3 edition of **Long time behavior of unsteady flow computations** found in the catalog.

Long time behavior of unsteady flow computations

- 38 Want to read
- 15 Currently reading

Published
**1992**
by National Aeronautics and Space Administration, For sale by the National Technical Information Service in [Washington, DC], [Springfield, Va
.

Written in English

- Boundary value problems.,
- Unsteady flow (Aerodynamics)

**Edition Notes**

Statement | S.I. Hariharan. |

Series | NASA technical memorandum -- 105584., ICOMP -- 92-04., ICOMP -- no. 92-4. |

Contributions | United States. National Aeronautics and Space Administration. |

The Physical Object | |
---|---|

Format | Microform |

Pagination | 1 v. |

ID Numbers | |

Open Library | OL15359740M |

Modeling and Analysis of Unsteady Flow Behavior in Deepwater Controlled Mud-Cap Drilling 93 Brazilian Journal of Chemical Engineering Vol. 33, No. 01, pp. 91 - , January - March, right-hand side term takes into account the boundary pressure at the mud level in the drill string and theCited by: 1. The idea of a numerically steady flow can be based on a solution change tolerance, for example: if we say that a solution change (based on the magnitude of the time derivative, e. g.) of 10^-3 defines a steady condition, so, you'll have a reference to stop your *unsteady* computation and say: "My solver reached a steady state condition defined by some tolerance".

Steady and unsteady flows Steady flow is defined as that in which the various parameters at any point do not change with time. Flow in which changes with time do occur is termed unsteady or non-steady. In practice, absolutely steady flow is the exception rather than the rule, but many problemsFile Size: KB. Numerical solutions for steady and unsteady flow in a model of the pulmonary airways. Kimmel E(1), Kamm RD, Shapiro AH. Author information: (1)Technion Institute, Haifa, Israel. A computational model is presented for unsteady flow through a collapsible tube with variable wall by:

Unsteady flows can be further divided into periodic flow, nonperiodic flow and random flow. The graphical representations of these flows are given in the figure. For periodic flow, the property change is repeated in a predictable manner whereas the fluid motion and properties are difficult to predict in random flow as in turbulent flow. unsteady flow measurements obtained with Pitot tubes. The effect of unsteady flow on structures and laying bodies on the ground has been also considered. A theoretical model has been proposed for a semi-circular cylinder and experimental tests have been performed to study the unsteady flow effects, which can help in clarifying the phenomenon.

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Long Time Behavior of Unsteady Flow Computations. A key mathematical issue that is not well understood in literature for these problems is the long time behavior of the solution.

This is an. Hariharan S.I. () Long Time Behavior of Unsteady Flow Computations. In: Atassi H.M. (eds) Unsteady Aerodynamics, Aeroacoustics, and Aeroelasticity of Turbomachines and Cited by: 1. Long Time Behavior of Unsteady Flow Computations S.I. Hariharan University of Akron Department of Mathematical Sciences Akron, Ohio and Institute for Computational Mechanics in Propulsion Lewis Research Center Cleveland, Ohio Abstract This paper addresses a specific issue of time accuracy in the calculations of external aerodynamic.

Get this from a library. Long time behavior of unsteady flow computations. [S I Hariharan; United States. National Aeronautics and Space Administration.]. An Innovative Algorithm for Periodic Flow Calculations Using a Parallel Architecture - Some Applications to Unsteady Aerodynamics p.

43 A Framework for Multi-Stage Unsteady Flow Calculations p. 57 Long Time Behavior of Unsteady Flow Computations p. 73 Simulation of 3D-Unsteady Internal Flows p. 91 Unsteady Cascade Flows p. The first International Symposium on Unsteady Aerodynamics and Aero elasticity of Turbomachines was held in Paris inand was followed by symposia at Lausanne inCambridge inAachen inBei jing inand Notre Dame in The ubiquitous examples of unsteady-state fluid flow pertain to the production or depletion of oil and gas reservoirs.

After introductory information about petroleum-bearing formations and fields, reservoirs, and geologic codes, empirical methods for correlating and Book Edition: 1. A Front-Tracking Method for the Computations of Multiphase Flow simple problems for a long time.

