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PCD23

1 source records. Standards, editions and conditions are presented separately; matching grade names do not establish interchangeability.

Refer to each source for mass fractions and analysis type. Missing values are not treated as 0. Manufacturer typical values, standard guarantees and measured heat results must remain separate. Use the material selector for calculations and condition selection.

Open condition selection, comparison and carbon-equivalent tools for PCD23 →

PCD23 · Kobe Steel manufacturer specification (section 6-14)

Chemical composition source verified; this does not verify every standard clause, actual supply or measured heat results

Material category
Alloy steel
Subcategory
High-manganese non-magnetic steel
Material form
Wire rod
Original record status
Manufacturer source verified
Document edition
Publication edition not stated in the document
Document title
Wire rod and bar specification tables
Table / clause
6-14
PDF page references
33
Unit
Mass fraction (wt%)
Manufacturer
Kobe Steel

Carbon-equivalent reference

Estimate from manufacturer-published ranges, not a standard guarantee or measured heat result; formula applicability requires review against the application and process.

IIW / CEV: not directly applicable to this material category
Pcm (Ito–Bessyo): not directly applicable to this material category
CET: not directly applicable to this material category

Composition

ElementComposition requirement
C0.2 ~ 0.25
Si1.7 ~ 2.2
Mn22.5 ~ 24.5
P≤ 0.03 (lower limit not stated)
S≤ 0.01 (lower limit not stated)
Cu≤ 0.3 (lower limit not stated)
Ni2.8 ~ 3.3
Cr5.4 ~ 6.0

Applicability and limitations

Original composition for high-manganese nonmagnetic steel in the Kobe Steel catalogue, section 6-14 (PDF page 33), mass fractions wt%; This is not the original JIS/SAE standard. Actual supply and process applicability require separate confirmation.

Composition conditions

Verification notes

The original manufacturer table was checked cell by cell against the boundaries of the PDF table; Qualitative Addition has no numerical lower or upper limit.
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