PROTEX 10V, 10mil Latex Saturated Paper with Vinyl Coat on One Side 36" x 60YDS
Hisco #:10V-36X60-32518
MFG #:10V-36X60
$
Manufacturer Estimated Lead Time When Not In Stock: 36 days
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1
The Mask-Off 10V-36X60 is a 10 mil latex saturated paper designed to protect acrylic windows, canopies, windshields, bare metals and painted surfaces. PROTEX 20VS has a vinyl coat that can withstand more abrasion than similar papers and was manufactured to meet rigid specifications of the aircraft industry.
Mask-Off 10V-36X60 Features:- PROTEX 10V can be die-cut with a liner if desired
- PROTEX 10V is used where more adhesion than PROTEX VS is needed
- PROTEX 10V is not intended for fly-away applications
- Adhesion to steel, oz./in. width: 30 - 40 (-5/+7)
- Thickness, mils: 9 - 12
- Elongation: % M.D. 3.0 min
- Tensile Strength: lbs/inch, M.D. 35-45 min
- Elmendorf Tear, grams, MD: 229 min
- Basis wt., lbs./3,000 sq. ft.: 80 - 100
- Liner: Flat
Product Description
Technical Information
SDS/TDS
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Product Description
The Mask-Off 10V-36X60 is a 10 mil latex saturated paper designed to protect acrylic windows, canopies, windshields, bare metals and painted surfaces. PROTEX 20VS has a vinyl coat that can withstand more abrasion than similar papers and was manufactured to meet rigid specifications of the aircraft industry.
Mask-Off 10V-36X60 Features:- PROTEX 10V can be die-cut with a liner if desired
- PROTEX 10V is used where more adhesion than PROTEX VS is needed
- PROTEX 10V is not intended for fly-away applications
- Adhesion to steel, oz./in. width: 30 - 40 (-5/+7)
- Thickness, mils: 9 - 12
- Elongation: % M.D. 3.0 min
- Tensile Strength: lbs/inch, M.D. 35-45 min
- Elmendorf Tear, grams, MD: 229 min
- Basis wt., lbs./3,000 sq. ft.: 80 - 100
- Liner: Flat
Technical Information
Brand: Mask-Off
Weight: 37
Country Of Origin: US
Harmonized Code: 4821.90.2000
Additional Resources
$
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1