Intraseasonal Variability of Extremely Cold and Warm Months in the Contiguous United States

Abstract

Abstract The ratio of the probability of at least one extremely cold or warm month (standardized departures ≥ 1.282 or ≤ −1.282) in a season with near-normal mean temperatures (standardized departures ≤ 0.524 but ≥−0.524) to the probability of such an event in abnormal seasons has been calculated using statewide average monthly temperatures (1895–1983) across the United States. Values of this ratio, termed the “ratio of variability” (RV), near one reflect nearly an equal probability of one or more extreme months in both near-normal and abnormal seasons, while values near zero indicate little chance of an extreme month in a near-normal season. The values of RV vary with geographic location and the time of year in a systematic predictable manner. The magnitude of RV is greater during the transition seasons than during either summer or winter. The gradients of RV are relatively flat in the autumn, but comparatively sharp in spring with a maximum in the east and central United States and a minimum in the west...