ПА6-ЛПО-Т18 - тальконаполненный окрашенный пластифицирован-ный композиционный материал, отличается повышенной стабильностью размеров, стойкостью к деформации, износостойкостью. Рекомендуется для изготовления деталей конструкционного, антифрикционного и электротехнического назначения, требующих повышенной размерной точности.
ПА6.6 - отличается устойчивостью к высокой температуре и высокой прочностью при растяжении. Его основными свойствами являются высокая стойкость к топливным материалам, маслам, жирам, большинству органических растворителей и щелочей. Имеет более низкое водопоглощение, чем ПА6. Используется в автомобилестроении.
Температура плавления, °С
|
214
|
Электрическая прочность, КВ/мм
|
25,0
|
Изгибающее напряжение при заданной величине прогиба, МПа
|
94
|
ПА66-2 - термостабилизированный продукт поликонденсации гексаметилендиамида и адипиновой кислоты. Отличается высокими прочностными свойствами, теплостойкостью, деформационной стабильностью. Устойчив к действию щелочей, масел, бензина. Используется для изготовления деталей, работающих при повышенных механических и тепловых нагрузок в электротехнической промышленности.
Температура плавления, °С
|
254-260
|
Изгибающее напряжение при заданной величине прогиба, МПа
|
81
|
Электрическая прочность, КВ/мм
|
20
|
прочности полиамида и металла.
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)
Полиамид 66-GF 40 (s = 235 Н / мм2, r = 1,45 г / см3);
Полиамид 66-GF 50 (s = 260 Н / мм2, r = 1,56 г / см3);
Полиамид 66-GF 60 (s = 285 Н / мм2, r = 1,69 г / см3);
Полиамид 66-CF 40 (s = 307 Н / мм2, r = 1,33 г / см3);
Сталь (s = 370 Н / мм2, r = 7,40 г / см3);
Алюминий (s = 270 Н / мм2, r = 2,80 г / см3);
Цинк (s = 345 Н / мм2, r = 6,00 г / см3);
Магний (s = 225 Н / мм2, r = 1,80 г / см3).
где, r - плотность материала, s - предел прочности.
PA 66 - тип промышленного полимера;
GF - стеклонаполнитель (Glass Fibers);
CF - углеродный наполнитель (Carbon Fibers);
40, 50, 60 - процентное содержание (по весу) волокон стекла или углерода.
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