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Sebastien Petit
Sebastien Petit
05:13 Feb-16-1999
Resonances of Rayleigh waves in ceramic balls ?

Hello,

I'd like to test Resonant Ultrasonic Detection on ceramic balls, following some ideas of 1993
(Pr Khuri Yakoub, D Royer).

But in fact I 've problems to find out exact theorical solutions of the resonances of surface acoustic waves in a sphere !
Problem of diffraction, velocity of the Rayleigh waves (constant ?, Apparent ?)

I think this theory could be found in old publications or in the Viktorov book...but I can't reach them from non on! Is the web could help me ?

Thanks to reply ALSO directly to my e-mail address:spetit@isen.fr




    
 
 Reply 
 
Godfrey Hands
Consultant,
PRI Nadcap, United Kingdom, Joined Nov 1998, 298

Godfrey Hands

Consultant,
PRI Nadcap,
United Kingdom,
Joined Nov 1998
298
09:24 Feb-17-1999
Re: Resonances of Rayleigh waves in ceramic balls ?
: Hello,

: I'd like to test Resonant Ultrasonic Detection on ceramic balls, following some ideas of 1993
: (Pr Khuri Yakoub, D Royer).

: But in fact I 've problems to find out exact theorical solutions of the resonances of surface acoustic waves in a sphere !
: Problem of diffraction, velocity of the Rayleigh waves (constant ?, Apparent ?)

: I think this theory could be found in old publications or in the Viktorov book...but I can't reach them from non on! Is the web could help me ?

: Thanks to reply ALSO directly to my e-mail address:spetit@isen.fr

REPLY

My company is one of the United Kingdom agents for Quasar International
Inc. of the United States of America.
Quasar market a commercial instrument (and turnkey systems) for
performing Resonant Inspection on small manufactured components,
especially of Ceramic and Sinter Metal components.

They have applied Resonant Inspection in testing Ceramic Balls for some
applications, and are currently working with some USA based Aero Engine
manufacturers and world-wide with some Bearing Manufacturers with this
technology.

Our approach to resonant inspection of components is the Empirical
approach, where we record many of the Eigen Frequencies of good
components, and also of known bad, similar components, then applying a
powerful mathematical analysis software, detect the relationships
between the good and bad parts.
This has the advantage of being able to compensate for small density
differences and small composition differences of the material that the
components are made from.

Applying a theoretical approach is also possible, but we frequently find
that the frequency changes due to the defects that we need to detect are
smaller in individual Eigen Frequencies than the variations due to other
factors affecting the resonances.
Only by applying such mathematical relationships is it possible to
reliably detect small defects.

If you would like to contact me, I will be pleased to arrange tomake
some tests, and also possibly a demonstration for you.


    
 
 Reply 
 
Sebastien Petit
Sebastien Petit
08:07 Feb-18-1999
Re: Resonances of Rayleigh waves in ceramic balls ?
Hello,
Thanks for replying!
I was just about e-mailing you about your web paper anyway...
I've some further questions actually.I hope i will be clear enough (for a french, I mean...)

: Our approach to resonant inspection of components is the Empirical
: approach, where we record many of the Eigen Frequencies of good
: components, and also of known bad, similar components, then applying a
: powerful mathematical analysis software, detect the relationships
: between the good and bad parts.
: This has the advantage of being able to compensate for small density
: differences and small composition differences of the material that the
: components are made from.

I understand, but how do you evaluate correclty these eigenfrequencies? I 'm trying to solve the determinant equations of Rayleigh waves in a sphere.
Well, I've also some problem about numerical solvation (!), but what I would like to be sure is that Resonant Inspection in a ball means resonance of surface ac waves.Is that right ?
So for a long time, people thought that resonance could'nt reach the center of the ball, isn't it?

My big problem is to have an "idea" of what could and what could not be quantified with the RI method in the specific problem of ceramic balls. I would like to evaluate the performance of such system before using it, OK?
Come back to the eigenfreq...What is the relation about exciting freq, Rayleigh eigenfrequencies, depth in the ball and defects size ?!?

Some publications says "Rayleigh waves velocity Vr has dispersion: means that Vr=Lambar*Freqr is not good". Then some publications says that "Rayleigh waves velocity do not depend on frequency".
I suppose I'm wrong elsewhere but...

