Using enstrophy advection as a diagnostic to identify blockingregime transition
نویسندگان
چکیده
This article proposes a method to identify blocking onset and decay by means of two stability indicators: enstrophy advection and its integral. The key to this technique is the use of local Lyapunov exponents for the barotropic vorticity equation, which can be approximated by the integral of enstrophy (IRE) over a fixed, finite region. The IRE can then be viewed as a measure of stability. However, by differentiating the IRE with respect to time, two measures of stability can be derived to assess blocking onset and decay: (i) the integral of enstrophy advection (DIRE), for which a time series is used to assess stability, and (ii) enstrophy advection, for which contours are plotted in conjunction with 500 hPa heights to locate blocking. One year’s worth of Northern Hemisphere blocking events from July 2011–July 2012 are studied to demonstrate that the integral of enstrophy advection is a useful diagnostic. In particular, time series of IRE and DIRE for four of the blocking cases are presented, while contour plots of enstrophy advection for one case are presented. In all cases studied, the diagnostics were seen to detect the instability in an incipient blocking event and in its decay.
منابع مشابه
The role of deformation and other quantities in an equation for enstrophy as applied to atmospheric blocking
In this note, equations for enstrophy and enstrophy advection are derived in terms of well-known quantities, assuming horizontal frictionless flow on a beta-plane. Specifically, enstrophy can be written in terms of the geopotential (or pressure), relative vorticity, zonal wind, and resultant deformation. Enstrophy advection is shown to be related to the time evolution of deformation and ageostr...
متن کاملUsing Enstrophy-Based Diagnostics in an Ensemble for Two Blocking Events
Recent research has used enstrophy-based diagnostics to identify the development and dissipation stages of blocking events. These previous studies made use of reanalysis data sets in the calculations of the enstrophy-based diagnostics, such as the NCEP-NCAR reanalysis (2.5× 2.5) of geopotential height and horizontal winds. However, none of these studies has explored the use of the enstrophy-bas...
متن کاملInteracting scales and triad enstrophy transfers in generalized two-dimensional turbulence.
The local and nonlocal characteristics of triad enstrophy transfer in the enstrophy inertial range of generalized two-dimensional turbulence, so-called alpha turbulence, are investigated using direct numerical simulations, with a special emphasis on alpha=1 , 2, and 3. The enstrophy transfer via nonlocal triad interactions dominates the transfer dynamics in the enstrophy inertial range, irrespe...
متن کاملEddy Mixing of Potential Vorticity versus Thickness in an Isopycnic Ocean Model
Parameterizations of the eddy-induced velocity that advects tracers in addition to the Eulerian mean flow are traditionally expressed as a downgradient Fickian diffusion of either isopycnal layer thickness or large-scale potential vorticity (PV). There is an ongoing debate on which of the two closures is better and how the spatial dependence of the eddy diffusivity should look like. To increase...
متن کاملA Particle-Mesh Method for the Shallow Water Equations near Geostrophic Balance
In this paper we outline a new particle-mesh method for rapidly rotating shallow-water ows, based on a set of regularized equations of motion. The time-stepping uses an operator splitting of the equations into an Eulerian gravity wave part and a Lagrangian advection part. An essential ingredient is the advection of absolute vorticity by means of translated radial basis functions. We show that t...
متن کامل