In the past few years, however, major progress has been achieved. Here, we describe a method that has been particularly successful for a wide range unsteady three-dimensional bubble by Takagi and Matsumoto [] is, perhaps, the most File Size: KB.

An interpolation method for unsteady flow computations free from the pressure wiggles was later proposed independently by Choi [21] and Shen et al. [19]. Note that the method of Shen et al. For the unsteady computations a total of 81 real time steps are used in each cycle.

The weight function w i = C i d i 2 n is used with n = 1. For the dissipation control parameter ϕ = (Δ r) p, we use p = which has been arrived at after several numerical experiments and Δr is the distance of the closest connectivity point.

In the inner loop we use RK-3 time step for pseudo-time marching Cited by: In unsteady-flow analysis, however, a starting time for the computations when all the flow values are known at the computational nodes (ends of the computational elements) must be established.

Flow is assumed to be steady everywhere in the system at the starting time. The convergence of sub-iteration with the dual-time method is very important for the prediction of unsteady flow field. The influence of sub-iteration step number, criterion of sub-iteration convergence and the choice of physical time step size on the calculation results are discussed by solving of the two-dimensional unsteady Euler : Guang Ning Li, Min Xu.

Unsteady Aerodynamic Methods.- An Innovative Algorithm for Periodic Flow Calculations Using a Parallel Architecture-Some Applications to Unsteady Aerodynamics.- A Framework for Multi-Stage Unsteady Flow Calculations.- Long Time Behavior of Unsteady Flow Computations.- Simulation of 3D-Unsteady Internal Flows.- II.

Unsteady Cascade Flows.-Author: H.M. Atassi. tangent to an unsteady flow field (release 1 massless particle) s(t) = s0 + ∫0≤u≤t v(s(u), u) du • Streakline: a curve traced by the continues release of particles in unsteady flow from the same position in space (release infinitely many massless particles) • They are identical under the steady flowFile Size: 5MB.

The first International Symposium on Unsteady Aerodynamics and Aero elasticity of Turbomachines was held in Paris inand was followed by symposia at Lausanne inCambridge inAachen inBei jing inand Notre Dame in The proceedings published following these.

Great question. The description below is an admittedly simplified explanation of an extremely complex and intricate subject; and one that is quite rewarding to study in more depth. When speaking of types of flows, fluid dynamicists commonly refe. Computational Methods for Unsteady Flows --Unsteady Aerodynamic Methods --An Innovative Algorithm for Periodic Flow Calculations Using a Parallel Architecture-Some Applications to Unsteady Aerodynamics --A Framework for Multi-Stage Unsteady Flow Calculations --Long Time Behavior of Unsteady Flow Computations --Simulation of 3D-Unsteady.

A critical analysis of numerical predictions of the long time averaged flow past a circular cylinder is presented. The flow regimes considered cover a wide range of Reynolds numbers with an emphasis on the transitional range, i.e.

(10 4 to 10 7).In this study calculations are made using the standard κ-ε model with an empirically imposed transition by: I've always used some simple logic when it comes to steady vs. unsteady. Everything in real life is unsteady. That said, most of it can be well-enough approximated by steady simulation since we care about averages most of the time (unless you explicitly care about pulsations, frequencies of some variable etc.

but in that case you know ahead of time that you'll need to go unsteady). Unsteady Flow Definition. Unsteady flow is defined as one in which the depth varies with both time and distance. It is most commonly encountered within an open channel. It is necessary to consider unsteady flows when assessing the impact of a flood wave moving down a river (translatory wave) or when assessing surges and bores (oscillatory waves).

The equations of motion governing steady, inviscid flow are of a mixed type, that is, hyperbolic in the supersonic region and elliptic in the subsonic region. These mathematical difficulties may be removed by using the so called time-dependent method.

In this technique the flow is assumed to be unsteady or time-dependent. The governing File Size: KB.() Energy law preserving C0 finite element schemes for phase field models in two-phase flow computations.

Journal of Computational Physics() An efficient numerical method for the equations of steady and unsteady flows of homogeneous incompressible Newtonian by: 7.Examples of unsteady-flow analysis are easily found, only a few are mentioned here.

Passage of a Flood Wave. Flood-wave movement is unsteady, but in flood-insurance studies an approximate maximum-elevation envelope resulting from a flood wave is computed under the assumption of steady flow.