http://purl.umn.edu/104564
Abstract: A case study of the Central Vermont Public Service Corporation (CVPS) Cow Power program examines the economic feasibility for dairy farms to convert cow manure into electricity via anaerobic methane digestion. The study confirms that it is technically feasible to convert cow manure to electricity on dairy farms but the economic returns highly depend on the base electricity price paid by CVPS, premium rate paid by CVPS customers, financial supports from government agencies and other organizations, and sales of the by-products of methane generation. Lessons learned from this program will be useful to other dairy farms and communities interested in converting cow manure into electricity.
Conclusions:
Project viability is affected by the electricity price paid to the farm, the price paid for recovered fibers, which can be used as animal bedding, and the heating fuel savings garnered from captured combustion heat. CVPS customers opt to pay a $0.04 per kWh premium, amounting to over $470k annually, to support local farms participating in the Cow Power program. Grant funding historically covers approximately 1/3 of total project cost, contributing significantly to project viability.
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)
By Ethan Thompson 1, Robert Parson 2, Glenn Rogers 3 and Qingbin Wang 4
1. University of Vermont, Burlington, VT 05405; ethan.thompson@uvm.edu
2. University of Vermont, Burlington, VT 05405; bob.parsons@uvm.edu
3. University of Vermont, Burlington, VT 05405
4. Department of Community Development and Applied Economics, 205C Morrill Hall; University of Vermont, Burlington, VT 05405; Phone: 802 656-4564, Fax: 802 656-1423, qwang@uvm.edu
Agricultural and Applied Economics Association
2011 Annual Meeting, July 24-26, 2011, Pittsburgh, Pennsylvania; 2 Pages
Keywords: anaerobic digestion, dairy farms, renewable energy, economic feasibility
Abstract: A case study of the Central Vermont Public Service Corporation (CVPS) Cow Power program examines the economic feasibility for dairy farms to convert cow manure into electricity via anaerobic methane digestion. The study confirms that it is technically feasible to convert cow manure to electricity on dairy farms but the economic returns highly depend on the base electricity price paid by CVPS, premium rate paid by CVPS customers, financial supports from government agencies and other organizations, and sales of the by-products of methane generation. Lessons learned from this program will be useful to other dairy farms and communities interested in converting cow manure into electricity.
Conclusions:
Project viability is affected by the electricity price paid to the farm, the price paid for recovered fibers, which can be used as animal bedding, and the heating fuel savings garnered from captured combustion heat. CVPS customers opt to pay a $0.04 per kWh premium, amounting to over $470k annually, to support local farms participating in the Cow Power program. Grant funding historically covers approximately 1/3 of total project cost, contributing significantly to project viability.
By Ethan Thompson 1, Robert Parson 2, Glenn Rogers 3 and Qingbin Wang 4
1. University of Vermont, Burlington, VT 05405; ethan.thompson@uvm.edu
2. University of Vermont, Burlington, VT 05405; bob.parsons@uvm.edu
3. University of Vermont, Burlington, VT 05405
4. Department of Community Development and Applied Economics, 205C Morrill Hall; University of Vermont, Burlington, VT 05405; Phone: 802 656-4564, Fax: 802 656-1423, qwang@uvm.edu
Agricultural and Applied Economics Association
2011 Annual Meeting, July 24-26, 2011, Pittsburgh, Pennsylvania; 2 Pages
Keywords: anaerobic digestion, dairy farms, renewable energy, economic feasibility
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