Kendall tau rank correlation coefficient: Difference between revisions

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The '''Hollomon–Jaffe parameter''', or '''HP''', describes the effect of a [[heat treatment]] at a [[temperature]] for a certain time.<ref Name="Brooks">{{cite book
|title=Principles of the heat treatment of plain carbon and low alloy steels
|last=Brooks
|first=Charlie
|authorlink=Charlie R. Brooks
|year=1996
|publisher=ASM International
|isbn=0871705389
|page=158
|url=http://books.google.com/books?id=fVIlbCFTodgC&pg=PA158&dq=%22Hollomon-Jaffe+parameter%22&hl=en&ei=MM_STNDEGsOblgeJ4M3vDQ&sa=X&oi=book_result&ct=result&resnum=2&ved=0CCwQ6AEwAQ#v=onepage&q=%22Hollomon-Jaffe%20parameter%22&f=false }}</ref>
 
==Effect==
The effect of the heat treatment depends on its temperature and its [[time]]. The same effect can be achieved with a low temperature and a long holding time, or with a higher temperature and a short holding time.
 
==Formula==
In the Hollomon–Jaffe parameter, This exchangeability of time and temperature can be described by the following formula:
 
:<math>H_p = \frac {(273.15 + T)}{1000} \cdot (C + \log(t)) </math>
 
This formula is not consistent concerning the units; the parameters must be entered in a certain manner. ''T'' is in degrees Celsius. The argument of the [[Logarithm|logarithmic function]] has the unit [[hour]]s. ''C'' is a parameter unique to the material used. The Hollomon parameter itself is [[Dimensionless quantity|unitless]] and realistic numeric values vary between 15 and 21.
 
:<math>H_p = T (C + \log(t)) \,</math>
 
where ''T'' is in [[kilokelvin]]s, ''t'' is in hours, and ''C'' is the same as above.
 
==See also==
* [[Zener–Hollomon parameter]]
 
==References==
{{reflist}}
 
{{DEFAULTSORT:Hollomon-Jaffe Parameter}}
[[Category:Metal heat treatments]]
 
[[hu:Hollomon–Jaffe-paraméter]]

Latest revision as of 19:47, 28 December 2014

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