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Approximate controllability for mild solution of time-fractional Navier–Stokes equations with delay
Zeitschrift für Angewandte Mathematik und Physik, 2021Xuan-Xuan Xi+3 more
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, 2013
Hydrotalcite-supported platinum nanocrystals (Pt NCs) were synthesized by a facile solution chemistry method, and then applied as an efficient catalyst for the selective hydrogenation of cinnamaldehyde (CMA) in neat water.
X. Xiang+3 more
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Hydrotalcite-supported platinum nanocrystals (Pt NCs) were synthesized by a facile solution chemistry method, and then applied as an efficient catalyst for the selective hydrogenation of cinnamaldehyde (CMA) in neat water.
X. Xiang+3 more
semanticscholar +1 more source
The electrochemical machining of mild steel in NaBrO3 solutions
Corrosion Science, 1972Abstract For a solution to be a good ECM electrolyte for a given metal, a uniform, potential-dependent, protective film must be formed on the metal surface; the transition from the passive to the transpassive states must occur over a narrow potential range on the polarization curve; and in the high current density regions, the film must be very thin,
James P. Hoare+2 more
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Film growth on mild steel in inhibitive solutions
British Corrosion Journal, 1966AbstractWhen mild steel is passivated in inhibitive solutions, the thickening of the (oxide)film on the surface of the steel is a function of the logarithm of time, as it is in dry air, and the constants of this ‘logarithmic’ growth are of the same order ofmagnitude in all environments.
Dora M. Brasher, A. D. Mercer, C. P. De
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Facile and mild solution synthesis of Cu2O nanowires and nanotubes driven by screw dislocations.
Chemical Communications, 2012We report a green synthesis of Cu(2)O nanowires and nanotubes in aqueous solution by reducing Cu(2+) to Cu(+) with glucose or fructose via Fehling's reaction.
Salih Hacialioglu, Fei Meng, Song Jin
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A remark on the mild solutions of non-local evolution equations [PDF]
This paper is devoted to study the nonlocal evaluation equation \[ \begin{cases} u'(t)= Au(t)+ f(t,u(t))\\ u(0)+ g(u)= u_0,\end{cases}\qquad 0\leq t\leq T,\tag{1} \] where \(g: C([0, T],X)\to X\) is a continuous function, and \(X\) is a general Banach space.
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The corrosion of mild steel in boiling salt solutions
Corrosion Science, 1967The corrosion of mild steel in boiling solutions of the chlorides and sulphates of sodium, magnesium, and calcium has been examined. The rate and type of attack are found to be dependent on the type of salt, its concentration, and the period of test. The type of attack varies from predominantly pitting in pure water to even etching in strong magnesium ...
J.G. Beynon, G. Butler
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Mild solutions in Lebesgue or Sobolev spaces [PDF]
Lemarié Rieusset, Pierre Gilles
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Mild Solutions in Besov or Morrey Spaces [PDF]
Pierre Gilles, Lemarié Rieusset
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