In this study real time data have been used to compare the standard and triangle method by performing the objective analysis of mean sea level pressure. In the standard method, derivative fields are obtained from the grid point data using finite difference scheme whereas in the triangle method, a set of non-overlapping triangles are formed from the observations and the scalar and the spatial derivatives are computed directly at the centroid of each of the non-overlapping trian-gles. These scalars and their derivatives are then mapped to uniform grids by using the standard method. It has been found that objectively analysed scalar field obtained using standard method is superior to the scalar field derived by the triangle method, whereas the...
A new method based on 3D multiridge analysis of potential fields assumes a 3D subset in the harmonic...
International audienceThis contribution presents derivative-based methods for local sensitivity anal...
New spatial variational principles and corresponding Weber's transformations for the adiabatic motio...
In this study real time data have been used to compare the standard and triangle method by performin...
For diagnostic purposes, the ‘‘traditional’ ’ approach to estimating derivatives employs objective a...
The Data Interpolating Variational Analysis (DIVA) is a method designed to interpolate irregularly-s...
In the optimum interpolation scheme, the weights for the observations are computed by solving a set ...
Abstract. A tool for multidimensional variational analysis (divand) is presented. It allows the inte...
This brief report addresses the problem of objective analysis ol ' fields with spatially variab...
A tool for multidimensional variational analysis (divand) is presented. It allows the interpolation ...
Optimal Interpolation (OI) is one of the most popular method. It is based on the minimization of the...
The Normalized Full Gradient (NFG) method which was put forward about 50 years ago has been used for...
Abstract. A variational method is developed to retrieve the von Kármán constant κ from the CASES-9...
Introduction- what are the problems? Interpolating sparse in situ data onto a regular grid (gridding...
A wind field interpolated from a limited supply of observed data often implies a specific field of d...
A new method based on 3D multiridge analysis of potential fields assumes a 3D subset in the harmonic...
International audienceThis contribution presents derivative-based methods for local sensitivity anal...
New spatial variational principles and corresponding Weber's transformations for the adiabatic motio...
In this study real time data have been used to compare the standard and triangle method by performin...
For diagnostic purposes, the ‘‘traditional’ ’ approach to estimating derivatives employs objective a...
The Data Interpolating Variational Analysis (DIVA) is a method designed to interpolate irregularly-s...
In the optimum interpolation scheme, the weights for the observations are computed by solving a set ...
Abstract. A tool for multidimensional variational analysis (divand) is presented. It allows the inte...
This brief report addresses the problem of objective analysis ol ' fields with spatially variab...
A tool for multidimensional variational analysis (divand) is presented. It allows the interpolation ...
Optimal Interpolation (OI) is one of the most popular method. It is based on the minimization of the...
The Normalized Full Gradient (NFG) method which was put forward about 50 years ago has been used for...
Abstract. A variational method is developed to retrieve the von Kármán constant κ from the CASES-9...
Introduction- what are the problems? Interpolating sparse in situ data onto a regular grid (gridding...
A wind field interpolated from a limited supply of observed data often implies a specific field of d...
A new method based on 3D multiridge analysis of potential fields assumes a 3D subset in the harmonic...
International audienceThis contribution presents derivative-based methods for local sensitivity anal...
New spatial variational principles and corresponding Weber's transformations for the adiabatic motio...