Lotka-Volterra competition approximation

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Default-person William Driscoll (Author)

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globals [open_space]
patches-own [sp1_K sp2_K open?]
turtles-own [sp my_K my_r]

to Setup
  clear-all
  crt N10 [set sp 1 set color blue set my_K K set my_r r set shape "circle" set size (2.5 / K) move-to one-of patches]
  crt N20 [set sp 2 set color red set my_K K2 set my_r r2 set shape "circle" set size (2.5 / K2) move-to one-of patches]
  ask patches [update-patches]
  set open_space 1
  reset-ticks
end 

to Go
  reproduce
  ask patches [update-patches]
  set open_space 1 - (count turtles / (K * count patches))
  ask n-of (0.05 * count patches) patches [ask turtles-here  [die]]
  tick
end 

to reproduce
  ask turtles [if random-float 1 < my_r [if any? patches with [open? = 1] [hatch 1 [migrate]]]]
end 

to migrate
  carefully [move-to one-of patches with [open? = 1] update-patches] [die]
  ;move-to one-of patches ifelse open? = 1 [update-patches] [die]
end 

to update-patches  ;; Patch context only
  calculate_Ks
  carefully [ask one-of turtles-here [ifelse sp = 1 [if sp1_K < 0 [die]] [if sp2_K < 0 [die]]]] []
  calculate_Ks
  ;;carefully [ask one-of turtles-here [ifelse sp = 1 [if sp1_K < 0 [die]] [if sp2_K < 0 [die]]]] []
  ;calculate_Ks
  ;carefully [ask one-of turtles-here [ifelse sp = 1 [if sp1_K < 0 [die]] [if sp2_K < 0 [die]]]] []

  ;ifelse count turtles-here > K [set open? 0 set pcolor 0 ask one-of turtles-here [die]] [set open? 1 set pcolor 9.9]
end 

to calculate_Ks
  set sp1_K (K - count turtles-here with [sp = 1] - (alpha * (count turtles-here with [sp = 2])))
  set sp2_K (K2 - count turtles-here with [sp = 2] - (beta * (count turtles-here with [sp = 1])))
  ;ifelse sp1_K * sp2_K > 0 and
 ifelse sp1_K + sp2_K < 0 [set open? 0] [set open? 1]
end 

;to update-cells?
;;  ask turtles [ifelse cell_type = 0 [set color red set color lput (opacity * 250) extract-rgb color]
;    [set color blue set color lput (opacity * 250) extract-rgb color]]
;  ask turtles [set size cell_size]
;end

There are 3 versions of this model.

Uploaded by When Description Download
William Driscoll over 3 years ago come on Download this version
William Driscoll over 3 years ago Layout improvement Download this version
William Driscoll over 3 years ago Initial upload Download this version

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Screen Shot 2020-10-08 at 10.59.48 AM.png png Preview over 3 years ago, by William Driscoll Download

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