Lum S K, Duncan-Hewitt W C
Faculty of Pharmacy, University of Toronto, Ontario, Canada.
Pharm Res. 1996 Nov;13(11):1739-45. doi: 10.1023/a:1016465412544.
The objective of our work was to evaluate the elastic modulus through ultrasonic testing of poly(methyl methacrylate-co-methacrylic acid) (PMMA/coMAA), a viscoelastic polymer similar to the commercial Eudragit, to calculate this modulus, assuming a regular arrangement of interacting groups, and ultimately, assess the accuracy of microindentation as a means of evaluating elasticity in very small samples.
Knoop indentation testing was performed on cast samples using a Tukon testing apparatus. Solid density and pulse echo testing employing a damped 15 MHz transducer served to quantify the elastic moduli. Using the Hoy method of calculation for molar attraction constants, and assuming pairwise addition, the modulus was calculated and compared with typical experimental values for amorphous and crystalline polymers.
Acoustic testing resulted in an average elastic modulus value of 5.67 +/- 0.2 GPa for this copolymer, which concurs with literature values for PMMA. Acoustically derived experimental moduli when normalized and plotted against calculated values, resulted in a relationship, E/(1 - 2v) = 17.0 (Ecoh + xc delta Hm)/V + 6.9, similar to that predicted in theory.
Indentation contact modeling does not adequately describe the real recovery under indentation. In contrast, acoustic testing of pharmaceutical materials affords a simple, reproducible means of characterizing moduli without impairing structural integrity. Acoustically derived moduli further afford insight into the intermolecular interactions, as expressed by the interaction energy terms.
我们工作的目标是通过对聚(甲基丙烯酸甲酯 - 共 - 甲基丙烯酸)(PMMA/coMAA)进行超声测试来评估其弹性模量。PMMA/coMAA是一种与市售Eudragit类似的粘弹性聚合物。假设相互作用基团呈规则排列来计算该模量,并最终评估微压痕作为评估非常小样品弹性的一种方法的准确性。
使用图康测试仪器对浇铸样品进行努氏压痕测试。采用固体密度和使用阻尼15MHz换能器的脉冲回波测试来量化弹性模量。使用霍伊计算摩尔吸引常数的方法,并假设成对相加,计算模量并与无定形和结晶聚合物的典型实验值进行比较。
声学测试得出该共聚物的平均弹性模量值为5.67±0.2GPa,这与PMMA的文献值一致。将声学推导的实验模量归一化并与计算值作图时,得到一种关系,E/(1 - 2v) = 17.0 (Ecoh + xc delta Hm)/V + 6.9,类似于理论预测的关系。
压痕接触建模不能充分描述压痕下的实际恢复情况。相比之下,对药物材料进行声学测试提供了一种简单、可重复的表征模量的方法,而不会损害结构完整性。声学推导的模量还能进一步深入了解由相互作用能项表示的分子间相互作用。