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Days per year for which the average near-surface temperature 'tas' is above a threshold specified in °C.\n\n$$\nI = \\frac{365}{n_y} \\sum_{i = 1}^{n_y} \\boldsymbol{\\mathbb{1}}_{\\; \\, T^{avg}_i > T^\\text{ref}} \\nonumber\n$$\n\n$I$ is the indicator, $T^\\text{avg}_i$ is the daily average near-surface temperature for day index $i$ in °C, $n_y$ is the number of days in the year and $T^\\text{ref}$ is the reference temperature.\n
Days per year for which the average near-surface temperature 'tas' is above a threshold specified in \u00b0C.\n\n$$\nI = \\frac{365}{n_y} \\sum_{i = 1}^{n_y} \\boldsymbol{\\mathbb{1}}_{\\; \\, T^{avg}_i > T^\\text{ref}} \\nonumber\n$$\n\n$I$ is the indicator, $T^\\text{avg}_i$ is the daily average near-surface temperature for day index $i$ in \u00b0C, $n_y$ is the number of days in the year\nand $T^\\text{ref}$ is the reference temperature.\n\nUK Climate Projections (UKCP) by the [Met Office Hadley Centre](https://www.metoffice.gov.uk/research/approach/collaboration/ukcp), sourced from the [Centre for Environmental Data Analysis (CEDA)](http://catalogue.ceda.ac.uk/?q=ukcp18&record_types=Observation&sort_by=relevance). Projections until 2080 on global (60km), regional (12km) and local (5km and 2.2km) scales, for a high emissions scenario, RCP8.5.\n\nIndicators are generated for periods: 2030 (2020-2040), 2040 (2030-2050), 2050 (2040-2060), 2060 (2050-2070), 2070 (2060-2080), 2080 (2070-2090), and 2090 (2080-2100).