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Final Report - Strategic Environmental Research and Development ...

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5.4.4 Results <strong>and</strong> Discussion.<br />

5.4.4.1 Effect of coating thickness on stress at fracture of blank primer.<br />

Blistering is unfortunately a common phenomenon in coated samples. Most of the primers used<br />

in aerospace application are solvent-based epoxy primers, which are characterized by having low<br />

elongation <strong>and</strong> high stiffness <strong>and</strong> therefore they are brittle. The purpose of primer application is<br />

to create a pigmented slightly permeable barrier that adheres to the substrate. The pigments are<br />

present for corrosion inhibition <strong>and</strong> therefore the primer needs to be slightly permeable for the<br />

pigment to solubilize <strong>and</strong> inhibit corrosion of the substrate. However, blisters can be created due<br />

to an internal pressure, which can be driven by osmotic blistering. A blister in a coated sample<br />

can be assumed to be a spherical cap. If the pressure inside the blister increases, the stress can<br />

reach the fracture stress <strong>and</strong> produce at least a microdefect, which will expose the substrate to the<br />

corrosive environment. Therefore, the stress at fracture is an important mechanical property of<br />

the primer that needs to be studied <strong>and</strong> no other test offers a better simulation of a blister than the<br />

BT.<br />

Samples were coated with blank primer for this specific study. The substrate was cleaned <strong>and</strong><br />

deoxidized 24 hours prior to primer application. Coated samples of different thicknesses were<br />

prepared by applying several layers of primer. Figure 4.4 shows representative behavior of the<br />

coated samples during the BT. The primer fractured for all of these samples. From the Griffith’s<br />

failure criterion, a crack will propagate if the strain energy release rate is equal or larger than a<br />

critical value. In this specific case, the crack is defined as the location where de-adhesion of the<br />

organic coating from the substrate occurred. Therefore, it is expected that the pressure x radius<br />

product, pxr, would reach a critical value that would be kept constant if the energy is continually<br />

supplied to the system. When that critical value is reached <strong>and</strong> maintained, the crack propagates.<br />

This critical value should be achieved at the highest pressure. However, the product Pxr<br />

increased during the test without reaching a plateau <strong>and</strong> the radius started increasing after 10,700<br />

seconds, before reaching the maximum pressure. This onset of blister growth before the<br />

maximum pressure has been found by other authors. Gent [3], Kappes [4], <strong>and</strong> Wang [5] found it<br />

in pressure-sensitive tapes adhered to PMMA <strong>and</strong> Teflon, carbon steel, <strong>and</strong> PMMA respectively.<br />

This behavior has been related to the visco-elastic properties of the adherent layer. The criterion<br />

that will be used to determine adhesion strength will be to take the maximum pxr value.<br />

Nevertheless, there is not enough data to make these calculations due to the primer fracture. The<br />

pressure <strong>and</strong> radius at rupture were used to calculate the stress at fracture, which is calculated<br />

using the following equation [2],<br />

pa<br />

<br />

(Eq. 4.2)<br />

2t<br />

where σ is the stress in the blister, p is the pressure inside the blister, a is the radius of the sphere,<br />

<strong>and</strong> t is the primer thickness. The sphere radius can be calculated from the radius of the blister<br />

area on the substrate, r, <strong>and</strong> the blister height h:<br />

<br />

<br />

r<br />

2 2<br />

h<br />

a (Eq. 4.3)<br />

2h<br />

174

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