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Skill Building Deck

A slide deck of exercises to build CS and decoding skills

CS in Science Module 1: Introduction to Computer Modeling and Simulation (StarLogo Nova 2.0)

Module 1 introduces basic concepts in modeling complex systems through hands-on activities and participatory simulations. A scaffolded series of highly-engaging design and build activities guide students through developing their first computer model in StarLogo Nova 2.0, a modeling and simulation environment developed at the Massachusetts Institute of Technology.

CS in Science: Module 1 Additional Resources

Ready to implement? Here are some additional resources and links to other Teachers with GUTS pages to help you with CS in Science, Module 1 (Introduction to Computer Modeling and Simulation). Some of the resources refer specifically to StarLogo Nova 1.0 (teacher videos) and others to StarLogo Nova 2.0 (link to models gallery). Check the relevant page for CS in Science Module 1 for the version of StarLogo Nova you are using.

StarLogo Nova 2.0 galleries for CS in Science modules

These links create a shortcut to find the StarLogo Nova 2.0 gallery for each module in CS in Science. For StarLogo Nova 1.0 galleries, go to flash.starlogonova.org.

CS in Science Module 2: Shared Water Resources (StarLogo Nova 2.0)

In this Earth Science module, students will investigate the importance of ground water and the impacts of water usage on aquifer levels. They will also explore how to model important parts of the water cycle, including evaporation and infiltration of water into different types of soils to recharge the aquifers. This updated resource corresponds to StarLogo Nova 2.0 (HTML5/JavaScript version), a modeling and simulation environment developed at the Massachusetts Institute of Technology.

Code Blocks for CS in Science Module 1: Intro to Computer Science & Simulation

Here are links to the Code Blocks for CS in Science Module 1, for StarLogo Nova 1.0 (Flash version), and the Code Blocks for CS in Science Module 1 for StarLogo Nova 2.0 (HTML5/JavaScript version). This is not the one-page Blocks and Drawers Guide for StarLogo Nova (those documents are linked below).

Exploring the Wiggle Walk and Collisions via a Kinesthetic Activity

This activity teaches the Wiggle Walk blocks (random right by ___ degrees, random left by___ degrees), through a kinesthetic activity and explores when a programmer would want to code agents to move this way. It avoids the statical analysis of the random probabilities found in Module One, Lesson 4 Activity 1: Probability with Dice and Data and Colliding Turtles, while still addressing the end goals of the Module One Lesson 4.

Traffic Patterns for StarLogo TNG

Why do traffic jams form?

Each year the number of paved miles grows by roughly 20,000 miles. When traffic gets too congested, traffic engineers must consider changes to existing roads or intersections. This unit engages students in interactive activities to explore pattern formation in complex systems, and in the use, modification, and creation of agent-based models to conduct experiments on simple virtual traffic systems, to study whether proposed road changes will the desired effect.

Social Networks for StarLogo TNG

How are people connected?  Humans are inherently social and have relationships far more complex than the random encounters often seen in agent-based modeling. These relationships can vary in strength and meaning – we see social networks that range from kinship networks, friendship networks to contact networks used in the study of epidemiology. The primary goal of this unit is to engage students in simple interactive activities to explore social network concepts and to model those concepts.

Pollution Unit for StarLogo TNG

What can we do about pollution in our town?  In this unit, students learn about pollution and the spread of contaminants from a point source. Some collect traffic data outside their schools and ask how many trees are needed at their school to maintain acceptable CO2 levels—even as traffic flow fluctuates and traffic jams form. With computer modeling, they investigate possibilities.