wiki.novamodeler.com

Nova Documentation

Nova Wiki: The Place For Nova Documentation. The definitive guide to using Nova. Tutorial 1: Getting to know the Nova Interface. File:Nova Cheat Sheet 2014-07-17.pdf. Primitive Operators and Properties. Example 1: Simple Population Model. Example 3: Simple Harmonic Motion. Example 4: Agent SIR. Example 6: Damped Spring. Frames, Menus, Toolbars, Pallets. Overview; Atomic Components. Primitive Operators and Properties. Models built during the 2015 workshop at Oberlin College. Example 4: Agent SIR.

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Nova Wiki: The Place For Nova Documentation. The definitive guide to using Nova. Tutorial 1: Getting to know the Nova Interface. File:Nova Cheat Sheet 2014-07-17.pdf. Primitive Operators and Properties. Example 1: Simple Population Model. Example 3: Simple Harmonic Motion. Example 4: Agent SIR. Example 6: Damped Spring. Frames, Menus, Toolbars, Pallets. Overview; Atomic Components. Primitive Operators and Properties. Models built during the 2015 workshop at Oberlin College. Example 4: Agent SIR.

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Nova Documentation | wiki.novamodeler.com Reviews

https://wiki.novamodeler.com

Nova Wiki: The Place For Nova Documentation. The definitive guide to using Nova. Tutorial 1: Getting to know the Nova Interface. File:Nova Cheat Sheet 2014-07-17.pdf. Primitive Operators and Properties. Example 1: Simple Population Model. Example 3: Simple Harmonic Motion. Example 4: Agent SIR. Example 6: Damped Spring. Frames, Menus, Toolbars, Pallets. Overview; Atomic Components. Primitive Operators and Properties. Models built during the 2015 workshop at Oberlin College. Example 4: Agent SIR.

INTERNAL PAGES

wiki.novamodeler.com

1

Running Your Model - Nova Documentation

http://wiki.novamodeler.com/index.php/Running_Your_Model

This section describes how you run a model built with Nova's visual interface. It also describes several useful run-time features. Once you have built a model but before you can run it as a simulation, you must first set the clock parameters. The clock settings consist of the following 4 parameters:. The time (in model time) when the simulation starts (this is usually 0). The time (in model time) when the simulation ends. The unit of increment (in model time) for updates. Once you have built a model in N...

2

Using Chips: Example - Nova Documentation

http://wiki.novamodeler.com/index.php/Using_Chips:_Example

Here is a basic example of using a Chip as an instance of an entire sublayer within a model. We are going to use the NetDiffuse. Model from the Model Library. Create a Sub Model layer. In the top left corner of the NOVA GUI - select the white page symbol, New Sub Model. This will create a new sub model within the NetDiffuse. Model framework. We can name this sub model chip demo. Name the Sub Model. Layer between the node. Which I renamed to NetDiffuse demo. Now we will drag the node. Layer This means CNet.

3

Primitive Operators and Properties - Nova Documentation

http://wiki.novamodeler.com/index.php/Primitive_Operators_and_Properties

Primitive Operators and Properties. The Properties/Primops list is correct as of Release 12, which became available on March 31, 2014. Primops added subsequently are identified by the version number in which they first appeared. Nova supports a large set of primitives divided into properties and primitive operators, or primops. Is an identifier assigned a value at the beginning of a simulation run which is not expected to change. For example, the rows. Is used to look up the current values of components.

4

NovaScript Introduction - Nova Documentation

http://wiki.novamodeler.com/index.php/NovaScript_Introduction

Component Objects and State Objects; the Self. Universal Properties and Primops. Extending the model with code. Using the Programming Window. All running Nova simulations are expressed in a language called NovaScript. Even in the simplest stock- flow model, you are already writing NovaScript code when you enter expressions for initial Stock values, Flows, and Terms (we’ll refer to these as component definitions. NovaScript is an extension of a well-known and widely used language called JavaScript. Button...

5

Example 2: FireSpread - Nova Documentation

http://wiki.novamodeler.com/index.php/Example_2:_FireSpread

A simple system dynamics model can be used to show state changes with influence from neighbors. Viewing this model in Nova. Viewing this model in Nova. To run this model:. Select Menu Item File Browse Model Library. Open folder 4-Spatial Models and double-click Firespread. The model displays in Nova as shown. In this model, Forest. Grid where each quadrant can be one of the three states described above. Each tree within the Forest. Is defined in the sublayer Treecell. Input pin at the Treecell. Input par...

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Damped Spring | Nova

https://www.novamodeler.com/model-library/damped-spring

Conway’s Game of Life. Drunken Random Walk Applet. Companion Models for Shiflet & Shiflet. This model reproduces Hannon and Ruth’s damped spring model, however it adds a plug-in that visualizes the motion of the spring, in addition to the graph of that motion over time. Nova Online: Damped Spring. Opens in new tab). 1 Click on the Capture button in the tool bar. 2 Click Load next to Capture. 3 Click Exec to run the model through multiple iterations. Click Stop to stop the graph.

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Basic Population Model | Nova

https://www.novamodeler.com/tut/basic-pop

Conway’s Game of Life. Drunken Random Walk Applet. Companion Models for Shiflet & Shiflet. We will begin with a basic population model, in which some population will grow over time. In this model we will use a stock to represent the number of individuals at any given time, and two flows to represent change in that stock: one for births, and one for deaths. We will use terms to describe the rates of births and deaths in these populations. Open the component palette by clicking. Click the stock icon. Enter...

