Hello,
I want to define creep using Bailey-Norton law. I found material parameters in literature for the parameter A given in units MPa^(-n) s^(-m-1). Could you please help me how to convert the given value for A to the SI units? The values are shown in the attached figure.
Kind regards
Asim
Hi Asim!
Have not worked through the paper but it seems like equation 6 in this paper might help: [PDF] The Application of the Norton-Bailey Law for Creep Prediction Through Power Law Regression | Semantic Scholar - also when using the powerlaw for \dot{\epsilon} you can use a reference stress to make A non-dimensional which gives you something that is in SI units. Maybe someone else can add some more thoughts here 
Let me know if my impetus helped here.
Best,
Jousef
Thanks Hamza! Yes I was looking for this.
@jousefm The paper seems interesting. Certainly, I will go through it.
Thanks for your prompt responses.
Kind regards
Asim
I think the key is to know the units of A. For Strain hardening case, the units of A are as shown below.
