SimulationEverywhere-Models's repositories
cadmium_v2_rt_msp432
The cadmium_v2 DEVS simulator including additional examples for the MSP432P401R microcontroller. Examples can be compiled either as simulations (in the command line interface), or for embedded execution using Code Composer Studio.
CDPP-HepatitisB-Virus
A Cell-DEVS for simulating HBV. The model has six compartments for representing each cell: Susceptible R cell (SR), Susceptible S cell (SS), Infected R cell (IR), Infected S cell (IS), Defectively infected cell (DI), and Dead cell (D).
CDPP-MAZE
The model shows the implementation of a maze-solving algorithm using Cell-DEVS.
CDPP-MEMORY-HIERARCHY
A model of Memory Hierarchy which demonstrate the benefits of the memory hierarchy to increase the memory access and improve the cpu performance. Also, we can research different cache replacement strategies using this simulator.
CDPP-METRO
A model representing the behavior of crowds in a metro station (documentation in Spanish).
CDPP-MICROCOMPUTER
A model of for performance analysis of microcomputer, including queuing models for the cpu, memory, hard drives, etc.
CDPP-MICROWAVE-OVEN
A model of a programmable microwave oven system, with buttons, alarm, etc.
CDPP-MINE-CLEARING-ROBOTS
The model involves the mapping of a 10×10 minefield using four robots. The individual robots are constrained to move about the minefield in order to scan the ground to detect the presence or absence of mines. It was assumed that the robots were in contact and were updating a common map of the minefield.
CDPP-MOBILE-AD-HOC
Models of fixed and mobile Ad-hoc networks (networks without an infrastructure: there are no routers, switches, etc. Instead, each ad-hoc node can act as a router and forward data from one node to another).
CDPP-MOBILE-COVERAGE
The model simulates a cellular network and identifies the network coverage for each mobile user equipment at each position.
CDPP-MOBILE-NETWORK
to find out the number of BSs which cover a mobile user in different location of an area have been considered.
CDPP-MOBILE-NODES
A model of a mobile communication network with multiple UE and BS.
CDPP-MOBILITY-MANAGEMENT
Analyzes user mobility in mobile wireless middleware systems. Users access space via wireless gateways.
CDPP-MOL
Method of lines (MOL) is the method to solve the problem of Differential Equations Ordinary (ODEs) and partial differential equations (PDEs). This model is to sove ODEs system (as result of applying a MOL PDE) using the CD++ simulator.
CDPP-MOSQUITO
A sample 4D model. Three 3D models interconnected. In one of them, the temperature is stored (as the average of its neighbourhood). Using the temperature value of a cell, the atmospheric pressure in the corresponding 3D plane is computed. There are also mosquitoes fly in the third 3D model (a mosquito dies if the cell's temperature is below 16ºC).
CDPP-MULTITASK-SERVER
Simulates a multithreaded system running in a simple single processor architecture.
CDPP-MUSIC-AUTOMATION
Music Conversion Automation.
CDPP-PRODUCTION-SYSTEM
Represents any production systems. It consists of atomic model as source or raw materials and coupled model which simply contains two atomic models: buffer and production.
CDPP-PURSUER
Simulates the behavior of a group of people following a leader (hide-and-seek game). People are hidden, and when found by the leader, they follow the leader and form a line behind them.
CDPP-QUEUE
A simple queuing system.
CDPP-QUEUE2
A different version of a queuing system.
CDPP-QUEUING-MODELS
DEVS models of a queueing system.
CDPP-RADAR
A simple radar system used to control air traffic in airports.
CDPP-RADAR-FREQUENCY
synchronisation effects between radar receivers and transmitters. Different frequencies in the radar can cause interference.
CDPP-RADAR-TRACK-IDENTIFIER
Model for tracking targets moving across a radar's area of interest.
CDPP-RANDOM
A cellular automata for generating high quality random numbers.
CDPP-RANGING-SYSTEM
A description of Ultrasonic ranging system in DEVS model.
CDPP-REACTION-DIFFUSION
A model of reaction and diffusion models in 3D.