Sadik899
Mechanical
- Oct 9, 2013
- 4
Hi everyone,
I am trying to interpret the DNV-RP-B401 Cathodic Protection System Code. I am hoping someone could elaborate the following part, 'When the design life of the CP system exceeds the actual calculated life
of the coating system according to (6.4.2), fcm may be calculated as.....'
My understanding is that if tf is more than t, then we apply eq 2. But then how do we calculate t if we don't know f in eq 3.
Below is the statement:
6.4.4 Once a and b are defined, mean and final coating breakdown factors, fcm and fcf, respectively, to be used
for CP design purposes are to be calculated by introducing the CP design life, tf (yrs):
fcf = a + b · tf (eq 1)
For certain protection objects, with large uncoated surfaces, the initial coating breakdown factor, fci = a, may
be applied to calculate the initial current demand to include coated surfaces.
6.4.5 If the calculated value according to 6.4.4 exceeds 1,
fcf = 1 shall be applied in the design. When the design life of the CP system exceeds the actual calculated life
of the coating system according to (6.4.2), fcm may be calculated as:
fcm= 1-((1-a)^2/2btf) (eq 2)
6.4.2 The coating breakdown factor is a function of coating properties, operational parameters and time. As a
simple engineering approach, fc can be expressed as:
fc = a + b · t (eq 3)
where t (years) is the coating age and a and b are constants that are dependent on coating properties and the
environment.
Guidance note:
The effect of marine growth is highest in the upper 30 meters where wave forces may further contribute to coating
degradation. Another factor is periodic cleaning of marine growth in this zone.[/i}
All efforts to tackle this is much appreciated. My first thread. Do let me know if you need any clarifications.
Kind regards,
Sadik Hussain
I am trying to interpret the DNV-RP-B401 Cathodic Protection System Code. I am hoping someone could elaborate the following part, 'When the design life of the CP system exceeds the actual calculated life
of the coating system according to (6.4.2), fcm may be calculated as.....'
My understanding is that if tf is more than t, then we apply eq 2. But then how do we calculate t if we don't know f in eq 3.
Below is the statement:
6.4.4 Once a and b are defined, mean and final coating breakdown factors, fcm and fcf, respectively, to be used
for CP design purposes are to be calculated by introducing the CP design life, tf (yrs):
fcf = a + b · tf (eq 1)
For certain protection objects, with large uncoated surfaces, the initial coating breakdown factor, fci = a, may
be applied to calculate the initial current demand to include coated surfaces.
6.4.5 If the calculated value according to 6.4.4 exceeds 1,
fcf = 1 shall be applied in the design. When the design life of the CP system exceeds the actual calculated life
of the coating system according to (6.4.2), fcm may be calculated as:
fcm= 1-((1-a)^2/2btf) (eq 2)
6.4.2 The coating breakdown factor is a function of coating properties, operational parameters and time. As a
simple engineering approach, fc can be expressed as:
fc = a + b · t (eq 3)
where t (years) is the coating age and a and b are constants that are dependent on coating properties and the
environment.
Guidance note:
The effect of marine growth is highest in the upper 30 meters where wave forces may further contribute to coating
degradation. Another factor is periodic cleaning of marine growth in this zone.[/i}
All efforts to tackle this is much appreciated. My first thread. Do let me know if you need any clarifications.
Kind regards,
Sadik Hussain