🧪 Sampson LDL-C Equation
UseWhen to use: lipid panels when Friedewald is unreliable (higher TG) and direct LDL unavailable.
StrataCompare with non-HDL; prefer direct LDL if TG extreme or results discordant.
LimitsWhen not to use: chylomicronemia / TG extremely high. · Pitfall: mmol/L without conversion. · Martin–Hopkins is an alternative.
SourceSampson M et al. NIH LDL-C equation
This-shift next steps
After scoring: open the scene pack, peer scores, and the matching pathway. Local reference — no HIS write.
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Methodology · worked example, guidelines & full notes
Sampson–NIH.
When to use
When to use: lipid panels when Friedewald is unreliable (higher TG) and direct LDL unavailable.
How it works
LDL = TC/0.948 − HDL/0.971 − [TG/8.56 + (TG×nonHDL)/2140 − TG²/16100] − 9.44.
Key points
- Sampson–NIH.
- Wider TG than Friedewald.
- Next: risk & therapy.
References
- Sampson M et al. NIH LDL-C equation
Worked calculation
The values below come from this tool's own example placeholders and are computed server-side with the formula shown on this page, so the arithmetic can be checked quickly. It demonstrates how to substitute values only — it is not clinical advice and not a real case.
| Total cholesterol | 200 mg/dL |
|---|---|
| HDL-C | 50 mg/dL |
| Triglycerides | 180 mg/dL |
→Sampson LDL-C118.4mg/dL
- non-HDL:150.0
- Friedewald (ref):114.0
- TG note:TG <400 — compare with Friedewald/Martin–Hopkins as needed
Verification & sources · governance
FAQ
Frequently asked questions
- Does Sampson LDL-C Equation upload patient data? Where is it calculated?
- Calculation runs locally in the browser; inputs and results are not uploaded. For licensed clinicians only; interpret with history, investigations and local protocols — not a diagnosis or prescription.
- How is Sampson LDL-C Equation calculated in practice? Can you show a worked example?
- Inputs: Total cholesterol 200 mg/dL, HDL-C 50 mg/dL, Triglycerides 180 mg/dL → Result: Sampson LDL-C 118.4 mg/dL(non-HDL: 150.0, Friedewald (ref): 114.0, TG note: TG <400 — compare with Friedewald/Martin–Hopkins as needed)