Hayden L
Civil/Environmental
- Nov 16, 2023
- 1
Hi Everyone,
Thankyou in advance for any guidance.
Essentially a scheme I am working on requires me to install a sheet pile retaining in a residential area.
I am happy with the design of the sheet pile itself against surcharge.
My question is, when the steel sheet piles are driven into the ground, will there be sufficient distance from the piling area to any neighbouring structure(s) which could be effected by vibration and cause damage.
My research so far...
BS 5228-2:2009 states when peak particle velocity (PPV) is below 12.5mm/s then the probability of damage tends towards zero.
My question is: is there a formula of finding what my PPV will be. im assuming i'll need information on geology, length of retaining wall, acceleration? and distance from 'blast' to closest structure.
Most of the information i'm reading is stating that im required to begin the driven pile process where i can determine a PPV value at a distance, from that distance i can then use another formula to find the attenuation.
any help is appreciated
Thankyou in advance for any guidance.
Essentially a scheme I am working on requires me to install a sheet pile retaining in a residential area.
I am happy with the design of the sheet pile itself against surcharge.
My question is, when the steel sheet piles are driven into the ground, will there be sufficient distance from the piling area to any neighbouring structure(s) which could be effected by vibration and cause damage.
My research so far...
BS 5228-2:2009 states when peak particle velocity (PPV) is below 12.5mm/s then the probability of damage tends towards zero.
My question is: is there a formula of finding what my PPV will be. im assuming i'll need information on geology, length of retaining wall, acceleration? and distance from 'blast' to closest structure.
Most of the information i'm reading is stating that im required to begin the driven pile process where i can determine a PPV value at a distance, from that distance i can then use another formula to find the attenuation.
any help is appreciated