Publications associées à Formula unit

Manning's Formula and the Strickler Scaling Derived from a Co-spectral Budget Model

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Manning's empirical formula in conjunction with Strickler's scaling is widely used to predict the bulk velocity (V) from the hydraulic radius (Rh), the roughness size (r), and the slope of the energy grade line (S) in uniform channel flows at high bulk Rey ...

2023

Quantifying the Solution Structure of Metal Nanoclusters Using Small-Angle Neutron Scattering

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Metal nanoclusters are a unique class of synthetic material, as their crystal structures can be resolved using X-ray diffraction, and their chemical formula can be precisely determinated from mass spectroscopy. However, a complete structure characterizatio ...

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Improved Natural-Air-Convection-Cooling Formulas for Medium Frequency Transformer Design Optimization

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Thermal spin crossover in Fe(ii) and Fe(iii). Accurate spin state energetics at the solid state

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The thermal spin crossover (SCO) phenomenon refers to an entropy-driven spin transition in some materials based on d(6)-d(9) transition metal complexes. While its molecular origin is well known, intricate SCO behaviours are increasingly common, in which th ...

ROYAL SOC CHEMISTRY2020

Discovery of a self-healing catalyst for the hydrolytic dehydrogenation of ammonia borane

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From experimental evidence to mechanical modeling and design expressions: The Critical Shear Crack Theory for shear design

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Photoanode/Electrolyte Interface Stability in Aqueous Dye-Sensitized Solar Cells

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Manning’s formula and Strickler’s scaling explained by a co-spectral budget model

Sara Bonetti, Gabriel George Katul

Manning’s empirical formula in conjunction with Strickler’s scaling is widely used to predict the bulk velocity V from the hydraulic radius Rh, the roughness size r and the slope of the energy grade line S in uniform channel and pipe flows at high bulk Rey ...

2017

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Formula unit

Manning's Formula and the Strickler Scaling Derived from a Co-spectral Budget Model

Quantifying the Solution Structure of Metal Nanoclusters Using Small-Angle Neutron Scattering

Improved Natural-Air-Convection-Cooling Formulas for Medium Frequency Transformer Design Optimization

Thermal spin crossover in Fe(ii) and Fe(iii). Accurate spin state energetics at the solid state

Discovery of a self-healing catalyst for the hydrolytic dehydrogenation of ammonia borane

From experimental evidence to mechanical modeling and design expressions: The Critical Shear Crack Theory for shear design

Early Stages of Precipitation In Aluminum Alloys by First-Principles and Machine-Learning Atomistic Simulations

Photoanode/Electrolyte Interface Stability in Aqueous Dye-Sensitized Solar Cells

Manning’s formula and Strickler’s scaling explained by a co-spectral budget model

Calculation of the General Number of Imposed Constraints of Kinematic Chains

Graph Chatbot

Chattez avec Graph Search

Discovery of a self-healing catalyst for the hydrolytic dehydrogenation of ammonia borane

Quantifying the Solution Structure of Metal Nanoclusters Using Small-Angle Neutron Scattering

Thermal spin crossover in Fe(ii) and Fe(iii). Accurate spin state energetics at the solid state

From experimental evidence to mechanical modeling and design expressions: The Critical Shear Crack Theory for shear design

Early Stages of Precipitation In Aluminum Alloys by First-Principles and Machine-Learning Atomistic Simulations

Improved Natural-Air-Convection-Cooling Formulas for Medium Frequency Transformer Design Optimization

Manning’s formula and Strickler’s scaling explained by a co-spectral budget model

Photoanode/Electrolyte Interface Stability in Aqueous Dye-Sensitized Solar Cells

Calculation of the General Number of Imposed Constraints of Kinematic Chains

Manning's Formula and the Strickler Scaling Derived from a Co-spectral Budget Model