Machine |
Description |
Specification |
No of Unit |
To Validate |
![ShearTest Machine](/data/cms/images/v5.png) |
Shear Test Machine |
Max 40,000lbs |
1 |
-
Pressure (psi)for Shear Screws
|
![Mitutoyo CMM CRYSTA-APEX S7106](/data/cms/images/v14.png) |
Mitutoyo CMM
CRYSTA-APEX S7106 |
X=700MM
Y=1000MM
Z=600MM |
1 |
|
![Image Dimension Measurement System -IM-6120](/data/cms/images/v13.png) |
Image Dimension
Measurement System-IM-6120 |
X=100MM / Z=30MM |
1 |
|
![ClarkHardness Tester](/data/cms/images/v2.png) |
Clark Hardness Tester |
HRA,HRB & HRC |
1 |
-
Material/Product
-
Hardness (HRB & HRC)
|
![King Brinell Hardness Tester](/data/cms/images/v15.png) |
King Brinell Hardness Tester |
HRB |
1 |
|
![Mic Track](/data/cms/images/v1.png) |
Mic Track |
IT 6000 & PD 8001 |
1 |
|
![Roughness Tester](/data/cms/images/v16.png) |
Roughness Tester |
X= 1" |
1 |
-
Surface Finishing Roughness,Waviness,etc
|
![REX Profile Projector](/data/cms/images/v3.png) |
Rec Profile Projector |
X=200mm
Y=100mm |
1 |
|
![Thread Comparator (PitchDiameter size & Functional size)](/data/cms/images/v6.png) |
Thread Comparator
(Ptich Diameter Size & Functional Size) |
01.190" -1.000" |
1 |
-
Thread Conditions & Ptich Diameter
|
![](/data/cms/images/1511704651_dsc_0283(2).jpg) |
Pitch Diameter |
Thread Size |
3 |
|
![MitutoyoHeight Gage HDM-24" AX](/data/cms/images/v4.png) |
Mitutoyo Height gage
HDM-24"AX |
Max 24" |
1 |
|
![Tri Roll ThreadGage](/data/cms/images/v7.png) |
Tri Roll Thread Gage |
0.375" & 0.5" |
1 |
|
![OD Micrometer](/data/cms/images/v8.png) |
OD Micrometer |
0 - 12" |
1 |
|
![Ring Gages](/data/cms/images/v10.png) |
Ring Gages |
Various Sizes |
1 |
|
![Plug Gages](/data/cms/images/v11.png) |
Plug Gage |
Various Sizes |
1 |
|
![STUD ACME Comb Gage](/data/cms/images/v12.png) |
STUD ACME Comb Gage |
Various Sizes |
1 |
|
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) 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FORMTRACER
Model: C-3200
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X = 100 mm
Z = 700 mm
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1
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![](/data/cms/images/OASIS.jpg) |
OASIS
measurement machine
Model:
Elite & CORE X2
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Measurement Scale:
1) Elite: 1” x 1”
2) CORE X2: 3.30” X
2.70”
Accuracy: +/-0.0001”
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1
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DIGIMAR Digital Heigh gauge
Model: 816 CL
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Measurement length: 600mm
Accuracy: 0.00004”
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1
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-
Height measurement dimension
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Mitutoyo CMM
Model:
CRYSTA-APEX S9106
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X = 900 mm
Y = 1000 mm
Z = 600 mm
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1
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TEST RESOURCESS
Compression test machine (Shear test)
Model:
326 (300kN) & 326 (500kN)
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Max load:
1) 300kN (67500 lbf)
2) 500kN (112,404 lbf)
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2
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CLARK CPT
Portable Hardness tester
Model:
CPT & CPT XL
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Maximum diameter testing:
1) CPT: Up to 4”
2) CPTXL: Up to 12”
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2
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