This paper demonstrates accurate cavitation modeling using advanced CFD tools with comparison to experimental data for reference.
Engineers have been making use of the Interference Diagram as a tool for assessing potential for impeller structural resonance for decades now. It is also referred to in the literature…
Mechanical Solutions, Inc. (MSI) was contracted to perform several CFD analyses of an axial hydroturbine, with the purpose of validating the experimental data obtained by a hydroturbine test loop. MSI employed two CFD codes, ANSYS CFX and STAR-CCM+, which were used to conduct several transient analyses, three of which are detailed in this paper. The results of the transient analyses revealed good correlation between the numerical predictions and the experimental data.
As new commercial applications arise for supercritical CO₂ (sCO₂) power generation, and higher output and efficiencies are achieved through higher turbine inlet pressures and temperatures, the need to improve component technologies becomes essential. Traditionally lubricated and cooled oil bearings cannot tolerate the higher temperatures, and the higher pressures make keeping the oil separate from the working fluid an increasingly difficult challenge.
This classic Sound & Vibration article explains the basis for when and how to use of an interference diagram in assessing the potential for resonance problems in a centrifugal impeller or axial-bladed disk.
This Sound and Vibration article explains the benefit of modal evaluation while the machine is running, and provides a real world example of how MSI does it. An electric power generating plant located in the Northeastern U.S. had suffered through chronic boiler feed pump failures for eight years due to modulated-load operation. Rather than replacing the rotor element with a new, custom design, MSI got to the bottom of the real problem.
Avoid installing preventable vibration problems by utilizing modern Finite Element Analysis (FEA) techniques. The following pump system design assessment methodology is applicable for new plant construction or for plant modifications such as upgrading to more efficient motors or installing Variable Frequency Drives (VFD).
This case study examines the powerful integrated capabilities between the turbomachinery design tool CFturbo and the computational fluid dynamics analysis tool STAR-CCM+ to produce an automated design of experiments, achieving optimized performance for a hydroturbine.
Learn how to use accelerometers and dynamic pressure transducers in the time domain to investigate cavitation root causes, and to quantify the cavitation severity. The technique presented allows for a minimally invasive test of the pump system.
In this Institute of Physics Journal of Physics article, the authors compare analytical computational fluid dynamics (CFD) results to experimental results. Numerical predictions of the Francis-99 hydroturbine using the commercial CFD code STAR-CCM+ correlate well with experiment. Net head, discharge, runner torque and hydraulic efficiency all correlate closely with experimentally observed values. Nearly all quantities are predicted within 3.5% of the experimental observation.
This tutorial outlines the basics of pump rotordynamics in a form that is intended to be Machinery End-User friendly. Pump rotordynamic problems, including the bearing and seal failure problems that they may cause, are responsible for a significant amount of the maintenance budget and lost-opportunity cost at many refineries and electric utilities.
Turbines need to run at very high temperatures to reduce fuel burn, but they require internal cooling to maintain structural integrity and meet service-life requirements. Engineers used simulation to evaluate state-of-the-art turbine-blade cooling-channel geometries and developed an innovative geometry that outperforms existing designs.
Interested in accurately predicting unstable modes in pumps using unsteady, multiphase computational fluid dynamics (CFD)? This a great article by MSI’s Edward Bennett and Artem Ivashchenko on the power of…
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