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Drug interactions (ICH M12) and QT assessment (ICH E14/S7B)

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Drug interactions (ICH M12) and QT assessment (ICH E14/S7B)

ICH M12 status

The first globally harmonised guidance on pharmacokinetic drug interactions mediated by metabolic enzymes and transporters. Step 4 in 2024, then:

RegionAdoption
FDAAdopted 2 August 2024, with an accompanying M12 Drug Interaction Studies: Questions & Answers
EMA / EUEffective 30 November 2024
NMPA (China)Implemented 29 October 2024

It replaces the previous FDA in vitro and clinical DDI guidances and EMA's DDI guideline as the operative framework.

The stepwise, risk-based approach

  1. In vitro characterisation — is the drug a substrate, inhibitor or inducer of the major enzymes and transporters?
  2. Basic models with conservative cut-offs — do the in vitro data rule the interaction out?
  3. Mechanistic static or PBPK modelling — refine a positive basic-model signal.
  4. Clinical study — where modelling cannot rule it out or the interaction is decision-relevant.
  5. Labelling — dose adjustment, contraindication, or monitoring.

The basic models are deliberately conservative: they are built to over-predict, so a negative result is meaningful and a positive one is a trigger for further work, never an estimate of clinical magnitude.

Basic model cut-offs

MechanismModelCut-off
Reversible inhibition, hepaticR1 = 1 + Imax,u / KiR1 ≥ 1.02
Reversible inhibition, intestinal (CYP3A4)R1,gut = 1 + Igut / Ki, Igut = dose / 250 mLR1,gut ≥ 11
Time-dependent inhibitionR2 = (kobs + kdeg) / kdeg, kobs = kinact·I / (KI + I) at 50 × Imax,uR2 ≥ 1.25
Induction (basic)R3 = 1 / (1 + d·Emax·I / (EC50 + I)) at 10 × Imax,uR3 ≤ 0.80
Hepatic uptake transporters (OATP1B1/1B3)1 + fu·Iin,max / Ki,u≥ 1.1
Intestinal transporters (P-gp, BCRP)Igut / IC50≥ 10
Renal transporters (OAT, OCT, MATE)Imax,u / Ki≥ 0.1

The hepatic inlet concentration for uptake transporters is

Iu,inlet,max = fu * (Imax + Fa*Fg*ka*Dose / (Qh * RB))

which is higher than systemic Imax and is what the liver actually sees during absorption.

An alternative induction assessment is the correlation / relative induction score approach, calibrated against known inducers, which is less conservative than the basic R3 model.

Mechanistic static model

AUCR = 1 / (Ag·Bg·Cg·(1 - Fg) + Fg)  ×  1 / (Ah·Bh·Ch·fm + (1 - fm))

with, at each site,

A = 1 / (1 + I/Ki)                                    reversible inhibition
B = kdeg / (kdeg + kinact·I/(KI + I))                 time-dependent inhibition
C = 1 + d·Emax·I/(EC50 + I)                           induction

fm and Fg dominate the result. The ceiling on any inhibition of a single pathway is 1/(1 - fm): with fm = 0.9 no inhibitor can raise AUC more than 10-fold, and with fm = 0.7, no more than 3.3-fold. These two fractions are usually the least well established inputs, and a sensitivity analysis across their plausible range is more informative than the point prediction. ddi_static.py --msm prints the ceiling alongside the prediction.

Perpetrator classification

ClassAUC ratio
Strong inhibitor≥ 5
Moderate inhibitor≥ 2 and < 5
Weak inhibitor≥ 1.25 and < 2
No relevant effect> 0.8 and < 1.25
Weak inducer> 0.5 and ≤ 0.8
Moderate inducer> 0.2 and ≤ 0.5
Strong inducer≤ 0.2

Clinical study design points

  • Use index perpetrators (itraconazole or clarithromycin for strong CYP3A4 inhibition, rifampicin for strong induction, and the corresponding index substrates) so the result is interpretable against the classification bands.
  • Worst-case first: a study with a strong index perpetrator that shows no interaction removes the need for weaker ones.
  • Induction requires multiple-dose administration of the perpetrator; a single dose can even show inhibition from the same compound.
  • Timing matters for time-dependent inhibition and for induction, both of which take days to develop and days to reverse.
  • A cocktail study can assess several pathways at once, provided the probes are validated as non-interacting.

QT assessment: ICH E14 and S7B

The framework

  • The threshold of regulatory concern is a QTc effect above 10 ms, assessed as the upper bound of the two-sided 90% confidence interval for placebo-corrected change-from-baseline QTc (ΔΔQTc) at the clinically relevant high exposure.
  • A prospective concentration-QTc analysis on Phase I data can substitute for a dedicated thorough QT study, and this is now the routine path.
  • The 2022 E14/S7B Q&As introduced the "double negative" integrated nonclinical risk assessment — a negative hERG assay plus a negative in vivo QTc study — as supplementary evidence. This allows a submission to cover high clinical exposure without attaining a high multiple of clinically relevant exposure, and its uptake in FDA reviews rose sharply after 2022.

Getting a C-QTc analysis right

  • Correction method: QTcF (Fridericia) is the standard. QTcB (Bazett) over-corrects at high heart rates and should not be primary. Where heart rate changes materially with treatment, a study-specific or individual correction is preferable.
  • Model: linear mixed effects on time-matched ΔQTc against plasma concentration, with a random intercept and slope per subject and a treatment-specific intercept. Assess the intercept — a non-zero one suggests the baseline or the placebo correction is wrong.
  • Linearity: the extrapolation to supratherapeutic exposure depends on it. Check for curvature, and check that the highest observed concentrations actually cover the exposure of interest.
  • Hysteresis: if the QTc effect lags concentration, a direct model is misspecified and an effect compartment is needed. Plot ΔQTc against concentration coloured by time to see it.
  • Sample size is driven by the number of subjects and the spread of concentrations achieved; a study where everyone has similar exposure estimates the slope poorly regardless of N.

exposure_response.py --cqtc implements the ordinary linear version for screening and flags extrapolation beyond the observed concentration range. It is not a substitute for the mixed model in a submission.