globals
Model was written in NetLogo 3D 6.3.0
•
Viewed 215 times
•
Downloaded 14 times
•
Run 0 times
Do you have questions or comments about this model? Ask them here! (You'll first need to log in.)
WHAT IS IT?
This shows how to make turtles move along a perfect sphere. The first procedure moves turtles based a user-defined distance to be travelled; the second moves then based on a user-defined degree measure.
HOW IT WORKS
We use trigonometry to calculate the turtle's successive positions on the circle.
RELATED MODELS
Turtles Circling, Circular Path Example
Comments and Questions
Please start the discussion about this model!
(You'll first need to log in.)
Click to Run Model
globals [ radius ] to setup clear-all set radius ( world-width - 2 ) / 2 create-turtles 12 [ ;; move to a random point on the sphere tilt-up ( random 180 ) - 90 fd radius ;; lie tangent to the sphere tilt-down 90 ;; turn again so that not all turtles are moving ;; to north and south poles rt random 360 pen-down ] reset-ticks end to go-distance ask turtles [ arc-forward-by-distance step-size lt random wiggle-range rt random wiggle-range ] tick end to go-angle ask turtles [ arc-forward-by-angle arc-angle lt random wiggle-range rt random wiggle-range ] tick end ;; This procedure moves the turtle to the next point ;; on the sphere the given distance along the curve. to arc-forward-by-distance [dist] ;; turtle procedure ;; calculate how much of an angle we'll be turning through ;; (essentially converting radians to degrees) let theta dist * 180 / ( pi * radius ) ;; turn to face the next point we're going to tilt-down theta / 2 ;; go there fd dist ;; turn to face tangent to the circle tilt-down theta / 2 end ;; This procedure moves the turtle to the next point ;; on the sphere the given angle measure along the curve. to arc-forward-by-angle [angle] ;; turtle procedure ;; turn to face the next point we're going to tilt-down angle / 2 ;; calculate the distance we'll have to move forward ;; in order to stay on the circle. Go there. fd 2 * radius * sin (angle / 2) ;; turn to face tangent to the circle tilt-down angle / 2 end ; Public Domain: ; To the extent possible under law, Uri Wilensky has waived all ; copyright and related or neighboring rights to this model.
There is only one version of this model, created over 1 year ago by Peter Nikolyuk.
Attached files
File | Type | Description | Last updated | |
---|---|---|---|---|
globals.png | preview | Preview for 'globals' | over 1 year ago, by Peter Nikolyuk | Download |
This model does not have any ancestors.
This model does not have any descendants.