Skip to contents

Calculate failure pressure of the corroded pipe according to Section 8.2 of in DNV-RP-F101. The estimation is valid for single isolated metal loss defects of the corrosion/erosion type and when only internal pressure loading is considered.

The next assumption of the corrosion shape is adopted by DNV-RP-F101:

There dcor represents argument depth.

## Usage

dnvpf(d, wth, uts, depth, l)

## Arguments

d

nominal outside diameter of pipe, [mm]. Type: assert_double.

wth

nominal wall thickness of pipe, [mm]. Type: assert_double.

uts

ultimate tensile strength (UTS) or specified minimum tensile strength (SMTS) as a characteristic of steel strength, [MPa]. Type: assert_double.

depth

measured maximum depth of the corroded area, [mm]. Type: assert_double.

l

measured maximum longitudinal length of corroded area, [mm]. Type: assert_double.

## Value

Estimated failure pressure of the corroded pipe, [MPa]. Type: assert_double.

## Details

In contrast to ASME B31G-2012 property of pipe metal is characterized by specified minimum tensile strength - SMTS, [$$N/mm^2$$], and SI is default unit system. SMTS is given in the linepipe steel material specifications (e.g. API 5L) for each material grade.

At the same time Timashev et al. used ultimate tensile strength - UTS in place of SMTS. So, for the case those quantities may be used in interchangeable way.

Numeric NAs may appear in case prescribed conditions of use are offended.

## References

1. Recommended practice DNV-RP-F101. Corroded pipelines. DET NORSKE VERITAS, October 2010.

2. ASME B31G-2012. Manual for determining the remaining strength of corroded pipelines: supplement to B31 Code for pressure piping.

3. S. Timashev and A. Bushinskaya, Diagnostics and Reliability of Pipeline Systems, Topics in Safety, Risk, Reliability and Quality 30, DOI 10.1007/978-3-319-25307-7.

## See also

Other fail pressure functions: b31gpf, b31gmodpf, shell92pf, pcorrcpf

Other DNV-RP-F101 functions: strderate()

## Examples

 library(pipenostics)

d     <- c(812.8, 219.0)  # [mm]
wth   <- c( 19.1,  14.5)  # [mm]
uts   <- c(530.9, 455.1)  # [N/mm^2]
l     <- c(203.2, 200.0)  # [mm]
depth <- c( 13.4,   9.0)  # [mm]

dnvpf(d, wth, uts, depth, l)
#> [1] 15.86626 34.01183
# [1] 15.86626 34.01183