Figure notebooks for 'Lagrangian filtering for wave–mean flow decomposition'.
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ubuntu2204CDF y x description SW GLM solver outputs z_inst long_name Instantaneous midpoint vorticity coordinates t _FillValue � $ z_EM long_name "(Weighted) Eulerian mean vorticity coordinates t _FillValue � $ z_inst_at_end long_name =Instantaneous midpoint vorticity, remapped to endpoint coords coordinates t _FillValue � $ z_LM_at_mid long_name GLM vorticity at midpoint coordinates t _FillValue � $ z_LM_at_end long_name GLM vorticity at endpoint coordinates t _FillValue � $ Xi31_x long_name (map from midpoint to endpoint coords (x) coordinates t _FillValue � ( $ Xi31_y long_name (map from midpoint to endpoint coords (y) coordinates t _FillValue � 0 $ z_inst_at_mean long_name 9Instantaneous midpoint vorticity, remapped to mean coords coordinates t _FillValue � 8 $ z_LM_at_mean long_name GLM vorticity at mean coordinates t _FillValue � @ $ Xi32_x long_name $map from midpoint to mean coords (x) coordinates t _FillValue � H $ Xi32_y long_name $map from midpoint to mean coords (y) coordinates t _FillValue � P $ x long_name x _FillValue � X $ y long_name t _FillValue � X$ timestep coordinates t X$ t _FillValue � X(���t�����ח�4P���5 �Sx��\��-���/=�����t��`����!��x��A���п�Y��}� ��4�F�п� d ^�����^`�����ؿ��xz��h���K���Ŀ���'w����(��F�ʿ��-o�뿼��zɱ濾g.ҵ������z����!��sl���>��;.��,{T�������Ȏ���mjvg۴���jz�iN��o�?�a��&l�w 翾 m_���=���T���N�cH���8����^���A�y(��`)�\�����8�� r��� ��e��=�����{M�L���+� ��h�K]T����f>����݄Lq����؟п�2�wer���̶�����N���}��r���Y}bn"Xa濰-���:���� �rL�{�`�j�����L�M��#�jbe������D����p��%�N<NP���n��^0�VN�j'� ?|���$<