### Examples

- Conservative vector fields are also irrotational, meaning that (in three-dimensions) they have vanishing curl. Kelvin's circulation theorem states that a fluid that is irrotational in an inviscid flow will remain irrotational. —
*“Conservative vector field - Wikipedia, the free encyclopedia”*, - irrotational adj. Not rotating or involving rotation. —
*“irrotational: Definition from ”*, - Definition of irrotational from Webster's New World College Dictionary. Meaning of irrotational. Pronunciation of irrotational. Definition of the word irrotational. Origin of the word irrotational. —
*“irrotational - Definition of irrotational at ”*, - This notebook considers the problem of an inviscid flow past a stationary sphere. Solutions are obtained using both a potential function and a stream This is because the flow can be considered irrotational (vorticity=0) so that the flow field can be defined as the gradient of a scalar potential. —
*“Inviscid Flow Past A Stationary Sphere -- from Wolfram”*, - An irrotational fluid flow is one whose streamlines never loop back on themselves. Of course, a uniform viscid fluid flow without boundaries is also irrotational, but this is a special (and boring!. —
*“Glossary of Fluid Mechanics Terms”*, - Irrotational ﬂows are also known as potential ﬂows' because the velocity ﬁeld can be taken to be the The converse — that any irrotational velocity ﬁeld u(x, t) can be written as φ for some φ(x, t) — is also. —
*“3 IRROTATIONAL FLOWS, aka POTENTIAL FLOWS”*, - Proof of the Existance of a Velocity-Potential Function When a Flow is Irrotational In this abstract you will ﬁnd a rigourous proof of the existance of a Velocity-Potential function when a ﬂow is irrotational. —
*“Proof of the Existance of a Velocity-Potential Function When”*, - Quasiequilibrium sequences of synchronized and irrotational binary neutron stars in general relativity: Method and tests. Abstract A hydrodynamical treatment is performed under the assumption that the flow is either rigidly rotating or irrotational. —
*“Phys. Rev. D 63, 064029 (2001): Quasiequilibrium sequences of”*, - The curl is a type of derivative of a vector field that corresponds to its rate of rotation in three-dimensional space. Vector fields with a curl of zero are called irrotational. —
*“Curl - Conservapedia”*, - This flow can by adequately calculated as an irrotational flow as long as the boundary layers on the airfoil Any other irrotational flow would be singular at the trailing edge, having infinite. —
*“Flow over Airfoils and Wings”*, ae.metu.edu.tr - struct global smooth irrotational ows with small velocity for the electron Consider smooth irrotational initial data which are small perturbations. —
*“Smooth Irrotational Flow in the Large to the Euler Poisson”*, dam.brown.edu - Irrotational Shallow Water Model. Author: Amos Lawless. Software The cost function convergence for test case 1 of the program. This is an incremental 4D-Var assimilation applied to a one. —
*“NCEO - National Centre for Earth Observation |Irrotational”*, - This lecture is devoted to the study of irrotational plane flows of an inviscid fluid. Elements of irrotational flow theory Some elementary notions of Fluid Mechanics are recalled to fully understand the solution methodology. —
*“IRROTATIONAL FLOW OF AN INVISCID FLUID”*, av8 - An examination of the rotation and Fermi-rotation tensors of an arbitrary C vector field. Rotation tensors and irrotational motions in Einstein-Riemann spaces. —
*“RAND | Research Memoranda | Rotation tensors and irrotational”*, - Definition of irrotational in the Online Dictionary. Meaning of irrotational. Pronunciation of irrotational. Translations of irrotational. irrotational synonyms, irrotational antonyms. Information about irrotational in the free online English. —
*“irrotational - definition of irrotational by the Free Online”*, - K. Taniguchi and T. Nakamura, Almost ***ytic Solutions to Equilibrium Sequences of Irrotational Binary Polytropic Stars for n = 1, Phys. Y. Eriguchi, New numerical method for constructing quasiequilibrium sequences of irrotational binary neutron stars in general relativity, Phys. —
*“AstroGravS: Literature Catalog: White Dwarf / Neutron Star”*, astrogravs.gsfc.nasa.gov - 12.5 Energy equation for irrotational ﬂow of a viscous ﬂuid. 128. 12.6 13.5.7 Irrotational motion of a massless cylinder under the combined. action of Kutta. —
*“Contents”*, - Irrotational Motions of Viscous and Viscoelastic Fluids. Irrotational flows of a viscous fluid satisfy the Navier-Stokes equations. The theory of irrotational flow of a viscoelastic fluid is also a valuable and useful theory for linear viscoelastic fluids, second order fluids and special solutions of. —
*“Archive on Irrotational Motions of Viscous & Viscoelastic Fluids”*, aem.umn.edu - How can a vortex flow be irrotational? Rotation refers to the orientation of a fluid element and not the path Examples of Irrotational Flows Formed by Superposition. • Superposition of sink and vortex :. —
*“Potential Flow”*, mech.sharif.edu - In other words, if we decompose the primary current as the sum of three terms, Jp= Ji+Js + Jh where Ji is the irrotational part , Js is the solenoidal part and Jh is the gradient of an harmonic function then (see paper), the only part that contributes to the EEG is the irrotational part Ji. —
*“Electrical Neuroimaging Group - FAQ”*, electrical-neuroimaging.ch