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Noise and Vibration Measurement: Instruments and Facilities     

On-site Delivery

I.D.# 86030

Printable Description

Duration: 1 Day

Learn how to get the most accurate noise measurement data. Providing a broad introduction to the instruments and facilities used to measure noise and vibration, this seminar emphasizes the proper selection of transducers, calibration, limitations of instruments and choice of analyzers to support the project objectives. Extra emphasis will be given to the proper selection and operation of tape recording systems used to store data for later analysis. The course will also include a discussion of the design and qualifications of anechoic rooms, reverberant rooms and outdoor test sites.

Learning Objectives
By attending this seminar, you will:

• Gain an understanding of how to select appropriate instrumentation for noise measurement
• Learn the limits of equipment and facilities in getting accurate data
• Common errors in application of equipment will be discussed
• Become familiar with facility limitations
• Receive an introduction to some of the latest measurement/analysis techniques available

Who Should Attend
A minimal understanding of electronics and a mathematics comprehension at the freshman college level is required. An undergraduate degree in engineering in any subject area is also required. This course is intended for engineers who have only a limited exposure to noise and vibration measurement systems but are required to select instruments for purchase or choose the necessary instruments to gather valid data in support of a noise control program. This course would also be suitable for engineering managers who must review staff proposals for new equipment or facilities.

Topical Outline

• Noise Measurements
  • Microphones - selection & calibration
  • Windscreens
  • Sound level meters
• Magnetic Recording
  • Analog recording
  • Digital recording
• Spectrum Analyzers
  • Parallel & sweeping filters
  • Digital techniques
• Test Facilities
  • Rooms: reverberant & anechoic
  • Dynamometers
  • Test sites
• Vibration Instrumentation
  • Accelerometers: piezoelectric & piezoresistive
  • Operational limitations
    

Instructor(s): Robert F. Hand
Robert Hand has more than 40 years of experience in the measurement and control of noise and vibration. A former research engineer with the Acoustics and Seismics Laboratory at the University of Michigan, Willow Run Laboratories, he has served as the noise and vibration control specialist for the Corporate Laboratories of Clark Equipment Company, and later the general manager of Clark Engineering Services. Mr. Hand founded Redbud Technology Group, a noise and vibration consulting business. He has served as chairman of the SAE Con. Ag. Sound Level Technical Committee and the CIMA Acoustics Committee, and has produced the SAE technical video tutorial, Basic Noise Control, and regularly teaches the SAE noise control seminar. Mr. Hand has lectured at the University of Michigan, University of Wisconsin and Western Michigan University, as well as participated in numerous SAE technical sessions, and has taken graduate studies at the University of Notre Dame and is an active member of the SAE, INCE and ASA. He has a B.S. in electrical engineering from the University of Michigan and an M.A. in management from Nazareth College.

Fees: $725.00 ; SAE Members: $580.00 - $653.00

.7 CEUs

Testimonial
"A very informative and enjoyable seminar with an excellent, enthusiastic instructor."

Michael Macauley
Senior Technician
Walbro Automotive

"An excellent primer on the subject."
Craig Kautzman
Test Engineer
Tennant Company

"Worthwhile to NVH engineers."
Jason Kane
NVH Engineer
Avon Automotive

"Fantastic course. Filled in many blanks in NVH training I previously received."
Darryl Wright
Road NVH
Ford

For additional information, contact SAE Customer Service at 1-877-606-7323 (724/776-4970 outside the U.S. and Canada) or at CustomerService@sae.org.

For a quote on bringing this course to your company site, fill out a Corporate Learning Solutions Request Form

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