NS

(redirected from Navier-Stokes)
Also found in: Encyclopedia.
AcronymDefinition
NSNo Smoking
NSNon-Smoker
NSName Server
NSNetwork Simulator (networking research)
NSNova Scotia
NSNot Sure (survey response)
NSNatural Selection
NSNational Security
NSNot Significant
NSNot Specified
NSNew South
NSNetscape
NSNetwork Services
NSNew South Wales (Australia)
NSNorfolk Southern Railway (railroad)
NSNon Stop
NSNervous System
NSSuriname
NSNorth South
NSNorth Side
NSNorth Star (District in the Heart of America Council, Boy Scouts of America)
NSNew Style
NSNational Service
NSNew Series
NSNight Stand (TV show)
NSNew Scientist
NSNovi Sad (Vojvodina Province, Yugoslavia)
NSNaval Station
NSNuclear Safety
NSNational Statistics
NSNewsstand
NSNederlandse Spoorwegen (Dutch Railroads)
NSNinja Storm (Power Rangers cartoon)
NSNormal Saline
NSNot Statistically Significant
NSNational Standard
nsNanosecond
NSNasal Spray (drug administration)
NSNo Support
NSNight Strike (gaming)
NSNo Standard
NSNetSuite
NSNational Socialism
NSNon-Structural (molecular biology)
NSNonstandard
NSNeXTStep (Apple Computer)
NSNegeri Sembilan (Malaysian state)
NSNo Show
NSNavy SEALs
NSNice Shot (games)
NSNavier-Stokes
NSNaming Service
NSNickServ (IRC Nickname Server)
NSNational Seashore (National Park Service)
NSNaruto Shippuden (anime)
NSNephrotic Syndrome
NSNot Scheduled
NSNew Spring (Wheel of Time short novel)
NSNeck Strap
NSNon Sequitur (Latin: Not Continuing, epigraphy)
NSNationStates (online game)
NSNorsk Standard (Norwegian Standard)
NSNullsoft (developers of Winamp)
NSNada Surf (band)
NSNo Surrender
NSNanostructure
NSNimbostratus (cloud formation)
NSNetwork Series
NSNumber of Stations
NSNear Side
NSNo Synchronization
NSNuclear Submarine
NSNoonan Syndrome
NSNetStumbler (wireless network discovery software)
NSNinja Scroll (gaming)
NSNon-Status
NSNeutral Site
NSNorthsouth
NSNull Space (mathematics)
NSNamed Storms (hurricanes)
NSNuclear Ship
NSNational Special (machine screw thread, Society of Automotive Engineers)
NSNut Shot
NSNerve-Sparing
NSNetwork Strategy
NSNinja Sword
NSNetwork Supervisor
NSNATO Secret
NSNo Soliciting
NSNetStorm (video game)
NSNew Shekels
NSNature's Swiftness (gaming, World of Warcraft)
NSNegative Small (number)
NSNo Stuff (polite form)
NSNadeem-Shravan (Indian film composers)
NSNumber of Suspensions
NSN-Sider (gaming website)
NSNode Switches
NSNational Stanine (educational testing)
NSnuclear survivability (US DoD)
NSNon Serviceable
NSNaughty Sorceress (gaming, Kingdom of Loathing character)
NSNeighborhood Systems
NSNarrow Sample
NSNaval Sheltered (environment)
NSNetwork Selector
NSNetherton Disease
NSNeutralized Solution
NSNazareth Sisters
NSNachschrift (Geman: Post Scriptum (PS))
NSNetStorager System (SGI)
References in periodicals archive ?
Because the density, viscosity, specific heat, and thermal conductivity of material in the whole computational domain are unified successfully, Navier-Stokes equations could be solved conveniently and efficiently by the finite volume SIMPLE method.
Multi-airfoil Navier-Stokes simulations of turbine rotor-stator interaction, J.
Unfortunately, their strategy only worked for the 3D Navier-Stokes equations when the Laplacian operator A in (2) was replaced by another similar linear operator.
We do this by using a commutator argument, a type of which is described in [6] for the Navier-Stokes equations, for instance.
For accuracy the Navier-Stokes equations instead of simplified Darcy's equations were solved for gaseous flow field.
It is derived from Navier-Stokes equations using renormalization group methods.
decay for weak solutions of the Navier-Stokes equation, Arch.
A note on unsteady, unidirectional flow of an incompressible, inhomogeneous Navier-Stokes fluid, Int.
The derived incompressible Navier-Stokes (N-S) equations are as follows:
It is clear that the experimental set-up needs further improvement and modelling has to include additional thermal convections with [kappa]-[epsilon] Navier-Stokes [8] liquid viscosity calculations besides the calculations of the Lorentz forces.
The first exact solution of the Navier-stokes equation was given by Stokes [5] which is concerned with the flow of a viscous incompressible fluid past an infinite horizontal plate oscillating in its own plane in an infinite mass of stationary fluid.
FLOWCast[TM] solves the Navier-Stokes equations and can produce temperature, velocity and pressure information for a mold filling sequence.