You are here

Aula 15 - CST: Controlando o WorldServer3D

Objetivo

O objetivo desta aula é estender o exemplo do ws3dapp, utilizando o CST, demonstrando sua proficiência no uso do toolkit.

Atividade 1

Desenvolva um mecanismo para a busca de cristais e alimentos da seguinte forma: enquanto a energia estiver em mais de 40%, a criatura só deve coletar alimentos se os mesmos estiverem obstuíndo sua passagem. Nesse caso, a criatura deverá buscar as jóias necessárias para completar seu leaflet e trocar essas jóias por pontos. Caso a energia fique abaixo de 40%, ele deve prioritariamente buscar os alimentos mais próximos que conhecer, pegando jóias pelo caminho caso elas estejam obstruíndo a passagem da criatura. Para auxiliar no desenvolvimento dessa atividade, veja o Subsumption Model Trail no site do CST. Para ajudar na visualização da arquitetura, você pode utilizar a ferramenta draw.io e carregar o demo CST-Diagram.xml. Ainda, no draw.io, você pode carregar o ECA-Library.xml, que cria uma palheta com codelets, Memory Objects, Memory Containers e Memories de um modo geral. O resultado será um diagram mais ou menos como o seguinte:

data:image/png;base64,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

Atividade 2

Desenvolva uma versão equivalente à Atividade 3 da aula 13 (ou seja, detectar blocos do ambiente e desenvolver um caminho que evite a colisão com os blocos, para ir de um ponto a outro), agora utilizando o CST.

Theme by Danetsoft and Danang Probo Sayekti inspired by Maksimer