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The electric field growth rates and oscillation frequencies specified by the dispersion relation provide concrete measures against which simulation results can be quantitatively compared.
Insights in this relation provide information useful to both developers and users.
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Image-text enhancement relation provides related temporal (when, how), spatial (where) or causal (Why) information.
Similarly, we can always relate two unspecified source and target continuants through a Part_of relation, provided there is semantic soundness in the association as well.
Constructing by intersecting relation provides much better error-tolerance capabilities.
An approximation to the Clausius Clapeyron relation provides water vapor feedback.
Using this relation provides specifications in interpretation of the time-of-flight data.
Their relation provides a valid evaluation for electrochemical behavior of the system and Faraday's laws of electrolysis.
Therefore, the Southwell relation provides a suitable tool for natural frequency estimates of rotating beams at a preliminary design stage.
An application of this relation provides a complete recursion for counts of real rational curves with such constraints in odd-dimensional projective spaces.
This logarithmic relation provides a theoretical basis for choosing the appropriate values of η and P in the numerical phase-field simulation in three spatial dimensions.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com