Program package "Universal Mechanism" is intended for simulation of kinematics and dynamics of planar and spatial mechanical systems.
The program is oriented to practical engineers, students and teachers, in other words it is oriented to all people who are involved in problems of dynamics of machines and mechanisms. Mechanical systems are described by means of representing them as systems of rigid bodies connected by various kinematical pairs and force elements, so-called multibody systems.
Online animation of motion and plots of dynamical performances are available during simulation. There are lots of measurable dynamical performances of mechanical systems: linear and angular coordinates, velocities and accelerations, active forces and moments, reaction forces, etc.
UM has an advanced postprocessor, which includes: linear analysis, statistics, multivariant calculation and optimization and export of results. UM is a useful tool for the computer-aided modeling of multibody and hybrid systems of various types: complex aerospace structures, robots, railway vehicles, automobiles, cable systems, etc. It gives an opportunity to solve both the direct and inverse kinematic, dynamic, and control problems. There are special prices of UM for scientific and educational purposes.
UM includes kernel and number of additional task-oriented modules: UM Automotive, UM Loco, UM Tracked Vehicle, UM CAD Interfaces, UM FEM, UM Experiments, UM Control and others.
Our engineers can help you to carry out dynamic research of your mechanical systems.
Download UM 7.0 and get three-month free license here.
Using UM for modeling of mechanical systems, main features of the program package, its modules and lots of animations are presented here (PowerPoint presentation, zip-archive, 83 Mb).
- Body of any shape
- Automatic calculation of inertia parameters
- Import inertia properties of bodies from Unigraphics NX, SolidWorks, Autodesk Inventor, KOMPAS-3D.
- Rotational, translation, cylindrical, gimbal, general, quaternion joints
- Massless rod
- Import of the kinematic schemes from CAD programs.
- General, bipolar, contact, special and other forces
- Polyhedron, ellipse, box, spiral, ellipsoid, cone, parametrical, profile
- Import from ASC and 3DS files
- Import from Unigraphics NX, SolidWorks, Autodesk Inventor, KOMPAS-3D.
- Linear and angular coordinates, velocities and accelerations
- Active forces and moments
- Reaction forces
- Other user,s parameters
- Run, pause, reset, stop the simulation any time
- Control the accuracy of the simulation
Supporting user,s modules under:
- MS Visual C++;
- Borland C++ Builder;
- Borland/Turbo Delphi;
- any program language/IDE that can output Dynamic-Linked Library (DLL) to be loaded as external libraries.
- Object animation
- Velocities, accelerations, forces, moments as vectors
- All measurable parameters as plots
- 3DS files
- ASC files
- STL, STEP/IGES files
- SolidWorks, Autodesk Inventor and other CAD programs (graphics, inertia properties and kinematics)
- Matlab/Simulink models
- BMP files
- Animated GIF files
- AVI files
- Measurable parameters to formatted text files
- Tables and graphs to MS Word and MS Excel
- Microsoft Windows 2000/XP/Vista/7
- CPU 3 GHz (multi-core CPU are recommended)
- 2 Gb RAM
- 1Gb free space on HDD
- up-to-date/professional video card is strongly recommended in the case of working with bodies imported from CAD or FEM software
Proc. of the ASME 2014 10th Int. Conf. on Multibody Systems, Nonlinear Dynamics, and Control, MSNDC2014, August 17-20, 2014, Buffalo, New York, USA. DETC2014-35113.Read more
11th World Congr. on Computat. Mech., July 20-25, 2014, Barcelona, Spain, pp. 688-699.Read more
11th World Congress on Computational Mechanics (WCCM XI), July 20-25, 2014, Barcelona, Spain, pp. 655-666.Read more
Preprints of the NATO Advanced Study Institute on Virtual Nonlinear Multibody Systems, Czech Technical University in Prague, Prague, 2002, pp. 107-112Read more
Programme and Abstracts. EUROMECH 398, Colloquium on Fluid-Structure Interaction in Ocean Engineering, Technical University Hamburg-Harburg, Hamburg, Germany, October 11-14, 1999.Read more
Numerical algorithms, pp. 183-194, 1998.Read more
Seismological Research Letters, Volume 81, Number 5, September/October 2010, P. 804-810.Read more