PVTsim Nova

PVTsim Nova is a software for modeling fluid properties at reservoir depths, wells, subsea pipelines, or surface pipelines.

 

PVTsim Nova
PVTsim Nova

This software enables reservoir engineers, flow assurance specialists, and process engineers to combine reliable and advanced fluid simulation methods with strong and efficient regression algorithms to match fluid properties and experimental data, providing an accurate simulated model.

According to the developer, PVTsim Nova is designed based on extensive data collected over more than 30 years.

PVTsim Nova

Key capabilities of PVTsim Nova software:

  • Simulation of fluid properties at reservoir depths, wells, and subsea or surface pipelines.
  • Development of EOS models for fluids.
  • Support for PRODML and Calsep Excel PVT patterns.
  • Use of output data for simulating various reservoirs, pipelines, and processes.
  • Use of multiple Equation of State (EOS) models and PC-SAFT EOS.
  • Advanced Flash algorithms and regression.
  • Study of case studies and issues related to hydrocarbon deposits in operating systems.
  • User-friendly interface.
  • Open-source technology and structure for creating custom software for solving thermodynamic equations.
  • Automatic listing of regression history.
  • Analysis and evaluation of reliable and accurate reservoir fluid properties.
  • Ability to generate outputs for various reservoir simulators, pipelines, and processes.
  • Use of 9 types of diverse EOS models and PC-SAFT EOS.
  • Advanced Flash and regression algorithms.
  • Automatic adjustment and regression of fluids to minimize manual tuning.
  • Advanced manipulation of fluids such as: unification, mixing, and examination of multiple fluid properties.
  • Simple and intuitive graphical user interface to enhance fluid work efficiency.
  • Capability to simulate PVT experiments without using experimental data.
  • Full simulation of wax deposition along pipelines.
  • Open-source technology and structure for creating custom software to solve thermodynamic equations.