SivanG
Materials
- May 25, 2023
- 3
Hello,
I am trying to create a verification formula based on ASTM E10 section 7.6.4:
"When indentations are made on a curved surface, the
minimum radius of curvature1 of the surface shall be two and a
half times the diameter of the ball2. Indentations made on
curved surfaces may be slightly elliptical rather than circular in
shape. The measurements of the indentation shall be taken as
the mean of the major and minor axes."
So here's the issue
1Rmin=b2/a
2Rmin=2.5D
"Shall be" implies equals to. I was expecting some sort of greater than or less than situation. it seems this scenario is highly unlikely!
Therefore
d902/d0=5D
So unless I'm not thinking through this correctly.. in a case where a 10mm ball is used, the only scenario where this equation is satisfied is when the ratio of d902/d0 comes out to exactly 50mm. for example d90= 10mm and d0=2mm.
This seems like a very strict requirement...
I am trying to create a verification formula based on ASTM E10 section 7.6.4:
"When indentations are made on a curved surface, the
minimum radius of curvature1 of the surface shall be two and a
half times the diameter of the ball2. Indentations made on
curved surfaces may be slightly elliptical rather than circular in
shape. The measurements of the indentation shall be taken as
the mean of the major and minor axes."
So here's the issue
1Rmin=b2/a
2a = minor axis = d0
2b = major axis = d90
=> Rmin=d902/2d0
2Rmin=2.5D
"Shall be" implies equals to. I was expecting some sort of greater than or less than situation. it seems this scenario is highly unlikely!
Therefore
d902/d0=5D
So unless I'm not thinking through this correctly.. in a case where a 10mm ball is used, the only scenario where this equation is satisfied is when the ratio of d902/d0 comes out to exactly 50mm. for example d90= 10mm and d0=2mm.
This seems like a very strict requirement...