rlguy.com rlguy.com

rlguy.com

rlguy

An implementation of a boid flocking simulation. Features include basic boid rules (alignment, cohesion, separation), obstacle avoidance, and food sources. Written in Lua and uses the LOVE framework. An implementation of a smoothed particle hydrodynamics (SPH) fluid simulation. Features include a dynamic spatial grid data structure, fluid interaction with objects, and Lua scripting for configuration files. Written in C , Lua with LuaBridge, and uses the QT application framework. Conway's Game of Life.

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rlguy | rlguy.com Reviews
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An implementation of a boid flocking simulation. Features include basic boid rules (alignment, cohesion, separation), obstacle avoidance, and food sources. Written in Lua and uses the LOVE framework. An implementation of a smoothed particle hydrodynamics (SPH) fluid simulation. Features include a dynamic spatial grid data structure, fluid interaction with objects, and Lua scripting for configuration files. Written in C , Lua with LuaBridge, and uses the QT application framework. Conway's Game of Life.
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1 rlguy
2 programming portfolio
3 boid flocking behaviour
4 sph fluid simulation
5 mass spring system
6 uvicschedule
7 animator controlled curves
8 gradient editor
9 coupons
10 reviews
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rlguy,programming portfolio,boid flocking behaviour,sph fluid simulation,mass spring system,uvicschedule,animator controlled curves,gradient editor
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rlguy | rlguy.com Reviews

https://rlguy.com

An implementation of a boid flocking simulation. Features include basic boid rules (alignment, cohesion, separation), obstacle avoidance, and food sources. Written in Lua and uses the LOVE framework. An implementation of a smoothed particle hydrodynamics (SPH) fluid simulation. Features include a dynamic spatial grid data structure, fluid interaction with objects, and Lua scripting for configuration files. Written in C , Lua with LuaBridge, and uses the QT application framework. Conway's Game of Life.

INTERNAL PAGES

rlguy.com rlguy.com
1

Conway's Game of Life | Ryan Guy's Portfolio

http://www.rlguy.com/gameoflife/index.html

Conway's Game of Life. This program is an implementation of Conway's Game of Life. This version of Life implements the original rules. And also includes a rule for handling a game with cells of different colour. When a new cell is born, it will take on the average colour of its neighbours. The left/right and top/bottom edges of the grid wrap around on each other, so the grid in this version is not infinite as it is in the original Game of Life. Paul Callahan's one row infinite growth pattern.

2

Smoothed Particle Hydrodynamics Fluid Simulation | Ryan Guy's Portfolio

http://www.rlguy.com/sphfluidsim/index.html

Smoothed Particle Hydrodynamics Fluid Simulation. Ryan L. Guy. Victoria, British Columbia, Canada. In order to calculate the density of a particle and the pressure that it exerts on the system, we need to locate its neighbour particles within some radius. To efficiently find neighbours for each particle, a spatial grid is used to refine the search to only particles that are near to each other. Large p i = sum {j} m jW {ij} } $. Where (p ) is density, (m ) is mass and (W ) is the Poly6 smoothing kernel:.

3

2D Implicit Surface Polygonizer | Ryan Guy's Portfolio

http://www.rlguy.com/polygonizer2d/index.html

2D Implicit Surface Polygonizer. This program is an implementation of a 2D implicit surface polygonizer. The polygonizer creates a surface boundary from objects defined by implicit field functions. The marching squares algorithm is used to extract the boundary of an isoline. This program supports implicit primitives for circles, lines, and rectangles. Written in Lua and uses the LOVE framework. The following video shows the program running and the features of the user interface. To add a point. Interface...

4

Lagrangian Mechanics | Ryan Guy's Portfolio

http://www.rlguy.com/lagrangeexample/index.html

This program simulates the motion of a simple pendulum whose base is driven horizontally by (x = a sin wt ). The simulation is written in C and uses the QT application framework. Consider a pendulum of mass (m ) and length (l ) whose base is driven horizontally by (x=a sin wt ). For this system, we will choose the angle ( theta ) as the single generalized coordinate and develop the Lagrangian Equation of Motion:. Large L = T - U } $. We know the position of the base at any time in the simulation, so.

5

Mass-Spring System Simulation | Ryan Guy's Portfolio

http://www.rlguy.com/massspringsimulation/index.html

This program is an implementation of a mass-spring system. Springs are modelled after Hooke's Law. The force of a spring is damped proportional to the velocity of the compression/extension. This simulation is written in C and uses the QT application framework. The graphic user interface allows user to adjust mass, spring constant, damping constant, rest length, and time step while the simulation is running. The following video shows the program simulating the motion various mass-spring systems.

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An implementation of a boid flocking simulation. Features include basic boid rules (alignment, cohesion, separation), obstacle avoidance, and food sources. Written in Lua and uses the LOVE framework. An implementation of a smoothed particle hydrodynamics (SPH) fluid simulation. Features include a dynamic spatial grid data structure, fluid interaction with objects, and Lua scripting for configuration files. Written in C , Lua with LuaBridge, and uses the QT application framework. Conway's Game of Life.

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