Delve into the Adams solver theory and further modeling techniques

ADM703

Objective

As an experienced Adams user, you will gain in-depth knowledge of the theory and parameter setting of the integrators provided in the Adams solver. You will also learn about advanced modeling and simulation techniques.

Content

  • Practical modeling tips
  • Advanced modeling techniques:
  • Definition of sensors to control (and troubleshoot) the simulations
  • Differential equations for mapping mechanical phenomena
  • Control of the model topology during the simulation
  • Contact modeling and parameter selection
  • Implementation of simple control/regulator algorithms and implementation of test data using splines
  • Using the Adams solver in batch mode
  • Using Adams Linear as an error finding tool
  • Theoretical principles and hints for the parameter settings of the Adams solver:
  • Basic Concepts
  • Adam's equations
  • Newton-Raphson method
  • Linear equation solvers
  • Static and quasi-static solutions
  • Numerical integration, classifications of integrators
  • Relationship between the accuracy of the solution, the time step for the solution, and the output time step

Prerequisites

Basic knowledge of using Adams (ADM701)

Dates and location 

23.-25.04.2024, Garching next Munich, Germany
02.-04.07.2024, Garching next Munich, Germany
27.-29.11.2024, Garching next Munich, Germany

Duration

3 days

Price

€1.920

Contact

Tel: +49 (0) 89 2109 3224
Email: msctraining.de@hexagon.com