land as well as resources.
  
 +
For more information: [https://www.eda.admin.ch/content/dam/countries/countries-content/india/en/resource_en_224455.pdf www.eda.admin.ch]<br/>
  
= Solar<br/> =
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== Solar<br/> ==
Open data sets and maps are available at: <br/>
 
  
 +
Open data sets and maps are available at:
  
 
*SWERA: [http://en.openei.org/apps/SWERA/ http://en.openei.org/apps/SWERA/]<br/>
 
*SWERA: [http://en.openei.org/apps/SWERA/ http://en.openei.org/apps/SWERA/]<br/>
 
*Solar GIS: [http://solargis.info/doc/free-solar-radiation-maps http://solargis.info/doc/free-solar-radiation-maps]<br/>
 
*Solar GIS: [http://solargis.info/doc/free-solar-radiation-maps http://solargis.info/doc/free-solar-radiation-maps]<br/>
Guidance and manuals: <br/>
 
  
 +
Guidance and manuals:
  
 
*Solar Energy Resource Assessment Handbook from the UN Asia Pacific Centre for Transfer of Technology: [http://recap.apctt.org/Docs/SOLAR.pdf http://recap.apctt.org/Docs/SOLAR.pdf]<br/>
 
*Solar Energy Resource Assessment Handbook from the UN Asia Pacific Centre for Transfer of Technology: [http://recap.apctt.org/Docs/SOLAR.pdf http://recap.apctt.org/Docs/SOLAR.pdf]<br/>
 +
 
Experiences on operating solar radiation resource assessment stations:<br/>
 
Experiences on operating solar radiation resource assessment stations:<br/>
  
 +
*India: [http://seci.gov.in/upload/uploadfiles/files/SolarPACES2013_SolMap_Revision_20130909_1.pdf http://seci.gov.in/upload/uploadfiles/files/SolarPACES2013_SolMap_Revision_20130909_1.pdf]<br/>
  
*India: [http://seci.gov.in/upload/uploadfiles/files/SolarPACES2013_SolMap_Revision_20130909_1.pdf http://seci.gov.in/upload/uploadfiles/files/SolarPACES2013_SolMap_Revision_20130909_1.pdf]<br/>
 
 
<br/>
 
<br/>
  
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== Wind<br/> ==
  
= Wind<br/> =
 
 
Open data sets and maps are available at:<br/>
 
Open data sets and maps are available at:<br/>
  
 +
*Department of Energy: Wind Powering America State Wind Maps:<br/>[http://www.eere.energy.gov/windandhydro/windpoweringamerica/wind_maps.asp www.eere.energy.gov/windandhydro/windpoweringamerica/wind_maps.asp]<br/>
 +
*Renewable Energy Atlas of the West: [http://www.energyatlas.org/ www.energyatlas.org/]<br/>
 +
*National Renewable Energy Lab – In My Back Yard: [http://www.nrel.gov/eis/imby/about.html www.nrel.gov/eis/imby/about.html]<br/>
  
*Department of Energy: Wind Powering America State Wind Maps:<br/>[http://www.eere.energy.gov/windandhydro/windpoweringamerica/wind_maps.asp www.eere.energy.gov/windandhydro/windpoweringamerica/wind_maps.asp] <br/>
 
*Renewable Energy Atlas of the West: [http://www.energyatlas.org/ www.energyatlas.org/] <br/>
 
*National Renewable Energy Lab – In My Back Yard: [http://www.nrel.gov/eis/imby/about.html www.nrel.gov/eis/imby/about.html] <br/>
 
 
Guidance and manuals:<br/>
 
Guidance and manuals:<br/>
 
  
 
*Comarison of available tools: [http://proceedings.ewea.org/annual2013/allfiles2/481_EWEA2013presentationfinal.pdf http://proceedings.ewea.org/annual2013/allfiles2/481_EWEA2013presentationfinal.pdf]<br/>
 
*Comarison of available tools: [http://proceedings.ewea.org/annual2013/allfiles2/481_EWEA2013presentationfinal.pdf http://proceedings.ewea.org/annual2013/allfiles2/481_EWEA2013presentationfinal.pdf]<br/>
 
*Montana State University E3A Programme: [http://e3a4u.info/wp-content/uploads/smallwind-step3.pdf http://e3a4u.info/wp-content/uploads/smallwind-step3.pdf]<br/>
 
*Montana State University E3A Programme: [http://e3a4u.info/wp-content/uploads/smallwind-step3.pdf http://e3a4u.info/wp-content/uploads/smallwind-step3.pdf]<br/>
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<br/>
 
<br/>
  
=> [[Service_Pack_Mini-grids|Go back to the Service Pack Overview]]<br/>
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= Further Information =
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*[[Portal:Mini-grid|Portal:Mini-grid]]<br/>
  
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[[Category:Mini-grid]]

Latest revision as of 12:23, 28 January 2016

Overview

Accurate estimation of renewable energy potential is a preliminary exercise for mini-grid development. While information on solar and wind resources is becoming more readily available from satellite imagery and regional meteorological stations, technologies like small hydro and biomass gasifiers require detailed resource assessments at the site. In any case, despite the readily available information about solar and wind potential it is advisable to look at all possible technologies for a particular site as hydro power and biomass gasification can be more economically attractive.

The following sections provide information and links to resources on how to carry out resource assessments for individual renewable energy technologies.

Approach for Renewable Energy Resource Assessment

The following figure provides possible ranking of technology choices based on the availability of sufficient renewable energy resources.

Hydro

In the area of hydro power GIZ has developed several guides on resource assessment. For more information:

Biomass

The process of biomass estimation and methodology of calculation is methodical in nature. Different Biomass estimation methodologies are used for resource estimation. Land records and crop productivity in these lands are procured from relevant revenue, forest, agriculture and research organizations. The vegetation cover, regional socioeconomic,biomass extraction processes, extraction pricing as well as management regimes may differ depending on the ownership pattern existing in the region over land as well as resources.

For more information: www.eda.admin.ch

Solar

Open data sets and maps are available at:

Guidance and manuals:

Experiences on operating solar radiation resource assessment stations:


Wind

Open data sets and maps are available at:

Guidance and manuals:


Further Information