From 37540c32f9a706d08d08236d2539530d6cdd54fb Mon Sep 17 00:00:00 2001 From: Semidan Date: Sun, 7 Mar 2021 12:05:33 +0000 Subject: [PATCH] added pdf --- ...ci\303\263n_Innovaci\303\263n_Docente.pdf" | Bin 0 -> 92102 bytes README.md | 24 ++++++++++-------- imgs/presentacion.png | Bin 0 -> 3620432 bytes 3 files changed, 14 insertions(+), 10 deletions(-) create mode 100644 "Justificaci\303\263n_Innovaci\303\263n_Docente.pdf" create mode 100644 imgs/presentacion.png diff --git "a/Justificaci\303\263n_Innovaci\303\263n_Docente.pdf" "b/Justificaci\303\263n_Innovaci\303\263n_Docente.pdf" new file mode 100644 index 0000000000000000000000000000000000000000..d4b68e52c784e12df55b767fb72c4cad0f0617fe GIT binary patch literal 92102 zcmc$_byOTr*DV|%K=9x$A-KCsg1fsj!(aghcL@;Og1fuBySux)OK_Ji2Ntj5$0CRXgJ`zS5Gb@mx zt(hyxh=lpwBjILYW?~^>lpxV2;o@c`Vdmr@(IsJ&Ct+qKVH73d;9_CtBw>^zVIyHw zA>n4`%AFDB#cU6ussPg^FNOAJEkP;@2I^8bo>`o ztp5QIqofFlHXjoc2w=#@Zp_4F%*MrS$im6R#La4K3;;2)y?a0wf&cFsx_?=)v$q8q 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z#*1}oSkHecg4X_pOO895#O^(QDP2U6x$}`a{u=FAYIu`%8~AxJJ>G=Ff~=F`>+afOicEMQO&*%|dloD! zmt6YT<2hC*i;uj32=-PGVaciPm2mIj=LfGND?s4*Qczoqx@+7R%!`%^&p&kx{B3>}=@9865%nVHz($;d?I#o+%RnIX`a literal 0 HcmV?d00001 diff --git a/README.md b/README.md index 4ba5c5c..799634b 100644 --- a/README.md +++ b/README.md @@ -1,16 +1,20 @@ # Un modelo de Especies Exóticas Invasoras en Canarias - + +Responsive image

-Un modelo dinámico sencillo sobre el proceso de invasión de la especie exótica invasora Nicotiana glauca en el Cardonal-Tabaibal. + +Un pequeño proyecto de innovación docente planteado para alumnado de Biología y Geología de 4º de ESO, que tiene como objetivo el uso de un modelo computacional para investigar algunos de los principales factores de invasividad de una especie exótica invasora en ecosistemas nativos. La justificación docente se puede encontrar en el pdf "justificación de la Innovación", además, se incluye una propuesta de guión de práctica para el alumnado en el pdf "Actividad Modelo EEI en Canarias". El modelo matemático es discreto y dinámico (de tipo agent-based model), y simula el proceso de invasión de la especie exótica invasora Nicotiana glauca en un ecosistema simplificado de Cardonal-Tabaibal. El modelo se compone de una matriz, o cuadrícula, que simula una parcela de terreno, y donde cada casilla puede tener uno de los cuatro estados (los agentes) siguientes: suelo, tabaiba, cardón o tabaco moro en cada instante de tiempo (discreto). ## Reglas de evolución -1. Las plantas pierden "vida" a medida que pasa el tiempo, hasta que mueren, momento en el cual la cuadrícula puede ser colonizada por otra planta. -2. Las plantas obtienen energía del medio con diferente eficiencia, cuando la energía pasa un umbral se reproducen -3. Al reproducirse, se crea un número aleatorio (dentro de unos límites) de nuevas plantas de la misma especie en las casillas desocupadas con probabilidad de éxito dada. Si no hay casillas libres, las plantas no se pueden reproducir. -## Parámetros controladores -1. Capacidad reproductiva (número de semillas y/o éxito de semillas, capacidad de dispersión) -2. Efecto perjudicial sobre éxito de semillas de otras especies (toxicidad, afecta a probabilidad de éxito de otras especies) +El modelo sigue una serie de reglas sencillas: +1. Cada casilla sólo puede albergar un tipo de planta en cada instante de tiempo. +2. Todas las plantas van perdiendo “vida” según pasa el tiempo, aunque con diferentes tasas según la especie (parámetro ajustable). +3. Todas las plantas ganan “energía” según pasa el tiempo, aunque con distinta eficiencia según la especie (parámetro ajustable). +4. Cuando una planta alcanza un umbral preestablecido (parámetro ajustable) de energía, se reproduce formando un número aleatorio pero acotado de semillas. El valor máximo se controla a través del parámetro Producción Máxima de Semillas. +5. Las semillas se establecen en otras casillas, siempre que no haya ninguna otra planta (casilla con estado de suelo). Las semillas se establecen a una distancia máxima de la planta parental controlada por el parámetro Dispersión Máxima. La distancia se mide como el número de casillas del camino más cercano que conecta ambos puntos. +6. Las semillas tienen una probabilidad determinada de éxito, es decir, de que la planta alcance la madurez necesaria para reproducirse. Esta probabilidad se controla a través del parámetro Eficiencia Reproductiva. + +A medida que pasa el tiempo, las plantas de tabaiba, cardón y tabaco moro compiten por ocupar casillas con el estado suelo. La eficacia de esta competición dependerá de la combinación de parámetros que tenga cada especie, los cuales, de una forma simplificada, modelizan la capacidad invasora de la especie. -# Notas -Empezar la simulación con una población estable de cardonal-tabaibal y luego añadir una o varias plantas invasoras de tabaco moro para ver como se ve afectado el ecosistema. +Para facilitar la interpretación de los datos, la aplicación web también cuenta con una gráfica que muestra la evolución temporal de las poblaciones de cada especie de planta en la cuadrícula (en forma de fracción sobre el total). Además, la aplicación dispone de cuatro controladores, en forma de “sliders”, para modificar cómodamente (pensado para ser usado en dispositivos táctiles) el valor de los cuatro parámetros que el alumnado puede controlar. diff --git a/imgs/presentacion.png b/imgs/presentacion.png new file mode 100644 index 0000000000000000000000000000000000000000..7837e078dee85b18e16034736bb7f33d4331cf0c GIT binary patch literal 3620432 zcmWh!cQjjn8>jXvtz86FRkez$O;J_5s6AV&_7=n{N{!l$)>f;vsV#QxpHX`yV#Ep( zF@gwh-aqciy*W9#_uTt@@AFwt{98Q@I_d}1L_|b%nr~hi5)qNXh=@oXDai@nl>5%T zC43P38EU8!)l6{i5e`V5RdiK|i0V^luHTapj;XxgnEMeCvEKXtMm+lXM45=_wp8<# z%DW(&1ALtQ+?%X3nlS8a^J@iT#r5pjCqc3pq3D#}bVBHEH zN?)xh$Qnaz`c}JI)Tm}XeY~YLm$~{YCu8iJ(NyEU>cG1yKjsXTU%)OWlL_O=VV9DW ztmLuJ*<`YovO+^PUn}(>`S0>7zJoKSsDvXRoB>7lwE|loms$t)KX3`#0~`Z>^_Ld= zZt*V*4M;c|`Th)j9l$APp(HZ&)ajjujsD1bgQo1MtLojKVzfVAi0k6de1(P95*@9; zA6ACyMat`R%iUNJujZ^E0Lv`FC3-P1SM@8~B4zC%2kZ&&B@J%dj{S;?tM5iODy%=% 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