1
Strain Gauge Application in Soft Material Testing 1. Introduction Sanita Zike [email protected] Composite Materials and Mechanics Section Department of Wind Energy Technical University of Denmark Risø Campus, Roskilde, Denmark Lars P. Mikkelsen [email protected] 2. Methods Elastic modulus of specimen Specimen dimension Strain gauge dimension Elastic and plastic deformation Length 1.5 - 10 mm Thickness 3.8 - 5.0 μm Pattern modification (elongation of end-loops) Length 25 150 mm Width 10 25 mm Thickness 1 30 mm Gauge factor correction: actualal calibrated o sg spec o GF GF R R R R C 1 / / C GF GF calibrated actual 2D 3D Problem: Experimentally discrepancy between strain measurement methods as strain gauge and extensometers (both clip on and laser) is observed. What is affecting strain gauge measurement errors? What correction methods can be used for strain gauge measurements? Tasks: How errors vary with strain gauge type? How much errors are affected by specimen geometry and stiffness? What is the impact of plastic deformation on strain gauge measurements? Conclusions: Sufficiently large errors are observed even for relatively stiff specimens (composites). Major impact is by strain gauge length and specimen thickness. Modification of strain gauge design can be done to reduce errors. Two correction coefficients are provided for manufacturers gauge factor adjustment. Increasing deformation above elastic region, strain gauge errors tend to decrease due to plastic deformation of constantan. 4. Results 4.1. Strain Distortions Strains below strain gauge are smaller than sample is actually experiencing Strain field is distorted due to stiff-soft material transition 4.2. The Effect of Specimen and Strain Gauge Dimensions Shorter strain gauge prone to larger measurement error Strain field in thin sample is more affected by strain gauge Acknowledgements: This research was supported by the Danish Centre for Composite Structure and Materials for Wind Turbines (DCCSM), grant no. 09-067212, from the Danish Strategic Research Council (DSF). References: 1. S. Zike, L. P. Mikkelsen, Correction of gauge factor for strain gauges used in soft material testing (submitted in 2012) 2. Ajovalasit and B. Zuccarello. Local Reinforcement Effect of a Strain Gauge Installation on Low Modulus Materials. The Journal of Strain Analysis for Engineering Design, 40(7):643653, April 2005. 3. G. Luyckx, E. Voet, W. De Waele, and J. Degrieck. Multi-axial strain transfer from laminated CFRP composites to embedded Bragg sensor: I. Parametric study. Smart Materials and Structures, 19(10):105017, October 2010. 4.3. Modification of Strain Gauge Pattern The effect of distorted strain fields is reduced by elongating end-loops. 4.4. Plastic deformation Strain differences tend to decrease with plastic deformation For test specimen with E spec = 10 GPa and t spec = 15 mm error is reduced from 1.6% to 0.5% Parameter study: Experimental results show similar tendency to simulation = 0 + , < 0 , >

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Page 1: Strain Gauge Application in Soft Material Testing Sanita ... · Modification of strain gauge design can be done to reduce errors. Two correction coefficients are provided for manufacturers

Strain Gauge Application in Soft

Material Testing

1. Introduction

Sanita Zike [email protected]

Composite Materials and Mechanics Section

Department of Wind Energy

Technical University of Denmark

Risø Campus, Roskilde,

Denmark

Lars P.

Mikkelsen [email protected]

2. Methods

Elastic modulus of specimen

Specimen dimension

Strain gauge dimension

Elastic and plastic

deformation

Length

1.5 - 10 mm

Thickness

3.8 - 5.0 µm

Pattern modification

(elongation of end-loops)

Length

25 – 150 mm

Width

10 – 25 mm Thickness

1 – 30 mm

Gauge factor correction:

actualal

calibrated

osg

speco

GFGF

RR

RRC

1

/

/

C

GFGF calibrated

actual

2D 3D

Problem:

Experimentally discrepancy between strain measurement methods as strain gauge

and extensometers (both clip on and laser) is observed.

What is affecting strain gauge measurement errors?

What correction methods can be used for strain gauge measurements?

Tasks:

How errors vary with strain gauge type?

How much errors are affected by specimen geometry and stiffness?

What is the impact of plastic deformation on strain gauge measurements?

Conclusions:

Sufficiently large errors are observed even for relatively stiff specimens (composites).

Major impact is by strain gauge length and specimen thickness.

Modification of strain gauge design can be done to reduce errors.

Two correction coefficients are provided for manufacturers gauge factor adjustment.

Increasing deformation above elastic region, strain gauge errors tend to decrease due to plastic deformation of constantan.

4. Results

4.1. Strain Distortions

Strains below strain gauge

are smaller than sample is

actually experiencing

Strain field is distorted due

to stiff-soft material

transition

4.2. The Effect of Specimen and Strain Gauge Dimensions

Shorter strain gauge prone to

larger measurement error

Strain field in thin sample

is more affected by strain gauge

Acknowledgements:

This research was supported by the Danish Centre for Composite Structure and Materials for Wind Turbines

(DCCSM), grant no. 09-067212, from the Danish Strategic Research Council (DSF).

References:

1. S. Zike, L. P. Mikkelsen, Correction of gauge factor for strain gauges used in soft material testing (submitted in 2012)

2. Ajovalasit and B. Zuccarello. Local Reinforcement Effect of a Strain Gauge Installation on Low Modulus Materials. The

Journal of Strain Analysis for Engineering Design, 40(7):643–653, April 2005.

3. G. Luyckx, E. Voet, W. De Waele, and J. Degrieck. Multi-axial strain transfer from laminated CFRP composites to embedded

Bragg sensor: I. Parametric study. Smart Materials and Structures, 19(10):105017, October 2010.

4.3. Modification of Strain Gauge Pattern

The effect of distorted strain

fields is reduced by

elongating end-loops.

4.4. Plastic deformation

Strain differences tend to

decrease with plastic

deformation

For test specimen with

Espec = 10 GPa and tspec = 15 mm

error is reduced

from 1.6% to 0.5%

Parameter study:

Experimental results show

similar tendency to simulation

𝐶 = 𝐶0 + 𝐴𝐿𝑔𝑎𝑢𝑔𝑒

𝑡𝑐𝑟 − 𝑡𝑠𝑝𝑒𝑐𝑡𝑐𝑟𝑡𝑠𝑝𝑒𝑐

, 𝑡𝑠𝑝𝑒𝑐 < 𝑡𝑐𝑟

𝐶0, 𝑡𝑠𝑝𝑒𝑐 > 𝑡𝑐𝑟