Sentence examples for finite distance of from inspiring English sources

An unbounded rough surface is referred to as a non-local perturbation of an infinite plane surface such that the whole rough surface lies within a finite distance of the original plane.

By using the Repeated Ad Database to store detected advertisements, our SSS approach could limit the search to a finite distance of the length of the Buffer window.

We computed distances actually travelled by some propagules to evaluate whether the asymptotic results analytically derived are effective at finite distances of biological interest.

In this situation, the wedge is broader as structures develop at finite distances on either side of the line-discontinuity and its dynamics resembles more that of a 'vise-like' orogen.

But, says Burke, if Achilles is at rest at x = 0 in t = 0, the machines Mn will be incapable of taking him to x1 = 1 in t = 1 for the simple reason that each machine operates at a finite distance to the right of x = 0. So, none of them is capable of setting him in motion, which means that Achilles remains at x = 0 even after t = 0 (Newton's first law).

Such a crystal lattice breaks the continuous translational symmetry of free space; starting at one molecule there is a finite distance to travel before reaching the next.

The unsteady boundary layer flow analysis shows that the streamlines are beginning from the leading edge to the far downstream, whereas the heatlines ends at a finite distance from the surface of cylinder.

The consequence of a finite distance is that a packet might reach its destination during a forwarding operation, and in this case it is impossible to tell how much further the forwarding could have continued.

The surprising result that the optimum imaging of sources a finite distance from the superlens occurs when there is an impedance mismatch is not totally unexpected [18].

Instead, the tissue changes gradually over a finite distance, which yields a continuous function of tissue properties.

The variable h represents the bandwidth quantity, which is a near-Gaussian function with the useful property of the weight being zero at a finite distance.