What is the ASTM A513 equivalent material?
ASTM A513 Equivalent is DIN 17175 Grade 16Mo5, ASTM A513, ASME SA513 ASTM A513 specification covers electric-resistance-welded carbon steel tubing for use as mechanical and ornamental tubing.
What is the difference between A512 and A513?
ASTM A513 specified for Resistance Welded (ERW) carbon and alloy Electric mechanical tubing, while ASTM A512 covers cold drawn buttweld carbon steel mechanical tubing, ASTM A519 is a standard specification for Seamless Carbon and Alloy Steel Mechanical Tubing.
Chemical Properties
Grade Designation |
Carbon |
Manganese |
Phosphorus, max. |
Sulfur, max. |
1008 |
0.10 max. |
0.50 max. |
0.035 |
0.035 |
1010 |
0.05 – 0.15 |
0.30 – 0.60 |
0.040 |
0.050 |
1020 |
0.15 – 0.25 |
0.30 – 0.60 |
0.040 |
0.050 |
Mechanical Properties
Hardness Limits and Tensile Properties for Round Tubing |
Yield Strength, ksi (Mpa), min. |
Ultimate Strength, ksi (Mpa), min. |
Elongation in 2 in. or 50 mm, %, min. |
RB min. |
Grade Designation |
|
|
|
|
1008 |
30 (207) |
42 (290) |
15 |
50 |
1010 |
32 (221) |
45 (310) |
15 |
55 |
1015 |
35 (241) |
48 (331) |
15 |
58 |
1020 |
38 (262) |
52 (359) |
12 |
62 |
Wall Thickness
Wall Thickness (inches) {Birmingham Wire Gage} |
.375 to 0.875 inclusive |
Over 0.875 inch to 1.875 inch, Inclusive |
Over 1.875 inch to 3.750 inch, Inclusive |
Over 3.750 inch to 5.000 inch, Inclusive |
Over 5.000 inch to 6.000 inch, Inclusive |
Over 6.000 inch to 8.000 inch, Inclusive |
Over 8.000 inch to 10.000 inch, Inclusive |
Over 10.000 inch to 12.000 inch, Inclusive |
0.022 {24} |
+ 0.001 / – 0.005 |
+ 0.001 / – 0.005 |
….. |
….. |
….. |
…… |
…… |
…… |
0.028 {22} |
+ 0.001 / – 0.005 |
+ 0.001 / – 0.005 |
….. |
….. |
….. |
…… |
…… |
…… |
0.035 {20} |
+ 0.002 / – 0.005 |
+ 0.001 / – 0.005 |
+ 0.001 / – 0.005 |
….. |
….. |
…… |
…… |
…… |
0.042 {19} |
+ 0.002 / – 0.006 |
+ 0.001 / – 0.006 |
+ 0.001 / – 0.006 |
….. |
….. |
…… |
…… |
…… |
0.049 {18} |
+ 0.003 / – 0.006 |
+ 0.002 / – 0.006 |
+ 0.002 / – 0.006 |
….. |
….. |
…… |
…… |
…… |
0.065 {16} |
+ 0.005 / – 0.007 |
+ 0.004 / – 0.007 |
+ 0.004 / – 0.007 |
+ 0.004 / – 0.007 |
+ 0.004 / – 0.007 |
…… |
+ 0.004 / – 0.008 |
…… |
0.072 {15} |
+ 0.006 / – 0.007 |
+ 0.005 / – 0.007 |
+ 0.004 / – 0.007 |
+ 0.004 / – 0.007 |
+ 0.004 / – 0.008 |
…… |
…… |
…… |
0.083 {14} |
+ 0.006 / – 0.007 |
+ 0.005 / – 0.007 |
+ 0.004 / – 0.007 |
+ 0.004 / – 0.007 |
+ 0.004 / – 0.008 |
+ 0.004 / – 0.008 |
+ 0.004 / – 0.008 |
+ 0.004 / – 0.008 |
0.095 {13} |
+ 0.006 / – 0.007 |
+ 0.005 / – 0.007 |
+ 0.004 / – 0.007 |
+ 0.004 / – 0.007 |
+ 0.004 / – 0.008 |
+ 0.004 / – 0.008 |
+ 0.004 / – 0.008 |
+ 0.004 / – 0.008 |
0.109 {12} |
….. |
+ 0.006 / – 0.008 |
+ 0.005 / – 0.008 |
+ 0.005 / – 0.008 |
+ 0.005 / – 0.009 |
+ 0.005 / – 0.009 |
+ 0.005 / – 0.009 |
+ 0.005 / – 0.009 |
0.120 {11} |
….. |
+ 0.007 / – 0.008 |
+ 0.006 / – 0.008 |
+ 0.005 / – 0.008 |
+ 0.005 / – 0.009 |
+ 0.005 / – 0.009 |
+ 0.005 / – 0.009 |
+ 0.005 / – 0.009 |
0.134 {10} |
….. |
+ 0.007 / – 0.008 |
+ 0.006 / – 0.008 |
+ 0.005 / – 0.008 |
+ 0.005 / – 0.009 |
+ 0.005 / – 0.009 |
+ 0.005 / – 0.009 |
+ 0.005 / – 0.009 |