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Exact(50)
For the ALI exposure, M is calculated from M = mQt, where m is the average mass concentration (ZnO mass per volume air; 10.1 and 30.4 mg/m for the low and high dose level, resp ., Q = 0.25 L/min is the volumetric flow rate passing over the cell layer, and t = 3 h is the exposure time.
For the results presented here the MO is not used within its standard working distance so M is calculated by a test target and Δ x = 0.23 μ m for the mouse cell sample and Δ x = 0.1818 μ m for bovine spermatozoa.
Subsequently, the mis-orientation angle (ψ M ) is calculated.
Similar to case 1, the eSVD of H m is computed, and then φ m is calculated.
The cross-correlation coefficient between the quadrature components, r s,QQ (m), is calculated similar to r s,II (m).
The cumulative revenue collected after month M (TR M ) is calculated as: T R M = a × P × ∑ t = 1 M S U B t (17).
Similar(10)
A scalar effective optical sampling depth (〈 Z MC〉 [ m]) is calculated as the weighted average depth of the collected emission photons, given as (2) 〈 Z M C 〉 = ∑ i = 1 n z z i (∑ j = 1 n r F col (r j, z i ) Δ a j ) Δ z ∑ i = 1 n z (∑ j = 1 n r F col (r j, z i ) Δ a j ) Δ z where Δ a j is the area of a voxel at position r j and Δ z is the z-dimensional length of each voxel [ 27].
Zmex1 is ((f_{t - 1}^{text{M}} - widehat{beta }_{0} - widehat{beta }_{1} p_{t - 1})) in Eq. (3) when (f_{t - 1}^{text{M}}) is calculated using the price index for Mexico that includes petroleum, and zmex2 is the error correction in Eq. (3) where the price index for Mexico excludes petroleum.
The number of hops for each sce(m) (symbolized by |sce(m)|) is calculated from: left[Big|mathrm{s}mathrm{c}mathrm{e}(m)right]Big|=leftlceil i/{2}^{m-1}rightrceil m=1,2,3where};m=1,2,3, dots, j (9).
In practice, each IMF, s nk [ m ], is calculated using an iterative procedure, called sifting process.
Using these values, m * is calculated from the above expression for ω p. Table 1 shows the values of ω p, ε ∞, and m * obtained by the best fit in the wavelength range from 0.65 to 0.9 μm.
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