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sources of energy for geothermal direct heat use - GNS Science

sources of energy for geothermal direct heat use - GNS Science

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4.0 UNCONVENTIONAL SOURCES OF GEOTHERMAL ENERGY4.1 INTRODUCTIONThe <strong>heat</strong> in place <strong>for</strong> unconventional <strong>sources</strong> <strong>of</strong> <strong>energy</strong> in New Zealand is estimated usingEquation 2.Total <strong>heat</strong> in place = Heat in Rock + Heat in Circulating Fluid i.e.,Total <strong>heat</strong> in place =[ V(1-Φ)C rock ρ rock (T f -T o )] + [VΦC water ρ water (T f -T o )] Equation 2Where:V = volume in m 3Φ = porosityC rock = <strong>heat</strong> capacity <strong>of</strong> rock in kJ/kg)ρ rock = density <strong>of</strong> rock in kg/m 3 )C water = <strong>heat</strong> capacity <strong>of</strong> water (4.18 kJ/kg)ρ water = density <strong>of</strong> water in kg/m 3 (1000 kg/m 3 )T o = base temperature (15 o C <strong>use</strong>d in report)= source temperature <strong>for</strong> extraction <strong>of</strong> <strong>geothermal</strong> <strong>energy</strong>T fWhere the rock is dry and low in permeability and circulating fluids, a porosity <strong>of</strong> 0.01 isassumed. In flooded underground mines, where <strong>heat</strong>ed flood waters fill mine caverns, aporosity <strong>of</strong> 1.0 is assumed.Heat capacity and density values <strong>for</strong> andesite and greywacke, rock <strong>for</strong>mations generallyintersected at depth in New Zealand, are shown in Table 2.The calculations in this report are rough estimates and need to be updated in the future by:1. Refining the surface <strong>heat</strong> flow map into smaller regions that may be accessed later on bypeople who may wish to install ground source <strong>heat</strong> pumps, <strong>for</strong> example,2. Correcting or rechecking certain regions <strong>of</strong> the present <strong>heat</strong> flow map <strong>of</strong> New Zealand,3. Estimating the <strong>heat</strong> flow and <strong>heat</strong> reserves at various depths in New Zealand,4. Defining the <strong>heat</strong> capacity, density and porosity <strong>of</strong> the various lithologies intersected atvarious depths and temperatures,5. Refining the base temperatures <strong>use</strong>d in the different regions and,6. Establishing factors that affect the efficiency <strong>of</strong> <strong>energy</strong> extraction from various <strong>sources</strong> <strong>of</strong>unconventional <strong>geothermal</strong> <strong>energy</strong> and define this parameter <strong>for</strong> <strong>heat</strong> reservecalculations.One <strong>of</strong> the most basic data <strong>use</strong>d in calculating <strong>heat</strong> at depth is <strong>heat</strong> flow. Heat flow trendswithin a large area <strong>of</strong> the TVZ is fairly well-defined by the temperature measurements innumerous wells drilled in the <strong>geothermal</strong> areas and several <strong>heat</strong> flow studies (e.g. Studt andThompson, 1969; Alllis, 1979; Bibby et al, 1984; Bromley and Hochstein, 2000). The main<strong>heat</strong> flow data <strong>for</strong> the rest <strong>of</strong> the country, <strong>use</strong>d in this report, is based on Pandey (1981) andthe <strong>heat</strong> flow isoline map published by Allis et al (1998; Figure 7).<strong>GNS</strong> <strong>Science</strong> Report 2007/16 8

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