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The phrase "a good approximate for" is not correct in standard English; it should be "a good approximation of." You can use it when discussing a value or estimate that is close to a specific number or concept.
Example: "The temperature today is a good approximation of what we can expect in the summer months."
Alternatives: "a good estimate of" or "a close approximation of."
Exact(2)
In this case, we have to compute the coupled lower and upper solutions and apply the generalized monotone method to get a good approximate for the solution.
Additionally, Hanna et al. (2012) could show that introduction of a constant mass spring damper system at the wall is a good approximate for the low-frequency behaviour for certain vowels and simplified geometries.
Similar(57)
A general response factor for HMO may be helpful because it provides a good approximate value for a component even when standards are not available but provide values that can be directly compared for relative quantitation.
Of them, evolutionary algorithms are particularly efficient in finding a good approximate solution for combinatorial problems [ 31].
We envision two uses of our divide-and-conquer local search heuristic: (1) as a stand-alone approach for data visualization, and (2) to provide a good approximate starting solution for a nonlinear algorithm.
For convenience of the practical application, a good approximate equation was obtained for calculating the peak stress values of G115 steel under different deformation conditions.
A 100-mile radius is a good, approximate number to aim for, but depending on where you live, it may not be possible or practical to choose only those foods grown that close.
Hence, it is important to derive a good approximate sampled-data model because the exact sampled-data model for nonlinear systems is often unavailable to the controller designers.
Overall, a good approximate solution is achievable in minutes using SA with a simple cooling schedule.
It also yields a good approximate analysis if one is interested in the ratio of probabilities of a rare disease.
As the regularization parameter ϵ→1, the obtained solution is shown to be a sufficiently good approximate solution for the particular Cauchy integral equation.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com