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- Washington, DC: World Bank
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- University of Cambridge; Department of Applied Mathematics and Theoretical Physics
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‣ Study of the equatorial Atlantic Ocean mixing layer using a one-dimensional turbulence model
‣ VELOCITY FIELD OF COMPRESSIBLE MAGNETOHYDRODYNAMIC TURBULENCE: WAVELET DECOMPOSITION AND MODE SCALINGS
‣ Reconnection studies under different types of turbulence driving
‣ Dynamical analysis of turbulence in fusion plasmas and nonlinear waves
‣ Dynamics of quantum turbulence of different spectra
‣ Improved detection of atmospheric turbulence with SLODAR
‣ Novel methods for the quantification of atmospheric turbulence strength in the atmospheric surface layer.
‣ Topological characterization of the transition from laminar regime to fully developed turbulence in the resistive pressure-gradient-driven turbulence model
‣ Development Evaluation in Times of Turbulence : Dealing with Crises that Endanger Our Future
‣ 12.820 / 12.822 Turbulence in Geophysical Systems, Spring 2003; Turbulence in Geophysical Systems
‣ Species-specific physiological response of dinoflagellates to quantified small-scale turbulence
‣ Effects of small-scale turbulence on the growth of two diatoms of different size in a phosphorus-limited medium
‣ Analysis of ocean turbulence using adaptive CVE on altimetry maps
‣ Analysis of wind events in a coastal area: a tool for assessing turbulence variability for studies on plankton; Análisis de episodios de viento en un área costera: una herramienta para la estimación de la variabilidad en la turbulencia en estudios con plancton
‣ Turbulence ingestion noise of open rotors
‣ Assessment of turbulence model performance: Severe acceleration with large integral length scales
‣ Turbulence in Natural Environments
Problems in the area of land/biosphere-atmosphere interaction, hydrology, climate modeling etc. can be systematically organized as a study of turbulent flow in presence of boundary conditions in an increasing order of complexity. The present work is an attempt to study a few subsets of this general problem of turbulence in natural environments- in the context of neutral and thermally stratified atmospheric surface layer, the presence of a heterogeneous vegetation canopy and the interaction between air flow and a static water body in presence of flexible protruding vegetation. The main issue addressed in the context of turbulence in the atmospheric surface layer is whether it is possible to describe the macro-states of turbulence such as mean velocity and turbulent velocity variance in terms of the micro-states of the turbulent flow, i.e., a distribution of turbulent kinetic energy across a multitude of scales. This has been achieved by a `spectral budget approach' which is extended for thermal stratification scenarios as well, in the process unifying the seemingly different and unrelated theories of turbulence such as Kolmogorov's hypothesis, Heisenberg's eddy viscosity, Monin Obukhov Similarity Theory (MOST) etc. under a common framework. In the case of a more complex scenario such as presence of a vegetation canopy with edges and gaps...