Sentence examples for dimensions of the array from inspiring English sources

The dimensions of the array are 69 m × 139 m.

On the other hand, a product code is obtained by arranging (k = left (frac {r}{ell }right)^{ell }) information symbols in an ℓ-dimensional array and then introducing parity symbols along different dimensions of the array (cf. Section 4.2).

It is adapted to the constraints of the problem (short measurement time, no possibility to stop the machines, small dimensions of the array, etc).. Experimental results are shown first for several test cases carried out in a semi-anechoic room and in a rectangular room, and, then, for the case of a surface-planing machine in a cluttered hall.

Let the y and z dimensions of the array be L × L. The vector potential at a far point due to the current distributions is A → r →, t = μ 0 4 π ∫ J → 2 Ω r → ', t − R / c / R ) dV ' + ∫ J → 2 Ω ' r → ', t − R / c / R ) dV ', Open image in new window (15).

The final physical dimensions of the array were 25×75 mm.

To reduce the dimensions of the array data we performed the principal component analysis (PCA).

This is because the linear dimension of the array is slightly smaller in the north-south direction.

Given (k = left (frac {r}{ell }right)^{ell }) information symbols and ℓ|r, we first arrange (k = left (frac {r}{ell }right)^{ell }) information symbols in an ℓ-dimensional array with index of each dimension of the array ranging in the set (left [frac {r}{ell }right ]).

Segregation, therefore, is directly proportional to what any given dimension of the array tells us about the other dimensions.

The results (Table 1, Fig. 2) include only source level estimates based on search calls emitted at distances up to 10 m, because, as a rule-of-thumb, array based positioning is reliable at least up to 5 times the dimension of the array [36].

In the notation, the subset operator '·' indicates that the entire dimension of the array is included here, all the M clusters (columns) of the clustering matrix V.