Agilent Technologies Nano Indenter G200 User Manual

Commonly Used Procedures 6
Agilent Nano Indenter G200 User’s Guide 6-38
Option 2
Assume that the ideal area function describes the tip sufficiently well at
large displacements. With this option, NanoSuite calculates reduced
modulus as:
(3)
Where A = m
o
h
c
2
, and the user supplies m
o
(ideal lead term).
For this scenario the first two gray boxes in Figure 6-50 on page 6-36
should resemble those shown in Figure 6-54.
Figure 6-54Default values for Option 2
1 Select the number of coefficients for the area function fit.
2 Select the Fixed check box to fix the lead term as shown in
Figure 6-55.
E
r
S 
2 A
--------------=

Agilent Technologies Nano Indenter G200 Specifications

General

Brand	Agilent Technologies
Model	Nano Indenter G200
Category	Laboratory Equipment
Language	English