Sentence examples for be large so that from inspiring English sources

The characteristic Reynolds numbers of the counterflowing streams are presumed to be large so that the thickness of the viscous layer formed in the vicinity of the stagnation plane is small.

The parameter λ is initiated to be large so that the first updates represent small steps in the steepest descent direction.

The ratio of the building units and the core particles must be large so that each twin-crystal can form by the stacking of hundreds of building units (single-layer nanoplates) on only one core particle (double-layer nanoplate).

In addition to the problem above, the size of the simulation box in the z-axis is selected to be large so that the top boundary has almost no influence on the evaporation and boiling process, and the adiabatic boundary is assumed.

Their proposed network coordinated BF algorithm combines both metrics such that the mean of the largest eigen value of (HH H )-1 should be small and the mean of the Frobenius norm of H should be large, so that SINR of the UT is large and the bit error rate is improved, respectively.

Figure 5 shows the CDF of the beam pattern at different angle ϕ, which has been discussed in Theorem 4. As required in Theorem 4, the number of nodes in CR network needs to be large, so that the sum of random variables can be regarded as Gaussian distribution random variables.

Hearst's version, however, will be larger, so that the reader is large enough to display ads.

For extensive defocusing, this parameter is large so that the size of filter is narrow.

The electrode for tDCS is large, so that the stimulation encompassed a broad area of the motor cortex (upper limb and face).

We find that 200-Hz oscillations can be generated, provided the effective input conductance of single cells is large, so that the single neuron's phase shift is sufficiently small.

For narrowband systems, the number of scatterers within one resolvable path is large, so that the central limit theorem can be applied, leading to a Gaussian model for the channel impulse response.