Method Validation Calculator (ICH Q2(R2))

How to use: enter your validation data (accuracy, precision, linearity), then read LOD/LOQ and the acceptance verdict. Follow the numbered steps above.
1

Assay Type

Acceptance Criteria ?
Min R² (linearity)
Max y-int Bias (%)
Recovery Min (%)
Recovery Max (%)
Repeat. %RSD Max
Intermed. %RSD Max
2

Calibration Standards

Response Units ?
Conc.Response
4

Accuracy (% Recovery)

Enter known vs. found concentrations ?
KnownFound
4

Precision (Repeatability)

Replicate measurements ?
Rep #Result
4

Intermediate Precision

All results across days/analysts ?
Day/RunResult
3

Linearity Assessment

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--
Slope
--
Intercept
--
y-int Bias %
3

Residual Plot

3

Detection & Quantitation Limits

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LOD
--
LOQ
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Residual SD (σ)
4

Accuracy & Precision Results

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Mean Recovery %
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Repeat. %RSD
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Intermed. %RSD
5

Validation Summary (ICH Q2)

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Frequently Asked Questions

How do you calculate LOD and LOQ from a calibration curve?

LOD = 3.3 × σ / S and LOQ = 10 × σ / S, where σ is the residual standard deviation from the calibration curve regression and S is the slope. This is the ICH Q2(R2) calibration curve method. Alternative approaches use the SD of blank responses or y-intercepts from multiple curves.

What R² value is acceptable for linearity?

ICH Q2(R2) does not mandate a universal R² cutoff, but industry consensus is R² ≥ 0.990 for most bioanalytical methods, ≥ 0.998 for chromatographic assays (HPLC), and ≥ 0.990 for immunoassays (ELISA). Always examine residual plots for patterns, not just R².

What is the difference between repeatability and intermediate precision?

Repeatability measures variation under identical conditions (same analyst, instrument, day) with 6+ replicates. Intermediate precision captures day-to-day, analyst-to-analyst, or instrument-to-instrument variation. Both are reported as %RSD. Typical targets: repeatability ≤ 2% for HPLC, ≤ 5% for ELISA; intermediate precision ≤ 5% for HPLC, ≤ 10% for ELISA.

How do you assess accuracy in method validation?

Accuracy is assessed at 3+ concentration levels (typically 80%, 100%, 120% of target) with 3 replicates each. Report mean % recovery = (found / known) × 100. Acceptance varies by method: 98-102% for HPLC, 95-105% for general methods, 80-120% for immunoassays.

What changed in ICH Q2(R2) vs the original ICH Q2?

ICH Q2(R2) (2023) adds biological/biotechnological product scope, multivariate procedure guidance (NIR, Raman), real-time testing, and alignment with ICH Q14 lifecycle management through Analytical Target Profiles (ATP). The core validation characteristics are unchanged.

What is ICH Q14 and the Method Operable Design Region (MODR)?

ICH Q14 introduces lifecycle management for analytical procedures. The MODR defines proven acceptable ranges for method parameters (analogous to the design space in ICH Q8). Changes within the MODR do not require prior regulatory approval, reducing post-approval supplements.

What is method validation in analytical chemistry?

Method validation is the documented process of proving that an analytical procedure is fit for its intended purpose against defined acceptance criteria. In pharmaceutical and bioprocess QC it is governed by ICH Q2(R2) (2023), which lists eight validation characteristics: specificity, linearity, range, accuracy, repeatability, intermediate precision, LOD and LOQ. A method is validated against an Analytical Target Profile (ATP) naming the analyte, matrix, concentration range and reportable value. Regulators (FDA, EMA, PMDA, MHRA) require a validation report before release for GMP use, and re-validation is triggered by changes to instrument, column, reagent, or method parameters outside the proven design region.

Which ICH Q2(R2) parameters are mandatory for a stability-indicating method?

A stability-indicating method (typically SEC-HPLC, RP-HPLC, or CE-SDS for biologics) must demonstrate: specificity against forced-degradation samples (heat, light, acid, base, oxidation, freeze-thaw); linearity across 5+ levels covering 50-150% of specification; accuracy at 3 levels (80/100/120% of target) with 95-105% recovery; repeatability at 6 replicates (%RSD ≤ 2% for HPLC assays); intermediate precision across 2+ days and 2+ analysts (%RSD ≤ 5%); LOD and LOQ for degradant impurities (LOQ ≤ the reporting threshold, usually 0.05% or 0.1%); and robustness against small deliberate changes in mobile-phase composition, pH, temperature, and flow rate. Range is confirmed by combined linearity and accuracy data. Under ICH Q2(R2), robustness may be assessed via a formal Design of Experiments rather than one-factor-at-a-time.

How do you calculate LOD and LOQ from calibration data step by step?

Step 1: fit a linear regression y = S·x + b to the calibration standards (5+ concentration levels spanning the expected working range). Step 2: compute the residuals (observed y minus predicted y) and take the residual standard deviation σ = √(Σresiduals² / (n − 2)). Step 3: LOD = 3.3 × σ / S and LOQ = 10 × σ / S, both in the same concentration units as the x-axis. Step 4 (recommended by ICH Q2(R2)): confirm the calculated LOQ experimentally by preparing samples at the LOQ level and demonstrating S/N ≥ 10 and %RSD ≤ 20% across 6 replicates. Alternatives include the signal-to-noise method (LOD at S/N = 3, LOQ at S/N = 10) and the blank-SD method (LOD = 3.3 × σ_blank / S). The calibration-curve method is preferred where blank-noise is not well defined, such as chromatographic peak-area assays.