deanzimmer
New member
- May 20, 2008
- 1
Hello Folks,
I'm looking at estimating potted insert strength in sandwich panels, using ESA PSS-03-1202, Insert Design Handbook, Issue 1, June 1987 and I have a question regarding a discrepancy in the text. I'm hoping somebody else has looked into this before.
Page 27 shows Gc = Gw/3 for an effective core shear modulus.
Page 373 lists Gc = shear modulus of the facings.
Gc is used in the "alpha" equation on page 373; alpha = sqrt[ Gc (h-c) I / (E f^2 If) ] for equal face sheets.
I believe Gc in the "alpha" equation should be the effective core shear modulus. Does anybody have any thoughts on this?
I looked at the US Forest Labs Report 1828 for Bending of a Circular Sandwich Plate Under Normal Load. There, G is defined as the core shear modulus and equation 32 uses G. Equation 32 is similar to the "alpha" equation for the Insert Design Handbook.
Equation 32: alpha^2 = G f^2 I/( E c f^2 If )
Thanks for your help in advance.
Regards,
Dean
I'm looking at estimating potted insert strength in sandwich panels, using ESA PSS-03-1202, Insert Design Handbook, Issue 1, June 1987 and I have a question regarding a discrepancy in the text. I'm hoping somebody else has looked into this before.
Page 27 shows Gc = Gw/3 for an effective core shear modulus.
Page 373 lists Gc = shear modulus of the facings.
Gc is used in the "alpha" equation on page 373; alpha = sqrt[ Gc (h-c) I / (E f^2 If) ] for equal face sheets.
I believe Gc in the "alpha" equation should be the effective core shear modulus. Does anybody have any thoughts on this?
I looked at the US Forest Labs Report 1828 for Bending of a Circular Sandwich Plate Under Normal Load. There, G is defined as the core shear modulus and equation 32 uses G. Equation 32 is similar to the "alpha" equation for the Insert Design Handbook.
Equation 32: alpha^2 = G f^2 I/( E c f^2 If )
Thanks for your help in advance.
Regards,
Dean