Historical and Future Summer Temperature Data in North America
Source:R/data_climate.R
climate_data.RdA spatial dataset containing historical (1971-1999) and future (2041-2069) mean summer (June–August) surface temperatures over North America, used for evaluating increase of mean summer temperature between the 20th and 21st centuries in North America, and constructing simultaneous confidence bands via generalized least squares (GLS) modeling.
Usage
data(climate_data)Format
A list with the following components:
ZA list containing spatial data with three components:
x(longitude),y(latitude), andobs, a 3D array of observations with dimensions[lon, lat, n]. The firstnaslices ofzcome from mean summer temperature (June-August) in North America recorded from 1971 to 1999, and the lastnbslices contain mean summer temperature from 2041 to 2069.maskA logical or numeric matrix of dimensions
length(lon)×length(lat). Values are set to 1 for land andNAelsewhere based on the elevation matrixorog > 0.XA numeric design matrix with
na + nbrows and 4 columns, constructed for generalized least squares (GLS) regression. The rows correspond to spatial replicates fromnacurrent years andnbfuture years. The columns are:X1: Group indicator (0 for current years (1971-1999), 1 for future years (2041-2069))X2: InterceptX3: Centered time variabletafor current years (1971-1999) (0 for future years (2041-2069))X4: Centered time variabletbfor future years (2041-2069) (0 for current years (1971-1999))
correlationA character string set to
"corAR1", indicating that an autoregressive correlation structure of order 1 (AR(1)) is used for GLS fitting.
Details
The data are arranged on a regular longitude–latitude grid, with spatial masking for land-only analysis. AR(1) correlation structure is assumed for statistical modeling.
References
Sommerfeld, M., Sain, S., & Schwartzman, A. (2018). Confidence regions for spatial excursion sets from repeated random field observations, with an application to climate. Journal of the American Statistical Association, 113(523), 1327–1340. doi:10.1080/01621459.2017.1341838