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Flock Image | Nova

https://www.novamodeler.com/model-library/flock-image

Conway’s Game of Life. Drunken Random Walk Applet. Companion Models for Shiflet & Shiflet. This model is derived from the “ Flocking. 8221; model included in the NetLogo model library. See Wilensky, U. (1998). NetLogoFlocking model. Center for Connected Learning and Computer-Based Modeling, Northwestern University, Evanston, IL. The text that follows is based on the information distributed with that model. 8220;Separation” means that a bird will turn to avoid another bird which gets too close. Three TURN...

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Tutorials | Nova

https://www.novamodeler.com/tut

Conway’s Game of Life. Drunken Random Walk Applet. Companion Models for Shiflet & Shiflet. The following tutorials are available to help you learn Nova. Please note that there are several forthcoming tutorials for most recently upgraded features of Nova, though there are plenty of materials to get you started. Opens in new tab). 1a Getting to Know the Nova Interface. Intro to Nova, the Nova interface, model library. Stock & Flow Models. 2a Simple Population Model. 3a Intro to Submodels. Movement, constan...

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Billiards | Nova

https://www.novamodeler.com/model-library/billiards

Conway’s Game of Life. Drunken Random Walk Applet. Companion Models for Shiflet & Shiflet. Opens in new tab). 1 Click on the Capture button in the tool bar. 2 Click Load next to Capture. 3 Click Exec to run the model through multiple iterations. Click Stop to stop the graph. 4 To run the model step by step, click Capture, Load, Init, then Step. On Intermediate and Advanced Modeling Techniques. On Tutorial 2c: Discrete Density Dependent Growth. On Nova at Google Tech Talk. On Nova at Google Tech Talk.

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Model Library | Nova

https://www.novamodeler.com/model-library

Conway’s Game of Life. Drunken Random Walk Applet. Companion Models for Shiflet & Shiflet. Nova comes with a model library containing 24 ready-made models that demonstrate how to use Nova for a variety of applications. Each of the model pages has a link to a running. Web application version of the model. Details of the implementation can be viewed by loading the model into the Nova desktop application distributed on this Website. Monte-Carlo (Stochastic ) Simulations. On Nova at Google Tech Talk.

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Moths | Nova

https://www.novamodeler.com/model-library/moths

Conway’s Game of Life. Drunken Random Walk Applet. Companion Models for Shiflet & Shiflet. Opens in new tab). 1 Click on the Capture button in the tool bar. 2 Click Load next to Capture. 3 Click Exec to run the model through multiple iterations. Click Stop to stop the graph. 4 To run the model step by step, click Capture, Load, Init, then Step. On Intermediate and Advanced Modeling Techniques. On Tutorial 2c: Discrete Density Dependent Growth. On Nova at Google Tech Talk. On Nova at Google Tech Talk.

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AgentSIR | Nova

https://www.novamodeler.com/model-library/agentsir

Conway’s Game of Life. Drunken Random Walk Applet. Companion Models for Shiflet & Shiflet. Opens in new tab). INIT-INFECTION-1 Percentage of infected individuals at startup. INIT-RESIST Percentage of resistant individuals at startup. INFECTION-PR-1 Probability of a susceptable individual within the radius of contagion. GAIN-RESIST-1 Probability that an infected individual recovers and becomes resistant. LOSE-RESIST-1 Probability that a resistant individual becomes susceptable. 2 Click Load next to Capture.

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Lorenz Attractor | Nova

https://www.novamodeler.com/model-library/lorenz-attractor

Conway’s Game of Life. Drunken Random Walk Applet. Companion Models for Shiflet & Shiflet. Lorenz’s three chaotic equations are modeled here:. Frac{dx}{dt} = sigma (y – x). Frac{dy}{dt} = x (rho – z) – y. Frac{dz}{dt} = xy – beta z. The differential equations are represented with stocks and flows modeling the differental equations. The values for sigma, rho, beta, inital x, inital y, and inital z can all be adjusted using sliders. Run the model to see a three dimensional graph of the path.

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Antz | Nova

https://www.novamodeler.com/model-library/antz

Conway’s Game of Life. Drunken Random Walk Applet. Companion Models for Shiflet & Shiflet. Opens in new tab). 1 Click on the Capture button in the tool bar. 2 Click Load next to Capture. 3 Click Exec to run the model through multiple iterations. Click Stop to stop the graph. 4 To run the model step by step, click Capture, Load, Init, then Step. On Intermediate and Advanced Modeling Techniques. On Tutorial 2c: Discrete Density Dependent Growth. On Nova at Google Tech Talk. On Nova at Google Tech Talk.

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Nova Wiki: The Place For Nova Documentation. The definitive guide to using Nova. Tutorial 1: Getting to know the Nova Interface. File:Nova Cheat Sheet 2014-07-17.pdf. Primitive Operators and Properties. Example 1: Simple Population Model. Example 3: Simple Harmonic Motion. Example 4: Agent SIR. Example 6: Damped Spring. Frames, Menus, Toolbars, Pallets. Overview; Atomic Components. Primitive Operators and Properties. Models built during the 2015 workshop at Oberlin College. Example 4: Agent SIR.

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