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What is the Maximum Lift of a Vacuum Truck?

Published in Vacuum Trucks 2 mins read

The theoretical maximum lift of a vacuum truck for pure water is approximately 10.3 meters (34 feet), but in practical applications, it's usually impossible to extend it beyond 50 meters (160 feet).

Here's a breakdown of why:

  • Theoretical Limit: The maximum lift a suction pump can achieve is based on atmospheric pressure. Since atmospheric pressure is what pushes the liquid up the hose, there's a fundamental limit to how high it can go. For pure water, this theoretical limit is about 10.3 meters (34 feet).

  • Practical Limitations: Several factors prevent vacuum trucks from reaching the theoretical maximum lift:

    • Pump Efficiency: Vacuum pumps aren't perfectly efficient. Energy is lost due to friction and other factors, reducing the actual vacuum created.
    • Hose Conditions: The condition of the hose (leaks, kinks) can significantly impact the vacuum pressure and reduce lift. Long hoses will have more frictional losses than short hoses.
    • Material Being Lifted: Different liquids have different densities and viscosities. Thicker, heavier materials require more vacuum pressure to lift. Slurries and solids significantly decrease lifting capacity.
    • Altitude: Atmospheric pressure decreases with altitude. At higher altitudes, the maximum theoretical lift is reduced.
    • Vacuum Truck Power: Vacuum trucks need adequate engine power to efficiently power their vacuum pumps, which are often PTO-driven.
  • Typical Working Range: While the theoretical limit is 10.3 meters (34 feet), the practical working range and suction power (CFM) can allow a vacuum truck to move material from far greater distances horizontally than vertically. In general, vacuum trucks do not perform at their maximum theoretical lift, and are limited by pump size and material volume/weight.

In conclusion, while the theoretical lift is about 10.3 meters (34 feet), the practical lifting capability of a vacuum truck is generally much less than 50 meters (160 feet) and is heavily dependent on the factors listed above.