Sir Isaac Newton

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Noun1.Sir Isaac Newton - English mathematician and physicistSir Isaac Newton - English mathematician and physicist; remembered for developing the calculus and for his law of gravitation and his three laws of motion (1642-1727)
Isaac Newton, Newton
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References in periodicals archive
Luther and Mewes [15] calculated the three-dimensional velocity and pressure distribution between the calender gap using finite element method for Newtonian fluid. Sofou and Mitsoulis [16] analyzed the calendering mechanism using pseudoplastic and viscoplastic fluids and calculated finite sheet thickness.
A Mathematical Model of the Calendered Exiting Thickness of Micropolar Sheet
An exact solution for the flow of a Newtonian fluid between eccentric rotating disks was first obtained by Abbott and Walters [2].
Periodic flow due to non-torsional oscillations of eccentric rotating porous disks in the presence of a magnetic field
We skip the trivial case of [[mu].sub.0] [not equal to] 0, [[mu].sub.1] = 0, which was examined in our former paper as the Newtonian fluid [5].
Self-Similar Analytic Solution of the Two-Dimensional Navier-Stokes Equation with a Non-Newtonian Type of Viscosity
It is also noticed that the velocity for Newtonian fluid is greater than that of micropolar fluids.
HYDROMAGNETIC STAGNATION POINT FLOW OF MICROPOLAR FLUIDS DUE TO A POROUS STRETCHING SURFACE WITH RADIATION AND VISCOUS DISSIPATION EFFECTS
Roy and Dutt (24) reported film thickness data for mineral oil as Newtonian fluid and data are presented for two cylindrical substrates with radii of 317 and 445 [micro]m.
Numerical simulation of the dip-coating process with wall effects on the coating film thickness
Fine sand glass has been frequently tested (Tables 2 and 3) and it behaves as a Newtonian fluid below 30% volumetric concentration, and generally becomes pseudoplastic at higher concentrations.
SOME TECHNICAL ASPECTS OF THE RHEOLOGICAL PROPERTIES OF HIGH CONCENTCATION FINE SUSPENSIONS TO AVOID ENVIRONMENTAL DISASTERS
We would like to mention here that without such assumptions one cannot obtain solution of these equations even for Newtonian fluid. Following [1], we assume that the [delta] is small and proceed to write
Flow of a burger's fluid in a channel induced by peristaltic compliant walls
Formulas derived from Newtonian fluid dynamics are no more suitable.
Investigation into the impact and buffering characteristics of a non-Newtonian fluid damper: experiment and simulation
[S.sub.2] was a signature calculated from the changes in the resonant frequency and energy dissipation (or change in Q) of the resonator when loaded with a Newtonian fluid:
Effect of a non-Newtonian load on signature [S.sub.2] for quartz crystal microbalance measurements
Abd El Kareem, "Effects of a magnetic field on trapping through peristaltic motion for generalized Newtonian fluid in channel," PhysicaA: Statistical Mechanics and Its Applications, vol.
The flow separation of peristaltic transport for Maxwell fluid between two coaxial tubes
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