The phrase "approximate average value" is correct and usable in written English.
It can be used when discussing a value that is not exact but is intended to represent the central tendency of a set of data.
Example: "The approximate average value of the test scores was calculated to be 75, indicating a general performance level of the students."
Alternatives: "estimated mean value" or "rough average value".
For the heated radiant wall, the approximate average values 8.57, 5.74 and 2.44 W m−2 K−1 were obtained respectively for the total, radiant and convective HTCs.
For summarization, treatment groups were assigned into three suppression categories assuming a typical baseline E2 of ~100 pg/ml, which was the approximate average screening value across studies.
The finite volume method updates a piecewise constant function (boldsymbol {Q}_{i}^{n}) that approximates the average value of the solution q in each grid cell i at time step n, using the expression begin{array}rcl@ {boldsymbol{Q}}^{n+1}_{i} = boldsymbol{Q}_{i}^{n} - frac{Delta t}{Delta x}({boldsymbol{F}}_{i+1/2} - {boldsymbol{F}}_{i-1/2}), end{array} (9).
The peak value of POC under one-time key based phase scrambling is approximated by the average value of POC under one-time key based phase scrambling.
As noted above, finding your average inventory from your beginning and end inventory values can get you an approximate average for your inventory, but this value will not take into account inventory fluctuations throughout your time period.
In this study, we assumed the average value 0.65 to approximate TDS.
When L is sufficiently large, the sample average value is used to approximate the expectation value.
The distribution of the divergence angle was approximated by a log-normal distribution with an average value of 65°, whereas that of the direction angle was assumed to be a normal distribution with average 3.39°.
The first method, based on the Fenton-Wilkinson approach [11], approximates a sum of log-normal random variables as a log-normal random variable and approximates fast fading coefficients in interference terms by their average value.
The first one based on the Fenton-Wilkinson approach, approximates a sum of log-normal random variables by a log-normal random variable and approximates fast fading coefficients in interference terms by their average value.
An estimate of the value of f was found by taking the set corresponding to the 10% of the genomic fragments with the highest values of, considering that the average value of for the genomic fragments of this set approximates.
