Skip to Main Content
Skip Nav Destination
ASTM Selected Technical Papers
Dynamic Elastic Modulus Measurements in Materials
By
A Wolfenden
A Wolfenden
1
CSIRO
Division of Materials science and Technology Locked Bag 33
Clayton, Vic 3168
AUSTRALIA
on leave from Mechanical Engineering Department
Texas A & M University
?
College Station, TX 77843-3123
USA
Search for other works by this author on:
ISBN-10:
0-8031-1291-2
ISBN:
978-0-8031-1291-9
No. of Pages:
230
Publisher:
ASTM International
Publication date:
1990

The impulse excitation technique is a dynamic method of measurement based on the analysis of a transient vibration of the test object resulting from a mechanical impact. The result is a precise indication of the fundamental natural frequency of this vibration. This information may be used as the basis for calculating the elastic moduli of the material under test. The natural frequency reading by itself may be used as a relative measure for the purpose of comparative evaluation. The technique is characterised by the speed and ease of the measurements as well as by the wide range of its application. Because of this, the method is not confined to the laboratory environment but opens new perspectives in industrial quality control and performance improvement.

1.
Spinner
S.
and
Tefft
W. E.
, “
A method for determining mechanical frequencies and for calculating elastic moduli from these frequencies
”,
Proceedings ASTM
Vol
61
,
1961
.
2.
Glandus
J.C.
, “
Rupture fragile et résistance aux chocs thermiques de céramiques à usages mecaniques
”, Thesis,
University of Limoges
, France,
1981
.
3.
Adriaenssens
D.
,
Aerens
R.
,
Peters
J.
, “
Generalised Formulae incorporating Martincek's Theory
,”
University of Leuven
,
Belgium
,
1986
.
4.
Selbach
H.
and
Lewin
A.
, “
Laser-interferometrie zur Positions- und Schwingungsmessung
,” Feinwerktechnik & Messtechnik,
1988
.
5.
Heritage
K.
,
Frisby
C.
and
Wolfenden
A.
Impulse excitation technique for dynamic flexural measurements at moderate temperature
,”
Review of Scientific Instruments
 0034-6748,
06
1988
.
6.
Van Daele
R.
, “
Mechanische eigenschappen van glas
,” Thesis,
University of Leuven
, Belgium,
1984
.
7.
Van Riet
C.
, “
Superplasticiteit in één-en meerfazige legeringen
,” Thesis,
University of Leuven
, Belgium,
1984
.
8.
König
W.
and
Föllinger
H.
, “
Elasticity modulus of grinding wheels and its impact on their in-process behavior
,”
Ceramic Forum International
6
/
7
1987
.
9.
Aly
F.
and
Semler
C.E.
, “
Prediction of refractory strength using nondestructive sonic measurements
,”
American Ceramic Society Bull.
 0002-7812 vol.
64
, no
12
(
1985
).
10.
Engel
R.
, “
Non-destructive testing of boron nitride
,” Research & Technology,
Armco Inc.
,
Middletown OH 45043
.
11.
Görlacher
R.
, “
Ein neues Messverfahren zur Bestimmung des Elastizi-tätsmoduls von Holz
,”
Holz als Roh-und Werkstoff
42
(
1984
) 219–222.
12.
Coppens
H.
, “
Karakterisatie en sterktesortering van inlands vuren-hout
,” Thesis,
University of Gent
, Belgium,
1984
.
13.
Braem
M.
,
Lambrechts
P.
,
Van Doren
V.
and
Vanherle
G.
, “
The impact of composite structure on its elastic response
,”
Journal of Dental Research
 0022-0345,
05
1986
.
14.
Braem
M.
,
Lambrechts
P.
,
Van Doren
V.
and
Vanherle
G.
, “
Determination of Young's modulus of dental composites: a phenomenological model
,”
Journal of Materials Science
 0022-2461 
22
(
1987
) 2037–2042.
15.
Allison
R.J.
, “
Non-destructive determination of Young's modulus and its relationship with compressive strength, porosity and density
,” Geological Society Special Publication No.29, pp 63–69.
This content is only available via PDF.
You do not currently have access to this chapter.
Close Modal

or Create an Account

Close Modal
Close Modal