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SciQLop / SciQLop
SciQLop is an ergonomic and efficient application to browse and label in situ plasma measurements from multi-mission satellite data.
Language:Jupyter Notebook 10SimulationEverywhere-Models / CDPP-URBAN-GROWTH
Urban growth simulates the development of land uses. Watch simulation video on YouTube: https://www.youtube.com/watch?v=0fdFDZ_4FDU&ab_channel=ARSLab
Language:Mathematica 5The model has to simulate the 3-D corrosion growth on metal.
Language:Mathematica 3Model the interaction between an Inertial Reference System (IRS), its gyros, and a GPS. An IRS is comprised of a IRS computer and 3 gyros. It keeps track of accelration values between updates in position from a GPS. After taking various startup delays into account, the IRS uses the various input values it receives to output its position.
Language:C++ 2- Language:Mathematica 1
Simulates a 3D model of the process of using chemical reaction between some special liquid and wafer to remove the part uncovered by the photoresist (wet etching).
Language:Mathematica 1The model simulates the emergency exit of passengers aboard an aircraft (a part of the Airbus A380) and is used to asses the impact of passenger delay at the exit.
Language:Mathematica 1An automatic teller machine (ATM), which can dispense money to a customer.
Language:Makefile 1Cell-DEVS models of the spread of Avian flu.
Language:Mathematica 1Used to model the adoption and diffusion of new products and technologies which then are used for market analysis and demand forecasting of new technologies.
Language:Mathematica 1To model and simulate the behaviors of pedestrians walking north and south from a room to a hall through a doorway.
Language:Mathematica 1To model and simulate the behaviors of pedestrians walking north and south in an area while avoiding obstacles and each other.
Language:Mathematica 1Simulates how routing table information is sent to BGP routers in a network.
Language:C++ 1Cell-DEVS of the relationship between colonel growth and genet survival under spatially localized disturbances.
Language:Mathematica 1A model for market dynamic analysis, describing the dynamics of two types of markets consisting of consumers choosing among competing information products.
Language:Mathematica 1Simulates the effect of planetary life on the planet's climate. Together, black and white daisies come to a dynamic equilibrium that keeps the planet's temperature within a moderate range. Download model and sample simulations.
Language:Mathematica 1Transmission of signals at nerve cell terminals requires a complex sequence of interactions. One result is the docking of vesicles containing neurotransmitter at a specialized region of the cell membrane called the active zone. In a simple 2D Cell-DEVS, a fundamental sequence has been modeled which includes (i) opening of calcium ion channels, (ii) activation of calmodulin by calcium ions, (iii) activation of calcium-calmodulin-dependent protein kinase II by activated calmodulin, (iv) phosphorylation of synapsin by activated kinase and (v) release of synaptic vesicles held in a cluster by synapsin.
Language:Mathematica 1A ball bouncing in a pool table. Simulates diagonal motion on a square grid. For instance, a top left motion would result in a ball moving either up or to the left, with a bias towards which ever the angle of motion was closer to.
Language:Mathematica 1The Prisoner’s Dilemma CA model shows why two purely “rational” individuals might choose not to cooperate, even if it appears that it is in their best interests to do so.
Language:Mathematica 1A UAV’s target location probability modeled as a gradient terrain which has a diffusion function modeling increasing uncertainty. The UAV uses a hill climb algorithm to search this terrain.
Language:C++ 1Computes the parity bit using the value of its neighbors.
Language:Mathematica 1A 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).
Language:MathematicaA 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.
Language:MakefileA model representing the behavior of crowds in a metro station (documentation in Spanish).
Language:MathematicaA model of for performance analysis of microcomputer, including queuing models for the cpu, memory, hard drives, etc.
Language:C++A model of a programmable microwave oven system, with buttons, alarm, etc.
Language:C++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.
Language:MathematicaA 2-dimensional model, capable of deriving the incremental velocity of a mass under the influence of a spring and viscous damper model of a programmable microwave oven system, with buttons, alarm, etc.
Language:MathematicaModels 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).
Language:MathematicaThe model simulates a cellular network and identifies the network coverage for each mobile user equipment at each position.
Language:Mathematicato find out the number of BSs which cover a mobile user in different location of an area have been considered.
Language:MathematicaA model of a mobile communication network with multiple UE and BS.
Language:C++Analyzes user mobility in mobile wireless middleware systems. Users access space via wireless gateways.
Language:MakefileMethod 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.
Language:MATLABA 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).
Language:MathematicaSimulates a multithreaded system running in a simple single processor architecture.
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