A
a.e.s
Good evening!!
i have recently been looking into earth electrode systems, which got me onto reading BS 7430:2011. I am hoping that someone on here can clear a few things up for me.
First of all, is there a reason why BS 7430:2011 makes no reference at all to non homogeneous soil types? It seems crazy to assume that for the depth of an electrode, the electrode will only encounter one soil type.
Is it generally assumed that a comprehensive site survey including soil report shall be carried out??
Which leads me onto my next question, I have come across the following formula for calculating apparent soil resistivity;
p(a)=apparent resistivity (ohm metres)
p1=top layer soil resistivity
p2=bottom layer soil resistivity
K=reflection factor coefficient= (p2-p1)/(p2+p1)
n=number of electrodes
h=depth of the top layer of soil
s=distance apart of the rods
p(a)=p1(1+4*(sum of the following (between the limits of n-1 and infinity) (K^n/(sqrt1+(2n(h/s))^2)-(K^n/(sqrt4+(2n(h/s))^2)
I think it is taken directly from the IEEE, and playing around with it on excel was giving realistic values. However, I am curious as to why if the number and spacing of the rods is relevant to this formula, how come a variable for the length and diameter is not necessary?
Regards
i have recently been looking into earth electrode systems, which got me onto reading BS 7430:2011. I am hoping that someone on here can clear a few things up for me.
First of all, is there a reason why BS 7430:2011 makes no reference at all to non homogeneous soil types? It seems crazy to assume that for the depth of an electrode, the electrode will only encounter one soil type.
Is it generally assumed that a comprehensive site survey including soil report shall be carried out??
Which leads me onto my next question, I have come across the following formula for calculating apparent soil resistivity;
p(a)=apparent resistivity (ohm metres)
p1=top layer soil resistivity
p2=bottom layer soil resistivity
K=reflection factor coefficient= (p2-p1)/(p2+p1)
n=number of electrodes
h=depth of the top layer of soil
s=distance apart of the rods
p(a)=p1(1+4*(sum of the following (between the limits of n-1 and infinity) (K^n/(sqrt1+(2n(h/s))^2)-(K^n/(sqrt4+(2n(h/s))^2)
I think it is taken directly from the IEEE, and playing around with it on excel was giving realistic values. However, I am curious as to why if the number and spacing of the rods is relevant to this formula, how come a variable for the length and diameter is not necessary?
Regards