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In previous works [1, 2] the complex propagation constant was obtained by solving this expression.
Similar(59)
By solving this integral, we obtain the final expression for the bit error probability given by P b = 1 2 ∑ i = 1 L ∑ k = 1 N R A k i 1 - ν ̄ i 1 + ν ̄ i ∑ j = 0 k - 1 2 j j 1 4 1 + ν ̄ i j, (18).
By solving this, we get (2.17).
Then are reduced to Mathieu-Hill equation and by solving the expressions for the boundaries of instability regions of EG sandwich cylindrical shells are obtained.
At a stratigraphic depth where the highest experimental temperature is exceeded, the AGC of shale can be acquired by solving a relational expression established between gas content and depth.
At a stratigraphic depth where the highest experimental pressure is exceeded but the highest experimental temperature is not, the AGC of shale can be obtained by solving a relational expression between pressure and AGC established under stratigraphic temperature conditions.
It follows by solving the integral in the expression of (u_{x}(0,t)) given in (43).
and by solving we get the following expression for the LMMSE weighting coefficients: (19).
It follows by solving the corresponding integral in expression (67) and the use of identity (53).
It follows by solving the integral in the expression of u given in (59) and the use of identity (53).
With the obtained results, the filter design approach is proposed and the filter gains can be obtained by solving a condition in the expression of linear matrix inequality.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com