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Exact(8)
Closed form approximation to the expectation is developed and is numerically shown to agree well with the exact models.
Equation 21 is a closed form approximation, so it allows us to directly find an approximate CDF of the PAPR without complex operations.
A closed form approximation is found which is valid in a very broad materials parameter window.
A closed form approximation for the peak impact load is then used to predict the delamination threshold velocity.
This approach also aids in deriving the closed form approximation of network survivability based on network characteristic functionalities and node behaviour distribution.
A response surface method in conjunction with design of experiments is used to develop a closed form approximation of the fatigue damage accumulation with respect to the input random variables.
Similar(52)
Tuning of the controller gains is then set as a problem of minimizing the H∞ norm of some closed loop transfer functions, for which closed form approximations are also given.
Closed form approximations are proposed for all quantities in order to help the analysis of experimental data.
We obtain closed form approximations for the stability boundaries which give insights in the interaction of different effects which are elsewhere mostly considered in isolated form.
Finally, we derive closed form approximations of the statistical symbol distributions on individual subcarriers as well as the redundant energy distribution and compare them with numerically found results.
Since these coefficients are expressed as homogeneous polynomials of the system parameters, closed form approximations to the true solutions may be obtained.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com