HELPR

Image of HELPR-final-logo

Hydrogen Extremely Low Probability of Rupture (HELPR) is a modular, probabilistic fracture mechanics platform developed to assess the structural integrity of natural gas infrastructure for transmission and distribution of hydrogen natural gas blends. HELPR contains fatigue and fracture engineering models to allow fast computations while its probabilistic framework enables users to explore and characterize the sensitivity of predicted outcomes to uncertainties within the pipeline’s structure and operation.

HELPR development is supported by the U.S. Department of Energy’s (DOE) Office of Critical Minerals and Energy Innovation (CMEI) under the Alternative Fuels and Feedstocks Office (AFFO).

The HELPR software is available under the open-source 3-Clause BSD License. HELPR’s source code is primarily Python to enable user exploration and capability transparency.

Overview

HELPR includes the following features:

  • Applicable to pressurized cylindrical shells
  • Fast running, deterministic engineering models
  • Fatigue life estimation
    • ASME B31.12 Code Case 220 fatigue design curves with pressure, stress ratio, and hydrogen partial pressure dependence
    • Track crack growth over time, assuming cyclic pressure loading
  • Stress intensity factor calculations for both internal and external (longitudinal) elliptical shaped flaws based on solutions from API 579-1/ASME FFS-1
    • Anderson Fracture Mechanics Textbook 2nd Edition and API 579-1 solutions available
  • Failure assessment diagrams
  • Probabilistic framework to provide predictions with uncertainty estimates
  • Support for both characterized variability and unknown uncertainties
  • User specified random pressure loading profiles
  • Residual stresses using simplified residual stress intensity factor
  • Sensitivity studies to understand impact of input parameters on predicted quantities of interest
  • Crack evolution predictions saved to csv files for further investigation

Given a user-defined system, HELPR can be used to:

  • Estimate remaining fatigue life for a set of operating conditions
  • Explore the impact of transporting different volume fractions of hydrogen on a pipeline’s temporal structural integrity
  • Determine which operational parameter variabilities have the most significant impact on a pipeline’s structural integrity
  • Quantify the uncertainty in the remaining fatigue life based given uncertainty in system specifications
  • Demo Jupyter notebooks of HELPR capabilities distributed with HELPR’s source code

Documentation

  • Suggested citation for HELPR v2.1.0: Benjamin B. Schroeder, Cianan Sims, Benjamin R. Liu, Michael C. Devin, Bailey Lucero, and Charlene Palacio. HELPR (Hydrogen Extremely Low Probability of Rupture), Version 2.1.0. Sandia National Laboratories (March 31, 2026); software available at: https://helpr.sandia.gov.
  • L. Ortiz and B. Schroeder: “HELPR Version 1.1.0 User Guide”, Sandia National Laboratories Technical Report, SAND2025-00615, January 2025.

Sample Outputs

See examples of data below that were produced using HELPR. 

A comparison of crack growth rates exercised during a fatigue calculation with ASME CC2938 design curves.
A comparison of crack growth rates exercised during a fatigue calculation with ASME CC2938 design curves.
An ensemble of crack growth temporal evolutions and the associated critical crack sizes at which crack growth is no longer stable.
An ensemble of crack growth temporal evolutions and the associated critical crack sizes at which crack growth is no longer stable.
An ensemble of critical crack sizes (normalized by pipe wall thickness) and the associated number of crack growth cycles to reach the critical crack size.
An ensemble of critical crack sizes (normalized by pipe wall thickness) and the associated number of crack growth cycles to reach the critical crack size.
A cumulative distribution function (CDF) of the number of cycles to reach the critical crack size.
A cumulative distribution function (CDF) of the number of cycles to reach the critical crack size.
An ensemble of Failure Assessment Diagram (FAD) results.
An ensemble of Failure Assessment Diagram (FAD) results.
Cumulative distribution functions (CDFs) of the number of cycles to reach the critical crack size where each CDF corresponds to a sample of the epistemic input uncertainties.
Cumulative distribution functions (CDFs) of the number of cycles to reach the critical crack size where each CDF corresponds to a sample of the epistemic input uncertainties.

© 2026 National Technology & Engineering Solutions of Sandia, LLC (NTESS). Under the terms of Contract DE-NA0003525 with NTESS, the U.S. Government retains rights in this software.

Contact

Benjamin Schroeder
HELPR Team Lead
bbschro@sandia.gov

Chris San Marchi
Hydrogen Materials Expert
cwsanma@sandia.gov

Joe Ronevich
Hydrogen Materials Expert
jaronev@sandia.gov