Browse by Authors

Article

Chew, R. and Benacchio, T. and Hastermann, G. and Klein, R. (2022) A one-step blended soundproof-compressible model with balanced data assimilation: theory and idealised tests. Monthly Weather Review, 150 (9). pp. 2231-2254. ISSN 0027-0644; elSSN: 1520-0493

Chew, R. and Benacchio, T. and Hastermann, G. and Klein, R. (2021) Balanced data assimilation with a blended numerical model. Monthly Weather Review . pp. 1-43. (Submitted)

Benacchio, T. and Klein, R. (2019) A semi-implicit compressible model for atmospheric flows with seamless access to soundproof and hydrostatic dynamics. Monthly Weather Review, 147 (11). pp. 4221-4240. ISSN Online: 1520-0493; Print: 0027-0644

Klein, R. and Benacchio, T. (2016) A doubly blended model for multiscale atmospheric dynamics. Journal of the Atmospheric Sciences, 73 . pp. 1179-1186. ISSN Online: 1520-0469 Print: 0022-4928

Benacchio, T. and Klein, R. and Dubos, T. and Voitus, F. (2015) Comments on “A Semihydrostatic Theory of Gravity-Dominated Compressible Flow”. Journal of the Atmospheric Sciences , 72 (7). pp. 2850-2851. ISSN Online: 1520-0469 Print: 0022-4928

Benacchio, T. and O'Neill, W.P. and Klein, R. (2014) A blended soundproof-to-compressible numerical model for small- to mesoscale atmospheric dynamic. Monthly Weather Review, 142 (12). pp. 4416-4438. ISSN Online:1520-0493; Print: 0027-0644

Benacchio, T. and Bonaventura, L. (2013) Absorbing boundary conditions: a spectral collocation approach. International Journal for Numerical Methods in Fluids, 72 (10.1002/fld.3768). pp. 913-936. ISSN Online: 1097-0363

Benacchio, T. and Bonaventura, L. (2011) A spectral collocation method for the one dimensional shallow water equations on semi-infinite domain. MOX–Report, 34 .

Conference or Workshop Item

Klein, R. and Benacchio, T. and O'Neill, W.P. (2014) Using the sound-proof limit for balanced data initialization. In: ECMWF Seminar on Numerical Methods for Atmosphere and Ocean Modelling, 2-5 September 2013, Reading, UK.

Thesis

Benacchio, T. (2014) A blended semi-implicit numerical model for weakly compressible atmospheric dynamics. PhD thesis, Freie Universität Berlin.