: Applying a theoretical approach is also possible, but we frequently find
: that the frequency changes due to the defects that we need to detect are
: smaller in individual Eigen Frequencies than the variations due to other
: factors affecting the resonances.
: Only by applying such mathematical relationships is it possible to
: reliably detect small defects.
Well, my purpose is not to evaluate theorically the changes due to defects. For an industry, quantitative test is not always needed. I was just asking basci questions relative to good samples finally!


: If you would like to contact me, I will be pleased to arrange to make
: some tests, and also possibly a demonstration for you.
This could be very interesting, actually.
Also we should keep in touch !

And please excuse me if I'm not clear: if I haven't all understood, I may not be understandable!

regards,
Sebastien Petit



    
 
 Reply 
 
Godfrey Hands
Consultant,
PRI Nadcap, United Kingdom, Joined Nov 1998, 298

Godfrey Hands

Consultant,
PRI Nadcap,
United Kingdom,
Joined Nov 1998
298
09:02 Feb-19-1999
Re: Resonances of Rayleigh waves in ceramic balls ?
: Hello,
: Thanks for replying!
: I was just about e-mailing you about your web paper anyway...
: I've some further questions actually.I hope i will be clear enough (for a french, I mean...)

: : Our approach to resonant inspection of components is the Empirical
: : approach, where we record many of the Eigen Frequencies of good
: : components, and also of known bad, similar components, then applying a
: : powerful mathematical analysis software, detect the relationships
: : between the good and bad parts.
: : This has the advantage of being able to compensate for small density
: : differences and small composition differences of the material that the
: : components are made from.

: I understand, but how do you evaluate correclty these eigenfrequencies? I 'm trying to solve the determinant equations of Rayleigh waves in a sphere.
: Well, I've also some problem about numerical solvation (!), but what I would like to be sure is that Resonant Inspection in a ball means resonance of surface ac waves. Is that right ?
: So for a long time, people thought that resonance could'nt reach the center of the ball, isn't it?

: My big problem is to have an "idea" of what could and what could not be quantified with the RI method in the specific problem of ceramic balls. I would like to evaluate the performance of such system before using it, OK?
: Come back to the eigenfreq...What is the relation about exciting freq, Rayleigh eigenfrequencies, depth in the ball and defects size ?!?

: Some publications says "Rayleigh waves velocity Vr has dispersion: means that Vr=Lambar*Freqr is not good". Then some publications says that "Rayleigh waves velocity do not depend on frequency".
: I suppose I'm wrong elsewhere but...

: : Applying a theoretical approach is also possible, but we frequently find
: : that the frequency changes due to the defects that we need to detect are
: : smaller in individual Eigen Frequencies than the variations due to other
: : factors affecting the resonances.
: : Only by applying such mathematical relationships is it possible to
: : reliably detect small defects.
: Well, my purpose is not to evaluate theorically the changes due to defects. For an industry, quantitative test is not always needed. I was just asking basci questions relative to good samples finally!

:
: : If you would like to contact me, I will be pleased to arrange to make
: : some tests, and also possibly a demonstration for you.
: This could be very interesting, actually.
: Also we should keep in touch !

: And please excuse me if I'm not clear: if I haven't all understood, I may not be understandable!

: regards,
: Sebastien Petit

Sebastien,
I will contact you on this one directly.
I think the next stages of discussion are not of general interest to the forum, but if others think differently, please let me know at
Godfrey@hands-ltd.demon.co.uk.

Regards,
Godfrey


    
 
 Reply 
 
Jiangxi Hengda Group
Jiangxi Hengda Group
04:29 Sep-13-2002
Re: establishing business relations
Dear Sir:

Re: sell technical ceramics (H.S. Code 6903)

We manufacture and supply various of ceramics for numerous industrial
applications including ceramic nozzles, ceramic tubes, ceramic rods,
ceramic crucibles, ceramic balls ceramic tiles & bars and more. Our most common
ceramic materials are made of alumina ceramic. Custom boards, cylinders,
shapes and preparations are available on request.
Welcome to our website: www.heng-da.com
Please contact me with your special requirements (specify quantity,
product type and description by supplying drawings, sketches, written
description). We are pleased to contact you if you would like more information
or want to discuss custom product availability and pricing.
Your kind attention would be highly appreciated
Best regards
Heather Wang
Jiangxi Hengda Group
Tel: 86 791 833 2473
Fax: 86 791 830 8145




    
 
 Reply 
 

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