Vacuum Pumpdown Time Calculator
Calculate vessel pumpdown duration from atmosphere to target vacuum level, determine volumetric gas displacement, and evaluate chamber outgassing.
Recommended Tools & Equipment
Tested hardware and components for high reliability
Vacuum Chamber Evacuation Dynamics & The Logarithmic Equation
Evacuating a vacuum vessel from atmospheric pressure involves two distinct thermodynamic phenomena. In the initial roughing stage (from 760 Torr down to approximately 1 Torr), gas molecules are in continuous collisional contact (viscous laminar/turbulent flow), allowing mechanical displacement pumps to remove gas at an essentially constant volumetric displacement rate.
Evacuation Time Mathematical Formulation
- Theoretical Evacuation Time:
t = (V / S) × ln(P_initial / P_target)
WhereVis vessel volume,Sis effective pumping speed at the chamber inlet, andln(P_initial / P_target)represents the number of system time constants (τ). - Outgassing Correction Factor:
Below 1 Torr, water molecules adsorbed onto stainless steel walls, elastomer O-rings, and process fixtures begin desorbing into vapor. The outgassing correction multiplier accounts for this surface desorption load. - Gas Load Throughput (Q):
Q (Torr·L/s) = [ V_liters × ΔP (Torr) ] / Time (seconds)
Frequently Asked Questions
What is the standard formula for vacuum pumpdown time?
The basic pumpdown equation is t = (V / S) * ln(P_start / P_end), where V is chamber volume, S is effective pumping speed, and P represents absolute pressures.
Why does chamber pumpdown slow down significantly below 1 Torr?
Below 1 Torr, viscous bulk gas flow ceases and surface outgassing (chiefly water vapor adsorbed onto chamber walls and elastomer O-rings) becomes the dominant gas load.
What is effective pumping speed vs rated pump speed?
Rated speed is the displacement at the pump inlet flange. Effective pumping speed at the chamber is lower due to the vacuum conductance (resistance) of connecting forelines, valves, and traps.