20250522 15220700 1.0 TRUE 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 ArcGIS Metadata 1.0 Wind (60%) and Solar (40%) - Absolute Scale Hybrid Wind and Solar capacity factor map of Australia - wind 60% : solar 40%. The map shows the capacity factor available for electrolysis. Wind and solar plants might be oversized to increase the overall running time of the hydrogen plant allowing the investor to reduce electrolyser capital expenditures for the same amount of output. Calculations also include curtailment (or capping) of excess electricity when more electricity is generated than required to operate the electrolyser. The minimum capacity factor is less than 25% and the maximum is 64%. The map is derived from Global Modeling and Assimilation Office (2015), DNV GL (2016) and Bureau of Meteorology (2020) data. The scientific colour map is sourced from Crameri (2018). Layer is displayed on an absolute scale. Wind (60%) and Solar (40%) - Absolute Scale © Commonwealth of Australia (Geoscience Australia) 2021. This product is released under the Creative Commons Attribution 4.0 International Licence. http://creativecommons.org/licenses/by/4.0/legalcode Australia Web Service Renewable Energy Capacity Factor Wind Solar Absolute Scale Australia web service renewable energy capacity factor wind solar absolute scale