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Gillmore Apparatus (C-095)
Gillmore Apparatus (C-095)
C-095  
- การทดสอบการก่อตัวซีเมนต์เพสต์ (Setting Time) แบบกิลโมร์ (Gillmore Test)
- ตามมาตรฐาน  ASTM C266 • ASTM C414
รายละเอียด
ชุดทดสอบระยะเวลาก่อตัวของซีเมนต์เพส แบบกิลโมร์ (Gillmore Test)
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)
- Initial setting time needle:
- Weight : 113.4 ± 0.5 g
- Tip : Ø 2.12 ± 0.05 mm
- Final setting time needle:
- Weight : 453.6 ± 0.5 g
- Tip : Ø 1.06 ± 0.05 mm
- Weight : 113.4 ± 0.5 g
- Tip : Ø 2.12 ± 0.05 mm
- Weight : 453.6 ± 0.5 g
- Tip : Ø 1.06 ± 0.05 mm
การทดสอบการก่อตัวซีเมนต์เพสต์ (Setting Time)
- ชุดทดสอบการหาค่าหดตัวของแท่งซีเมนต์
- ชุดทดสอบความข้นเหลวของซีเมนต์เพส โดยใช้เครื่องมือไวแคต (Vicat Apparatus)
- ชุดทดสอบระยะเวลาก่อตัวของซีเมนต์เพส แบบกิลโมร์ (Gillmore Test)