🌊 CSF Infusion Study Calculator

Constant Rate Lumbar Infusion Test, ICP Curve Fitting & Differential Analysis
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Disclaimer: The CSF-infusion calculator should not be used for clinical purposes and the user should verify the calculations.
mL/min
mmHg
⏱️ Time Intervals & ICP Recording Table 10 Data Points
# Time Interval (min) Measured ICP (mmHg) Phase / Notes Action
💡 Tip: Edit any time or ICP value in the table directly to update the curve fit and derivative graphs instantly. P(t) = calculating...
📈 1. ICP vs. Time with Curve Fitting Line
P(t) Fitted Curve
🔴 Discrete Recorded ICP Data Points 🔵 Continuous Polynomial Fitted Function P(t)
⚡ 2. First Derivative: Rate of ICP Change ($dP/dt$)
P'(t) = dP/dt [mmHg/min]
Represents the instantaneous velocity / slope of pressure rise. Peak slope marks maximum elastance. Max Slope: -- mmHg/min
🔄 3. Second Derivative: Acceleration of ICP ($d^2P/dt^2$)
P''(t) = d²P/dt² [mmHg/min²]
Represents curvature / transition dynamics. Zero-crossing identifies the inflection point (maximum rate of pressure rise). Inflection: -- min
Resistance to Outflow ($R_{out}$)
-- mmHg/(mL/min)
Calculating...
Derived from Plateau ICP ($P_p$), Baseline ($P_0$), and Infusion Rate ($I_c$).
Pressure Rise ($\Delta P = P_p - P_0$)
-- mmHg
Net elevation of CSF pressure above baseline under constant infusion.
Peak ICP Rate of Rise ($[dP/dt]_{max}$)
-- mmHg/min
Peak first derivative value during infusion ramp phase.
Outflow Conductance ($C_{out} = 1/R_{out}$)
-- (mL/min)/mmHg
Reciprocal of resistance. Normal resorption capacity is > 0.10.
📋 Clinical Documentation Summary
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