Mayo Quadratic Equation:
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The Mayo Quadratic Equation is an alternative method for estimating glomerular filtration rate (GFR) from serum creatinine, age, and sex. It was developed at the Mayo Clinic and provides a different mathematical approach to GFR estimation compared to other equations.
The calculator uses the Mayo Quadratic equation:
Where:
Explanation: The equation uses an exponential function with quadratic terms in the denominator of serum creatinine to model the relationship between creatinine levels and kidney function.
Details: Accurate GFR estimation is essential for detecting kidney dysfunction, monitoring disease progression, and adjusting medication dosages based on renal function.
Tips: Enter serum creatinine in mg/dL, age in years, and select gender. Ensure all values are valid (creatinine > 0, age between 1-120 years).
Q1: How does Mayo Quadratic differ from CKD-EPI?
A: The Mayo Quadratic uses an exponential function with quadratic terms, while CKD-EPI uses piecewise linear modeling. They may perform differently in specific patient populations.
Q2: When is Mayo Quadratic preferred?
A: This equation may be particularly useful in populations with higher GFR levels or when creatinine values fall within specific ranges where quadratic modeling provides better accuracy.
Q3: What are the limitations of this equation?
A: Like other estimation equations, it may be less accurate in extremes of age, body composition, or in patients with rapidly changing kidney function.
Q4: Does this equation account for race?
A: The standard Mayo Quadratic Equation does not include race as a variable, unlike some other GFR estimation equations.
Q5: How should results be interpreted clinically?
A: Results should be interpreted in the context of clinical presentation, other laboratory findings, and serial measurements for trend analysis.