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Exact(51)
FuRelations, we present results using the modified constitutive theory for a scenario involving NAPL imbetweenn and drelative
To get the total specific rate of infection at the time t, we integrate from 0 to t, to arrive at the integral expression which we shall denote by G: G= int_{0}^{t}alpha e^{-gamma t-tau)} I(x,tau),d tau.
Now, we establish an integral expression of (u_{n}(c)).
The final integral expression in (15) can be numerically computed.
The formulated optimization problem contains a complex integral expression in the objective and constraint conditions.
The integral expression of Equation (5) is shown by Equation (6).
Similar(9)
The program computes the vertical magnetic field in the frequency domain using the integral expressions evaluated by a combination of straightforward numerical integration and the digital filter technique.
The obtained space-time integral expressions are handled analytically.
We first point out that they are direct consequences of integral expressions of relevant operators.
In [15], the BEP was computed using the product of constants and integral expressions.
Both integral expressions given in (45) and (46) can be numerically solved by mathematics software packages.
More suggestions(15)
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