Skip to main content

Breadcrumb

  1. ACCESS Home
  2. Support
  3. Knowledge Base
  4. Knowledge Base Resources

Knowledge Base Resources

These resources are contributed by researchers, facilitators, engineers, and HPC admins. Please upvote resources you find useful!
Add a Resource

Topics

  • Show all (22)
  • (-) access (4)
  • community-outreach (2)
  • access-allocations (1)
  • ai (1)
  • artificial-intelligence (1)
  • deep-learning (1)
  • documentation (1)
  • gpu (1)
  • hpc-cluster-architecture (1)
  • login (1)
  • machine-learning (1)
  • neural-networks (1)
  • professional-development (1)
  • serverless-hpc (1)
  • slurm (1)
  • software-installation (1)
  • training (1)
  • workforce-development (1)

Topics

  • Show all (22)
  • (-) access (4)
  • community-outreach (2)
  • access-allocations (1)
  • ai (1)
  • artificial-intelligence (1)
  • deep-learning (1)
  • documentation (1)
  • gpu (1)
  • hpc-cluster-architecture (1)
  • login (1)
  • machine-learning (1)
  • neural-networks (1)
  • professional-development (1)
  • serverless-hpc (1)
  • slurm (1)
  • software-installation (1)
  • training (1)
  • workforce-development (1)

If you'd like to use more filters, please login to view them all.

The Use of High-Performance Computing Services in University Settings: A Usability Case Study of the University of Cincinnati’s High-Performance Computing Cluster
0
This presentation gives a detailed breakdown of the outcome of my master's thesis which was focused on making HPC Clusters accessible across all disciplines in a university setting "Our Case Study was the university of Cincinnati".
ACCESSlogindocumentationcommunity-outreachprofessional-developmentworkforce-development
0 Likes

Login to like
Type
presentation
Level
Beginner, Intermediate
Navier-Stokes Cahn-Hilliard (NSCH) for MOOSE Framework
0
  • Navier-Stokes Cahn-Hilliard (NSCH) for MOOSE Framework
The MOOSE Navier-Stokes Cahn-Hilliard (NSCH) application is a library for implementing simulation tools that solve the Navier-Stokes Cahn-Hilliard equations with non-matching densities using Galerkin finite element methods with a residual-based stabilization scheme.
ACCESSc++pythonsoftware-installation
0 Likes

Login to like
Type
website
Level
Intermediate