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kinetic response of thermosetting adhesive systems to heat

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The slope <strong>of</strong> each regressed line reflects the <strong>adhesive</strong>s' reactivity; the steeper the slope the<br />

higher the <strong>adhesive</strong>’s reactivity. Humphrey and Ren (1989) coined the expression 'reactivity<br />

index' (Ri) <strong>to</strong> describe the bonding <strong>kinetic</strong>s <strong>of</strong> <strong>adhesive</strong> <strong>systems</strong>:<br />

Ri = -T * ln A (2)<br />

where T is the absolute Temperature (°K) and A is the rate <strong>of</strong> bond strength development<br />

(kPa*s -1 ).<br />

Linearity <strong>of</strong> the plot suggests that the bond strength development rate can be described by<br />

a first order chemical reaction. This analytical method is usually applied <strong>to</strong> chemical reactions<br />

but might be transferred <strong>to</strong> evaluate mechanical behaviour <strong>of</strong> <strong>thermosetting</strong> <strong>adhesive</strong>s. In order <strong>to</strong><br />

obtain activation energy values for the tested <strong>adhesive</strong> <strong>systems</strong> the reactivity index can be<br />

multiplied by the universal gas constant (R). Derived reactivity indices and activation energy<br />

values are presented in Table 2.<br />

Table 2. Reactivity index and activation energy values <strong>of</strong> for the four<br />

<strong>systems</strong> investigated.<br />

Adhesive System Reactivity Index<br />

Activation Energy<br />

[kJ/mol]<br />

ABES ABES DSC<br />

UF#2 8,70 72,3 95,5<br />

UF#3 7,68 63,9 85,0<br />

UFm#4 8,19 68.1 92,8<br />

UFm#5 7,41 61,6 84,0<br />

The activation energies <strong>of</strong> the tested <strong>adhesive</strong> <strong>systems</strong> from Table 2 determined with<br />

ABES and DSC might be compared by comparing relative ratios. Knowing that the <strong>adhesive</strong><br />

system UF#2 shows the highest activation energy values, these values are set <strong>to</strong> equal a ratio <strong>of</strong><br />

'1' for ABES and DSC separately. In Figure 6 the ratios <strong>of</strong> <strong>adhesive</strong> <strong>systems</strong> UF#3, UFm#4 and<br />

UFm#5 show good conformity when related <strong>to</strong> UF#2. Overall, activation energy values from the<br />

DSC method show slightly lower differences than do those determined with ABES. However,<br />

the determination <strong>of</strong> key ratios with DSC and ABES might be a promising <strong>to</strong>ol <strong>to</strong> compare<br />

<strong>kinetic</strong> <strong>response</strong> <strong>of</strong> different <strong>adhesive</strong> <strong>systems</strong> <strong>to</strong> <strong>heat</strong>. Indeed, the results suggest that the ABES<br />

approach may prove more sensitive <strong>to</strong> small differences in <strong>adhesive</strong> formulation than DSC.<br />

Further, these limited results suggest that gelation time may be an unreliable predic<strong>to</strong>r <strong>of</strong><br />

subsequent bonding performance (after gelation).

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