[Skip to Content]
Provided by ASME The American Society of Mechanical Engineers
Banner
Turbo Expo 2026
Allianz MiCo
Milan, Italy

Conference: June 15–19, 2026
Exhibition: June 16–18, 2026
Menu
  • Technical Program
  • Tracks and Organizers
  • Policies
    • Confirm Co-Authorship
    • Presentation Requirements
    • Conflict in Ukraine
    • Code of Conduct/Anti-Harassment
  • Event Site
  • Help/Resources
    • Help Desk Calls
    • Contact Us
    • Organizer Resources
    • Author Resources
      • ASME Plagiarism Screening (iThenticate)
      • ASME Presenter Attendance Policy
      • Turbo Expo Paper Quality Standards
      • ASME Turbo Expo Journal Best Paper Guidelines
      • Conference-Specific Information and Templates
      • Copyright Transfer Form
      • Technical Presentation Tips
      • ​​​​​​​Appeal Process for the Journal of Turbomachinery
      • The Appeal Process for the ASME Journal of Engineering for Gas Turbines and Power Jerzy T. Sawicki, Ph.D., P.E., Editor
      • Indexing
      • Tutorial Handout Template
      • Poster Session Guidelines
      • Authorship and AI Tools
      • Author FAQs
  • Publication Schedule
  • Home
  • Home
  • ASME 2020 Turbo Expo - Virtual Conference Session Gallery
  • 26-03 Mistuning II
  • High Fidelity Transient Forced Response Analysis of Mistuned Bladed Disks Under Complex Excitation and Variable Rotation Speeds

High Fidelity Transient Forced Response Analysis of Mistuned Bladed Disks Under Complex Excitation and Variable Rotation Speeds

An effective method is developed for efficient calculations of the transient vibration response for mistuned bladed disks under complex excitation and varying rotation speeds. The method uses the large-scale finite element modelling of the bladed disks allowing the accurate description of the dynamic properties of the mistuned bladed disks. The realistic distributions of the excitation forces are considered, which resulted in the multiharmonic excitation loads.

The effects of the varying rotation speed on the natural frequencies and mode shapes of the mistuned bladed disk and its effects on the amplitude and the spectral composition of the loading are allowed for. The different functions of the rotation speed variation can be analyzed.

The transient response calculation is based on the analytically derived expressions for the transient forced response and the effective method used for the model reduction.    

Numerical studies of the transient forced response and the amplitude amplification in mistuned bladed disks are studied when the resonance regimes are passed during gas-turbine engine acceleration or deceleration. The effects of different types of excitation force and mistuning on transient amplitude amplification are illustrated by a large number of the computational results and comparative analysis. These results and analysis of transient forced response are shown on an example of two realistic mistuned bladed disks: (i) a turbine bladed disk of 86 blades (whose natural frequencies are high); (ii) a fan bladed disk of 20 blades (with significantly lower natural frequencies).

Custom JS

double-click to edit, do not edit in source

 

High Fidelity Transient Forced Response Analysis of Mistuned Bladed Disks Under Complex Excitation and Variable Rotation Speeds

Category

Technical Paper Publication

Description

Session: 26-03 Mistuning II

ASME Paper Number: GT2020-15223

Start Time: September 21, 2020, 12:45 PM

Presenting Author: Evgeny Petrov

Authors: Tong Jing Nanjing University of Aeronautics and Astronautics
Chaoping Zang Nanjing University of Aeronautics and Astronautics
Biao Zhou Nanjing University of Aeronautics and Astronautics
Evgeny Petrov Sussex University

 














 

This site supports all modern browsers, such as Chrome, Firefox, Safari, and Edge. Microsoft no longer supports IE 11 as of August 2021. If you prefer to or you are required to continue using a Microsoft browser, you can use Edge.

  • ASME.ORG
  • Press
  • Terms of Use
  • Privacy Statement
  • ASME Communication Preferences
  • Community Rules

© The American Society of Mechanical Engineers

Stay Connected