0.2% offset method
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prashant pansare
Aug 2, 2011, 10:59:22 AM8/2/11
to mat wel
| Dear All, In some of the materials we need to go for 0.2% offset method for Y.S. Why? & 0.2% of which value is to be calculated? Thanx & Regds, PSP |
Ramin Kondori
Aug 3, 2011, 1:13:51 AM8/3/11
to material...@googlegroups.com
Dear Prashantpan:
In some materials, the stress at which the material changes from elastic to plastic behavior is not easily detected.
In this case, the offset yield strength is determined. A line is constructed parallel to the initial portion of the stress-strain curve but offset by 0.002 in/in (0.2%) from the origin.
The 0.2% offset yield strength is the stress at which the constructed line intersects the stress-strain curve as shown:
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Regards
In some materials, the stress at which the material changes from elastic to plastic behavior is not easily detected.
In this case, the offset yield strength is determined. A line is constructed parallel to the initial portion of the stress-strain curve but offset by 0.002 in/in (0.2%) from the origin.
The 0.2% offset yield strength is the stress at which the constructed line intersects the stress-strain curve as shown:
Regards
Ramin Kondori 
QC/Welding Engineer
IWE AT 0070
--
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Ramin Kondori
Aug 3, 2011, 1:17:21 AM8/3/11
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The yield strength, corresponding to the yield point,
is often defined by an offset method. Line OA is drawn at slope E.
Point D corresponds to a definite or stated amount of permanent set,
usually 0.2 percent of the original gauge length, although 0.01, 0.1,
and 0.5 are occasionally used.
In the case of aluminum and of many other ductile materials, the onset of yield is not characterized by a horizontal portion of the stress-strain curve. Instead, the stress keeps increasing—although not linearly—until the ultimate strength is reached. Necking then begins, leading eventually to rupture. For such materials, the yield strength σy can be defined by the offset method. The yield strength at 0.2% offset, for example, is obtained by drawing through the point of the horizontal axis of abscissa ε = 0.2% (or ε = 0.002), a line parallel to the initial straight-line portion of the stress-strain diagram. The stress σy corresponding to the point y obtained in this fashion is defined as the yield strength at 0.2% offset.
A standard measure of the ductility of a material is its percent elongation, which is defined as:
where L0 and Lb denote, respectively, the initial length of the tensile test specimen and its final length at rupture corresponding to the breaking strength. The specified minimum elongation for a 2-in gage length for commonly used steels with yield strength up to 50 ksi is 21%. Note that this means that the average strain at rupture should be at least 0.21 in/in.
Another measure of ductility which is sometimes used is the percent reduction in area, defined as
where A0 and Ab denote, respectively, the initial cross-sectional area of the specimen and its minimum cross-sectional area at rupture corresponding to the breaking strength. For structural steel, percent reductions in area of 60 to 70 percent are common.
Regards
Ramin Kondori
In the case of aluminum and of many other ductile materials, the onset of yield is not characterized by a horizontal portion of the stress-strain curve. Instead, the stress keeps increasing—although not linearly—until the ultimate strength is reached. Necking then begins, leading eventually to rupture. For such materials, the yield strength σy can be defined by the offset method. The yield strength at 0.2% offset, for example, is obtained by drawing through the point of the horizontal axis of abscissa ε = 0.2% (or ε = 0.002), a line parallel to the initial straight-line portion of the stress-strain diagram. The stress σy corresponding to the point y obtained in this fashion is defined as the yield strength at 0.2% offset.
A standard measure of the ductility of a material is its percent elongation, which is defined as:
| Percent elongation = 100 |
|
where L0 and Lb denote, respectively, the initial length of the tensile test specimen and its final length at rupture corresponding to the breaking strength. The specified minimum elongation for a 2-in gage length for commonly used steels with yield strength up to 50 ksi is 21%. Note that this means that the average strain at rupture should be at least 0.21 in/in.
Another measure of ductility which is sometimes used is the percent reduction in area, defined as
| Percent reduction in area = 100 |
|
where A0 and Ab denote, respectively, the initial cross-sectional area of the specimen and its minimum cross-sectional area at rupture corresponding to the breaking strength. For structural steel, percent reductions in area of 60 to 70 percent are common.
Regards
Ramin Kondori
QC/Welding Engineer
IWE AT 0070
On Wed, Aug 3, 2011 at 8:45 AM, Ramin Kondori <ramink...@gmail.com> wrote:
Dear Prashantpan:
In some materials, the stress at which the material changes from elastic to plastic behavior is not easily detected.
In this case, the offset yield strength is determined. A line is constructed parallel to the initial portion of the stress-strain curve but offset by 0.002 in/in (0.2%) from the origin.
The 0.2% offset yield strength is the stress at which the constructed line intersects the stress-strain curve as shown:
Ramin Kondori
Aug 3, 2011, 1:15:00 AM8/3/11
to material...@googlegroups.com
Dear Prashantpan:
In some materials, the stress at which the material changes from elastic to plastic behavior is not easily detected.
In this case, the offset yield strength is determined. A line is constructed parallel to the initial portion of the stress-strain curve but offset by 0.002 in/in (0.2%) from the origin.
The 0.2% offset yield strength is the stress at which the constructed line intersects the stress-strain curve as shown:
In some materials, the stress at which the material changes from elastic to plastic behavior is not easily detected.
In this case, the offset yield strength is determined. A line is constructed parallel to the initial portion of the stress-strain curve but offset by 0.002 in/in (0.2%) from the origin.
The 0.2% offset yield strength is the stress at which the constructed line intersects the stress-strain curve as shown:
Regards
Ramin Kondori
QC/Welding Engineer
IWE AT 0070
On Wed, Aug 3, 2011 at 8:43 AM, Ramin Kondori <ramink...@gmail.com> wrote:
K.Babu
Aug 3, 2011, 7:02:48 AM8/3/11
to material...@googlegroups.com
Hi
Where you didn't get definite yield point, need to use this 0.2% offset method as design proof stress.
Thanks & regards,
K.Babu
prashant pansare
Aug 3, 2011, 9:56:30 AM8/3/11
to material...@googlegroups.com
| Dear Sir, Can u give one example for the same? Thanx & Regds, PSP --- On Wed, 3/8/11, Ramin Kondori <ramink...@gmail.com> wrote: |
K.Babu
Aug 3, 2011, 7:17:33 PM8/3/11
to material...@googlegroups.com
Hi PSP,
Did you witnessed the Tensile testing or done yourself at any time ?
If not go through the old reports, or may look into some spec. (ABS Modu Part 2 etc. ), they will explain about this .
K.Babu
Singapore
manpreet
Aug 4, 2011, 11:07:29 PM8/4/11
to material...@googlegroups.com
Hi,
generally it is not possible to determine yeild strength, so it is generally accepted that the stress which creates 0.2% elongation will be yeild stress.
Regards
Manpreet Singh
From: prashant pansare <prashan...@yahoo.co.in>
Sent: Thu, 04 Aug 2011 09:39:56
To: mat wel <material...@googlegroups.com>
Subject: [MW:12066] 0.2% offset method
| Dear All, In some of the materials we need to go for 0.2% offset method for Y.S. Why? & 0.2% of which value is to be calculated? Thanx & Regds, PSP |
To post to this group, send email to material...@googlegroups.com
To unsubscribe from this group, send email to materials-weld...@googlegroups.com
For more options, visit this group's bolg at http://materials-welding.blogspot.com/
The views expressed/exchnaged in this group are members personel views and meant for educational purposes only, Users must take their own decisions w.r.t. applicable code/standard/contract documents.
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