Gas pipeline hydraulics
By Shashi Menon. 2005
325 citations recorded by the source corpus.
Subfields: Mechanical Engineering, Ocean Engineering
View Paper: https://www.semanticscholar.org/paper/d9ee792e89155ddfdef9d9b7df8d7b115d955211
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Mechanical Engineering
- C. Azzaro‐Pantel
- Pedro Sanchez-Martin
- Carlos M. Correa-Posada
- Serge Domenech
- Luc Pibouleau
- Martin Geidl
- J. Bartels
- F. Tabkhi
In Ocean Engineering
- C. Azzaro‐Pantel
- Pedro Sanchez-Martin
- Carlos M. Correa-Posada
- Serge Domenech
- Luc Pibouleau
- Martin Geidl
- J. Bartels
- F. Tabkhi
Citations in the corpus
- Integrated Power and Natural Gas Model for Energy Adequacy in Short-Term Operation (2015, methodology): “This is known as the general flow equation [27] which under certain circumstances can be approximated by Weymouth or Panhandle equations.”
- Integrated Modeling and Optimization of Multi-Carrier Energy Systems (2007, background): “36) includes properties of the pipe and the fluid [63]:”
- Provision of Load Frequency Control by PHEVs, Controllable Loads, and a Cogeneration Unit (2011, background): “The properties of the pipeline and the fluid are represented by the constant kmn [19].”
- Gas Network Optimization: A comparison of Piecewise Linear Models (2014, methodology): “The friction137 factor F is a parameter that can be calculated by the Colebrook-White equation138 presented in Menon (2005).139 PDEs must be discretized in time and space in order to obtain a system140 of differential algebraic equations.”
- A mathematical framework for modelling and evaluating natural gas pipeline networks under hydrogen injection (2008, methodology): “Recall that the MAOP depends also on the population density in the vicinity of the pipeline, the type of pipe material and employed welding as well as the temperature deration factor (Menon (2005)).”
- A feasibility study of implementing an Ammonia Economy (2008, methodology): “operated at 50% of the erosional velocity [75], and therefore the mass flow rate in the pipeline is based on 50% of the erosional velocity at the inlet to the booster station.”
- EXISTENCE OF CLASSICAL SOLUTIONS AND FEEDBACK STABILIZATION FOR THE FLOW IN GAS NETWORKS (2011, unknown): “Main results for a model of gas flow in pipe networks A common model for gas flow in pipe networks are the isothermal Euler equations [1,2,5,6,14,18,28,29].”