60 A DUROMETER URETHANE TUBE - BLACK
5/8" ID X 1" OD X 17" LONG P/N 12973
ITEM MAY HAVE SLIGHT BLEMISHES OR SURFACE IMPERFECTIONS
See physical properties below under PT60A
POLY
TECH INNOVATIONS
SPECIFICATION
SHEET
|
ASTM
STD.
|
PT40A
|
PT60A
|
PT80A
|
PT90A
|
PT95A
|
PT75D
|
Hardness, Shore A
|
D-2240
|
40
|
60
|
80
|
90
|
95
|
-
|
Shore D
|
D-2240
|
-
|
-
|
-
|
43
|
50
|
75
|
Tensile Strength, PSI
|
D-412
|
500
|
3500
|
3000
|
5500
|
6500
|
9700
|
Elongation,%
|
D-412
|
510
|
530
|
800
|
430
|
380
|
250
|
100% Modulus, PSI
|
D-412
|
90
|
280
|
400
|
1100
|
1800
|
4900
|
300% Modulus, PSI
|
D-412
|
200
|
390
|
625
|
2200
|
4300
|
-
|
Tear Strength, Split,
Lb/In
|
D-470
|
20
|
25
|
70
|
90
|
130
|
115
|
Tear Strength, Die C,
Lb/In
|
D-624
|
80
|
180
|
400
|
600
|
700
|
770
|
Abrasion Resistance
NBS Index
|
D-1630
|
-
|
45
|
110
|
175
|
300
|
475
|
Impact Resistance
(Izod) ft. lb./in.
|
D-256
|
-
|
-
|
-
|
-
|
-
|
5
|
Compression Set
Method B, %
|
D-395
|
38
|
6
|
45
|
30
|
36
|
-
|
Compression Set
Method A, %
|
D-395
|
-
|
-
|
-
|
-
|
-
|
15
|
Bashore Resilience, %
|
D-2632
|
8
|
32
|
60
|
42
|
40
|
44
|
Bell Brittle Point,
°F.
|
D-2137
|
-
|
-70
|
<-130
|
<-80
|
<-80
|
<-83
|
Coefficient of
Friction
|
D-1894
|
-
|
-
|
0.55
|
0.45
|
0.30
|
0.11
|
Compression Modulus
5%, PSI
|
D-575
|
13.3
|
40
|
150
|
272
|
515
|
1796
|
Compression Modulus
10%, PSI
|
D-575
|
28.2
|
80
|
274
|
530
|
982
|
4509
|
Compression Modulus
15%, PSI
|
D-575
|
43.8
|
130
|
378
|
735
|
1372
|
5996
|
Compression Modulus
20%, PSI
|
D-575
|
-
|
180
|
492
|
940
|
1811
|
7266
|
Compression Modulus
25%, PSI
|
D-575
|
82.7
|
240
|
641
|
1240
|
2358
|
8433
|
Specific Gravity
|
D-792
|
-
|
1.16
|
1.08
|
1.11
|
1.13
|
1.21
|
Don't see the size you want, contact us for the item you want. We can do anything in polyurethane!!
Custom Formulas ranging from 10A to 85D, featuring TDI's or MDI's in polyethers or polyesters are available. Consult factory.
Durometer Chart (for reference 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