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Bolt Strength Grade Chart (4.6–12.9 + Stainless A2/A4)
Quick mechanical properties for ISO 898-1 / ISO 3506-1 property classes: proof strength Rp0.2, tensile strength Rm, Vickers hardness and governing standard for 7 property classes, sharing the same data source as the bolt torque chart family.
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Property Class Mechanical Properties Matrix
| Property Class | Proof strength Rp0.2 (MPa) | Tensile strength Rm (MPa) | Vickers hardness HV | Governing standard | Torque |
|---|---|---|---|---|---|
| 4.6 | 240 | 400 | 120–220 | ISO 898-1:2013 (GB/T 3098.1-2010) | View torque → |
| 4.8 | 340 | 420 | 130–220 | ISO 898-1:2013 (GB/T 3098.1-2010) | View torque → |
| 8.8 | 640 | 800 | 250–320 | ISO 898-1:2013 (GB/T 3098.1-2010) | View torque → |
| 10.9 | 940 | 1040 | 320–380 | ISO 898-1:2013 (GB/T 3098.1-2010) | View torque → |
| 12.9 | 1100 | 1220 | 385–435 | ISO 898-1:2013 (GB/T 3098.1-2010) | View torque → |
| A2-70 | 450 | 700 | — | ISO 3506-1:2020 (GB/T 3098.6-2014) | View torque → |
| A4-80 | 600 | 800 | — | ISO 3506-1:2020 (GB/T 3098.6-2014) | View torque → |
- 4.8: ISO 898-1:2013 Table 1 has no Rp0.2 column; value taken as Rpf,min = 340 (footnote e; GB/T 3098.1-2010 Table 2 is identical).
- 8.8 hardness shown for nominal diameter ≤16 mm (250–320 HV); for d > 16 mm the range is 255–335 HV.
- A2-70/A4-80 hardness: not specified for austenitic grades in ISO 3506-1:2009 / GB/T 3098.6-2014 Table 2 (shown as "—"); ISO 3506-1:2020 reference values A2-70: 210–300 HV, A4-80: 250–380 HV.
References
- ISO 898-1:2013 — Mechanical properties of fasteners made of carbon and alloy steel
- ISO 3506-1:2020 — Corrosion-resistant stainless steel fasteners (A2/A4)
- GB/T 3098.1-2010 — Mechanical properties of bolts, screws and studs (free full text)
- GB/T 3098.6-2014 — Mechanical properties of stainless steel bolts, screws and studs (free full text)
Calculation Basis
The torque chart family and calculator take grade proof strength Rp0.2 (min) as input and use the K-factor method T = K·D·F with target preload = 70% of Rp0.2 × thread stress area; grade 10.9 proof strength is the ISO 898-1:2013 Table 1 minimum of 940 MPa (corrected by cross-acceptance 2026-08-31).
Boundary: this chart is a quick reference of published standard values; actual product mechanical properties are verified by the manufacturer's test report. Follow the design documents for selection and assembly.
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FAQ: Bolt Strength Grades
How do you read bolt property classes such as 8.8, 10.9 and 12.9?
The two numbers encode strength. The first is the nominal tensile strength Rm divided by 100 — 8.8 gives about 800 MPa — and the second is the yield-to-tensile ratio times 10 (0.8 for 8.8). The matrix above uses the ISO 898-1:2013 Table 1 minima: 8.8 → Rp0.2 640 MPa / Rm 800 MPa; 10.9 → Rp0.2 940 MPa / Rm 1040 MPa; 12.9 → Rp0.2 1100 MPa / Rm 1220 MPa. Note that for 10.9 and 12.9 the standard minimum is slightly higher than the class arithmetic.
What is the difference between proof strength Rp0.2 and tensile strength Rm?
Rp0.2 is the 0.2% offset proof strength — the stress at which the bolt starts to yield and no longer returns to its original length; Rm is the strength at break. For class 8.8 the ISO 898-1 minima are Rp0.2 640 MPa and Rm 800 MPa. Tightening torque is estimated from Rp0.2 (target preload = 70% of Rp0.2 × thread stress area), so the yield column drives torque, not the breaking load. Class 4.8 is a special case: Table 1 has no Rp0.2 column, so this chart uses Rpf,min 340 MPa.
How does Vickers hardness relate to the property class?
Hardness is the fastest shop-floor check behind a class: ISO 898-1:2013 Table 4 gives HV ranges of 120–220 for 4.6, 130–220 for 4.8, 250–320 for 8.8, 320–380 for 10.9 and 385–435 for 12.9. The 8.8 range is diameter-dependent: 250–320 HV up to 16 mm nominal diameter, 255–335 HV above. Austenitic A2-70 and A4-80 have no hardness requirement in ISO 3506-1:2009 / GB/T 3098.6-2014 Table 2, which is why the matrix shows no HV value for those two classes.
Which nut property class matches each bolt class?
Match the nut class to the bolt class: class 8 nuts (ISO 4032) are the standard pairing for 8.8 bolts, class 10 for 10.9 and class 12 for 12.9. The rule behind it is that the nut must be able to develop the bolt's minimum tensile load — an under-strength nut strips first and turns a ductile bolt failure into a sudden one. Stainless A2-70/A4-80 are normally paired with A2/A4 nuts of the same grade family. Nut height and thread tolerance depend on the nut type: check ISO 4032 (style 1) or ISO 4033 (style 2) for what you order.
How do I find the tightening torque for a class in this chart?
Follow the View torque link at the end of any row: it opens the M12 bolt torque chart with that class highlighted. The torque family covers 6 classes (4.8, 8.8, 10.9, 12.9, A2-70, A4-80), giving a min–typical–max range for each friction state, and its figures come from the same source as this matrix — K-factor method T = K·D·F with target preload 70% of Rp0.2. Class 4.6 is not on the torque axis (low-strength, rarely tightened to a spec).
Torque by Grade: Bolt Torque Chart Family
Each size page covers 6 property classes with coarse/fine thread torque matrices (min–typical–max, N·m/ft·lb). Use the per-class links above to jump to the highlighted row, or pick a size below:
Related References
Bolt Torque Calculator
Enter size, class and friction state for min / typical / max tightening torque — the calculation behind every figure in the torque chart family.
M12 Bolt Torque Chart
The class × friction matrix this chart links to: 6 property classes for each friction state, coarse and fine thread, N·m and ft·lb.
M12 Bolt Weight Chart
Per-piece and per-1,000-pcs weights for the same size, including the matching nut and washer.
Steel Structure Fastener Procurement Specification
How 8.8 and 10.9 bolts are specified, inspected and accepted for steel structure connections, with the failure cases behind those rules.
Disclaimer: this chart is a quick reference of engineering estimation and published standard values for selection only. It does not constitute assembly instructions or acceptance criteria.