The phrase "analytical limit" is correct and usable in written English.
It can be used in contexts related to scientific research, data analysis, or measurement where a threshold or boundary is defined for analytical purposes.
Example: "The analytical limit of detection for this method is crucial for ensuring accurate results in our experiments."
Alternatives: "detection limit" or "analysis threshold".
The analytical limit of detection was 1 ppb (ng/g fat) for all the analytes.
Results: With titrated stock cultures, R-Mix showed an analytical limit of detection of ten infectious virus particles per vial for influenza A, compared with 100 000 particles per test for FLU OIA and 1000 000 for ZstatFlu.
The usefulness of the proposed adaptive Kriging surrogate model in terms of accuracy and efficiency for reliability assessment of engineering structural systems is shown in the paper with two relevant numerical examples, involving a highly nonlinear analytical limit state function in two-dimensions and an advanced nonlinear finite element analysis structural model in a larger dimensional space.
As stated earlier, we measured only uncorrected pH values in our evaporation study and most measured carbonate concentrations fell below the analytical limit of detection.
Lead was detected in over 90% of our beverage samples; most samples resulted in concentrations similar to the analytical limit of detection (0.2 μg/L).
The analytical limit of detection was 120 pg/ml for sAPPα and 52 pg/ml for sAPPβ.
The basic proposal is to use a response surface, characterised by a statistical model of the mixed type, to represent the capacity in an analytical limit-state function.
This semi-quantitative assay is based on linear signal amplification with an analytical limit-of-detection of approximately 2500 virus copies per assay and 3 4 log dynamic range.
Numerical examples with analytical limit-state functions and those concerning nonlinear random vibration of a hysteretic oscillator are investigated to test and demonstrate the performance of the proposed method.
However, an analytical limiting form of the s.c. lattice of cubes could be derived near the limit vA→1 and shown to agree with the Maxwell equation.
Analytical limits for perfect channel knowledge are addressed in Section 'Analytical limits'.
