Sentence examples for blow concentrated from inspiring English sources

The men of the Northern Alliance say, however, that over the past month the Taliban have been greatly weakened by desertions.The widespread belief is that the Northern Alliance is preparing a knock-out blow concentrated in the north and aimed at linking up with troops from General Dostum's mostly Uzbek militia, which is now trying to retake Mazar-i-Sharif.

The bombers, abandoning the fantasy of delivering knockout blows, concentrated on repeat bombings of infrastructure targets like railroad yards and bridges.

By then the lyricism of 'Flanders Fields' and the ironies found in comparing nature to the moon landscape of trench warfare were replaced in novels and poetry by descriptions of being a very small part of a gigantic machine that cared not for which way the poppies blew but concentrated on the efficiencies of killing and processing death on an industrial scale.

It was a devastating blow, but Hamp concentrated on his studies.

The supernatant was concentrated with a gas blowing concentrator.

Then we can get the needed multiple blowing-up and concentrating properties of u ε through the similar proof of Case (i).

The earlier result concerning the existence of multiple blowing-up and concentrating solutions of the Equation (3) is given by Baraket and Pacard in [24].

In addition, a weaker stable assumption of critical points of the function φ n,m also helps us construct multiple blowing-up and concentrating solutions of the Equation (3).

In all these contexts, an interesting point is how to construct solutions which exactly "blow-up" and "concentrate" at some given points, whose location carries relevant information about the potentially geometrical or physical properties of the problem.

However, the authors mainly consider the Dirichlet boundary value problem, and little is known for the problem with singular sources satisfying α i ∈ (-1, 0) for some i = 1,..., N. The main purpose of this article is to study how to construct multiple blowing-up and concentrating solutions of the Equation (1) with the mixed boundary conditions and singular sources.

Then through the finite dimensional reduction procedure and the notions of stability of critical points of the asymptotic reductional functional φ n,m, multiple blowing-up and concentrating solutions can be constructed as a small additive perturbation of the initial approximations.