Module 1 Calculator — Hb correction for plasma volume distortion
Simple, clean design with all original functionality
Inputs
Used for Nadler TBV and default baseline Hct suggestion (editable).
Calculator converts internally to cm/kg.
cm
kg
Decimal (e.g., 0.40 not 40).
g/dL
g/dL
g/dL RBC
Used to derive PVe from TBVe (Nadler). If unknown, keep conservative/typical.
mL. Conservative lower-bound. This module then yields MINIMUM Hb correction.
Using 3.5 reduces risk of over-attributing PV loss to hypoalbuminemia.
Range fixed at 15–25 for output; midpoint is for single-point view.
What this module does (plain language)
Dehydration shrinks plasma volume, so Hb and albumin can look falsely high. We treat DVmin as a
minimum plausible intravascular plasma loss. We then compute the smallest correction to Hb consistent with that minimum loss.
Albumin is handled via mass conservation and an oncotic coupling coefficient k (15–25 mL per gram of circulating albumin deficit),
reported as a range.
Outputs
Expected volumes (two methods)
BMI
—
BSA (Mosteller), m²
—
TBVe (Nadler)
—
PVe (from TBVe & Hctbaseline)
—
TBVe (BSA method)
—
PVe (BSA method)
—
Show formulas used
Nadler TBV (L)
Male: TBV = 0.3669·h³ + 0.03219·w + 0.6041
Female: TBV = 0.3561·h³ + 0.03308·w + 0.1833
h in meters, w in kg
BSA (Mosteller)
BSA = √(height_cm · weight_kg / 3600)
BSA volumes (common transfusion-dilution method)
TBV = 2740 · BSA (mL)
PV = 1630 · BSA (mL)
Module 1 corrections (per method)
Each method (Nadler vs BSA) yields its own PVe, TBVe, then runs the same Module 1 logic. Outputs shown as ranges for k = 15–25 mL/g (and midpoint).
Nadler-based correction
Albtrue (euvolemic)
—
Alb deficit mass (g)
—
PValb range (mL)
—
TBVcorr range (mL)
—
Hbcorr,A (with MCHC) range
—
Hbcorr,B (no MCHC) range
—
A vs B midpoint difference
—
A vs B midpoint % difference (Bland–Altman)
—
Internal Agreement (A vs B)
—
BSA-based correction
Albtrue (euvolemic)
—
Alb deficit mass (g)
—
PValb range (mL)
—
TBVcorr range (mL)
—
Hbcorr,A (with MCHC) range
—
Hbcorr,B (no MCHC) range
—
A vs B midpoint difference
—
A vs B midpoint % difference (Bland–Altman)
—
Internal Agreement (A vs B)
—
Percent difference definition (Bland–Altman style): %Δ = (A − B) / ((A + B)/2) × 100. This symmetric normalization avoids denominator bias (dividing by only A or only B).
iInternal Agreement (A vs B) compares two independent estimates of corrected Hemoglobin.
Method A uses red cell packing (MCHC) to estimate hemoglobin mass.
Method B uses hemoglobin mass from Hb × corrected TBV (no MCHC).
Positive values mean Method A estimates a higher corrected Hb than Method B.
Negative values mean Method B estimates a higher corrected Hb than Method A.
Quality Checks/Warnings
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