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* The external monitor functions but there is no image on the notebook LCD panel.
The choice of the adaptation intensity parameter is also discussed for each of these monitor functions.
Results are presented that illustrate the weaknesses in moving mesh methods based on equidistribution of some popular monitor functions.
In order to ensure the generation of a smooth, hence more reliable, moving mesh, we add correction terms in the choice of monitor functions.
Based on the choice of monitor functions, we take τ as in (26) tau= frac{kappa}{(max_{x}u x,t))^{3p/2+varepsilon -gamma_{1}}}, with (gamma_{1}=1), ε being taken as 0.2 in our test.
(46) Equations (44), (45), and (46) indicate that the meshes generated by MMPDE5 in physical space can equidistribute the correspondent monitor functions M if the uniform grids are taken in ξ space.
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They're certainly not much cop in the city - obstructions affect the range of transmission - but the baby monitor function is useful.
The monitor function is taken as M=0.5|u|+0.5|u_{x }|+2 where applicable.
A Beckett and Mackenzie type monitor function is adopted.
One key issue in using moving mesh methods is to choose the monitor function.
RTM has only a monitor function, so its possible autonomic levels are S0 and S1.
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