DIS/belt is a time-accurate finite element code for predicting the dynamic response of belt-drives.
DIS/Belt is a specialized version of DIS adapted specifically for simulating belt-drives including automotive accessory drives. This DIS version includes the DIS Solver and special-built pre- and post-processors (DISPRE/Belt - DISPOST/Belt), which allow belt-drive designers to quickly build, analyze, and visualize accessory drives in a user-friendly object-oriented graphical design environment.
DIS/Belt is the only finite element code on the market that can accurately and efficiently model the stick-slip behavior between the belt(s) and the pulleys. This is enabled by the DIS finite element formulation and explicit-time integration solver, which together can maintain time accuracy, and energy/momentum conservation over very long simulation times.
- Formulation
- Formulation of the equations of motion using a total Lagrangian, total displacement approach
- A library of nonlinear large rotation finite elements
- Degrees-of-freedom referenced to the global inertial reference frame
- Gravity field
- Ability to specify any system parameter as a constant or a user-defined scalar time-history
- Flexibility in specifying scalar time-histories as:
- Tabular data
- Linear graph segments with superimposed harmonics of specified frequencies and amplitudes

- Solver
- Time-accurate explicit time-integration solver
- Parallel solution on shared-memory multi-processor PCs and workstations
- Multiple runs can be performed simultaneously in the background on one computer

- Belt Model
- Truss and beam elements for belt discretization
- Linear belt material model including viscous damping
- Support for multiple belts
- V or flat belts

- Pulley and Accessory Models
- Pulleys modeled as circular rigid bodies
- Ability to specify prescribed or PID controlled pulley angular velocity profiles
- Ability to specify prescribed opposing torque on pulleys
- Pulley angular damping and Coulomb friction
- Clutch and coupler elements that can be used to couple an accessory and a driven pulley

- Pulley-belt Contact Model
- Coulomb friction between the belt and the pulleys modeled using an accurate and very efficient asperity-based friction model
- Normal contact between the pulleys and the belt modeled using a penalty formulation

- Constraints
- Ground (fixed pulley centers) constraints
- Linear (prismatic joint) constraints

- Tension-arms
- Rotational and linear tension-arms with parameter specifications for stiffness, damping, and Coulomb friction force/moment

- Types of Response Prediction
- Dynamic response of belt-drives due to a transient excitation (e.g.1-2 shift, cycling of an air-conditioner or non-stationary accessory loads, acceleration and deceleration of the engine, …)
- Harmonic excitation from the engine
- Steady-state and quasi-steady-state operation:
- Engine idling
- Cruising engine speeds
- Slow engine acceleration
- Belt-drive stability and natural frequencies

- Post-Processing
- Display an animation of the motion of the belt-drive system
- Graphing of response time-histories, including: global nodal positions, pulleys angular velocities, transverse belt-spans vibrations, belt-spans tensions, tensioner arm motion/forces, hub loads, and distribution of belt contact forces (normal and tangential) over the pulleys
- FFT (Fast Fourier Transform) analysis of any response time-history for determining frequency content. Typically, it is used to measure pulley rotational natural frequencies and belt-spans transverse deflection natural frequencies
- Graphical Pre-processor
- Graphically construct and display the belt-drive by selecting objects from a toolbox
- 3D graphical display of the belt drive with rotation panning and zooming
- Automatically generate the finite element mesh of the belt-drive
- Submit the finite element model to the DIS solver

- Objects Toolbox
- Pulley
- Belt
- Belt-Span
- Belt-Arc
- Linear Constraint
- Ground Constraint
- One Way Clutch
- Tension Arm
- Scalar Time-History (for specifying angular velocity and torque time-histories for pulleys).
- Physical Linear Material
- Material Color
- Tabular input of objects' parameters




