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---
type: concept
title: "Midas Civil Nonlinear Time History and Hysteresis Models"
created: 2026-06-02
updated: 2026-06-02
address: c-000166
aliases:
- MIDAS Civil nonlinear time history
- midas Civil hysteresis models
tags:
- concept
- finite-element-method
- midas-civil
- dynamics
- nonlinear-analysis
status: current
related:
- "[[Midas-Civil-Analysis-Reference|Midas Civil Analysis Reference]]"
- "[[midas Civil]]"
- "[[Direct Time Integration Methods]]"
- "[[Transient Dynamic Elasto-Plastic Analysis]]"
- "[[Abaqus Metal Plasticity Models]]"
sources:
- "[[Midas-Civil-Analysis-Reference|Midas Civil Analysis Reference]]"
---
# Midas Civil Nonlinear Time History and Hysteresis Models
## Definition
Midas Civil nonlinear time history and hysteresis models are the direct dynamic analysis procedures and inelastic component laws used when member, link, truss, or fiber behavior changes during a time-dependent load history.
## How It Works
The manual describes nonlinear equations of motion, nonlinear static initialization, initial section-force consideration, initial stiffness options, and Newton-Raphson iteration with or without convergence calculation. Inelastic components include inelastic beams, inelastic General Links, and inelastic trusses.
Hysteresis options include bilinear, trilinear, tetralinear, origin-oriented, peak-oriented, Clough, Takeda-family, slip, Ramberg-Osgood, and Hardin-Drnevich models. Multi-axial hinge models include kinematic hardening and P-M or P-M-M interaction. Fiber models include steel and concrete constitutive models for section response.
## Solver Development Notes
- Time integration, nonlinear iteration, and hysteresis state update must share one accepted-state timeline.
- Hysteresis laws need explicit unloading/reloading rules; a yield surface alone is not enough.
- Multi-axial hinge interaction requires robust section-force mapping and yield-surface projection.
- Fiber sections require material-point state management inside a member-level element.
## Connections
- [[Direct Time Integration Methods]] gives the transient integration base.
- [[Transient Dynamic Elasto-Plastic Analysis]] connects inertia and plasticity.
- [[Abaqus Metal Plasticity Models]] and [[Abaqus Geomaterial and Concrete Plasticity]] provide constitutive comparison points.