Application of partial factors
Dear Andrew
I recently attended one of your training courses in London (sheet piling design on the 11th December) which has been very useful. Since, I have been making reference to your book Decoding Eurocode 7 for further guidance.
I am working on the design of retaining structures and am confused by section 11.3.4 in your book (page 358). It suggests that an action (in this case from passive earth pressure) can be multiplied or divided by partial factors depending on whether it is treated as an action or a resistance. I cannot find the same claim in either Eurocode 0 or Eurocode 7. In Eurocode 7 section 2.4.7.3.3 Design Resistances, equations 2.7a to 2.7c, only characteristic material properties are divided by the relevant partial factor.
This concerns me as I have only ever assumed that characteristic actions can be multiplied by the relevant partial factor (e.g., favourable or unfavourable). Please can you provide me with the reference in the codes for the formulae provided in section 11.3.4 of your book.
Regards
David
I recently attended one of your training courses in London (sheet piling design on the 11th December) which has been very useful. Since, I have been making reference to your book Decoding Eurocode 7 for further guidance.
I am working on the design of retaining structures and am confused by section 11.3.4 in your book (page 358). It suggests that an action (in this case from passive earth pressure) can be multiplied or divided by partial factors depending on whether it is treated as an action or a resistance. I cannot find the same claim in either Eurocode 0 or Eurocode 7. In Eurocode 7 section 2.4.7.3.3 Design Resistances, equations 2.7a to 2.7c, only characteristic material properties are divided by the relevant partial factor.
This concerns me as I have only ever assumed that characteristic actions can be multiplied by the relevant partial factor (e.g., favourable or unfavourable). Please can you provide me with the reference in the codes for the formulae provided in section 11.3.4 of your book.
Regards
David