Conversion Formula:
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The conversion from mg/kg to mg/m² is used in pharmacology and clinical medicine to translate drug dosages based on body weight to dosages based on body surface area (BSA). This conversion is particularly important for chemotherapeutic agents and other medications where dosing by BSA provides more accurate therapeutic levels.
The calculator uses the conversion formula:
Where:
Explanation: This formula converts weight-based dosing to surface area-based dosing, which often correlates better with metabolic rate and drug clearance.
Details: BSA-based dosing is crucial for many chemotherapeutic drugs, as it provides more consistent drug exposure across different body sizes and reduces toxicity while maintaining efficacy. It's also used for pediatric dosing and drugs with narrow therapeutic windows.
Tips: Enter the dose in mg/kg, body surface area in m², and body weight in kg. All values must be positive numbers. Common BSA calculation methods include Du Bois, Mosteller, or Haycock formulas.
Q1: Why convert from mg/kg to mg/m²?
A: BSA-based dosing often provides better correlation with metabolic rate, organ size, and drug clearance, leading to more predictable drug levels and reduced toxicity.
Q2: When is BSA dosing preferred over weight-based dosing?
A: BSA dosing is preferred for chemotherapeutic agents, certain antibiotics, and drugs where toxicity is a major concern and correlates better with body surface area.
Q3: How is BSA typically calculated?
A: BSA is commonly calculated using formulas like Du Bois (BSA = 0.007184 × weight^0.425 × height^0.725) or Mosteller (BSA = √[height(cm) × weight(kg) / 3600]).
Q4: Are there limitations to this conversion?
A: This conversion assumes linear relationship and may not be accurate for extremes of body composition, pediatric patients, or drugs with non-linear pharmacokinetics.
Q5: Is this conversion used in clinical practice?
A: Yes, particularly in oncology for chemotherapy dosing, and in some cases for pediatric and critical care medications where precise dosing is essential.