Um artigo da
Gidahatari, uma consultoria
peruana especializada em gestão de recursos hídricos, produziu uma lista bem
interessante apontando os 10 melhores softwares livres para se trabalhar com
recursos hídricos.
Por que usar software
livre?
Em princípio
porque é livre, sem custo, sem licença necessária e pode ser usado por qualquer
pessoa dentro de uma instituição.
Outra razão
importante, porque melhora a transparência das avaliações em recursos hídricos
e do meio ambiente, e que os resultados bem como os modelo podem ser
transmitidos, monitorados e auditados.
Desta forma, o
software não se torna um impedimento para a compreensão e discussão dos
impactos.
Por que eles são melhores?
- Porque eles
são apoiados por grandes instituições e comunidades científicas.
- Porque eles
são constantemente atualizados.
- Porque
existe documentação, tutoriais e manuais (muito deles traduzidos para
diversos idiomas).
- Porque são
desenvolvidas muitas pesquisas e publicações sobre estes softwares.
TOP – 10: Softwares livres para Recursos Hídricos
Sistemas de Informação Geográfica
QGIS
QGIS é a
ferramenta Open Source GIS mais conhecida, com um histórico comprovado e uma
comunidade vibrante,
(conheça
a comunidade brasileira do QGIS), além disso conta com um
ecossistema de “plugins” bem consolidado. O QGIS oferece verdadeiramente uma
alternativa aberta que reduz as barreiras de custo, sem taxas de licença e pode
ser executado no sistema operacional de sua escolha.
SAGA GIS
O SAGA GIS, é
mais um SIG orientado plataforma de análise espacial. SAGA GIS é um software
simples, mas poderoso, tem uma grande biblioteca para análise espacial e
caracterização de bacias hidrográficas. Opções de interpolação em SAGA GIS são
melhores implementadas do que em outros softwares livres e comerciais.
Modelagem de Rios
HEC-RAS
O modelo
numérico HEC-RAS é desenvolvido pelo Corpo de Engenheiros do Exército dos
Estados Unidos. Os modelos fluviais hidráulicos usam o gradiente e a topografia
para avaliar barramentos, as velocidades da água e zonas alagadas. Também é
usado para calcular o transporte de sedimentos e temperatura da água.
IRIC
IRIC
(International River Interface Cooperative) é desenvolvido a fim de
proporcionar um ambiente de simulação completa do leito dos rios, os resultados
podem ser importados e utilizados pelos usuários para análise, mitigação e
prevenção de catástrofes, através da visualização dos resultados da simulação
do rio.
Modelagem
hidrológica
HEC-HMS
O Sistema de
Modelagem Hidrológica (HEC-HMS) foi concebido para simular os processos
hidrológicos de bacias hidrográficas. O software inclui procedimentos de
análise hidrológicas tradicionais, como eventos de infiltração, Hidrograma
Unitário e routing hidrológico. HEC-HMS também inclui módulos para
evapotranspiração, derretimento de neve e cálculo da umidade do solo.
PRMS
O código
modelagem PRMS (Sistema de Modelagem chuva – vazão) é um sistema modular, de
parâmetros espacialmente distribuídos, que representa os processos físicos de
uma bacia hidrográfica. Ele foi desenvolvido pelo Serviço Geológico dos EUA –
USGS para avaliar os efeitos de diferentes combinações de geomorfologia, tipo e
uso do solo, vegetação e os parâmetros climáticos sobre a resposta hidrológica
da bacia.
Modelagem hidrogeológica
MODFLOW
Modelo de Águas
Subterrâneas desenvolvido pelo Serviço Geológico (USGS). A modelagem numérica é
capaz de simular o fluxo de águas subterrâneas em duas ou três dimensões e
simular os principais processos físicos relacionados ao sistema de águas
subterrâneas como recarga, evapotranspiração, bombeamento, drenagem, etc.
MT3DMS
O pacote MT3DMS
é um modelo de transporte acoplado a um modelo de fluxo de massa MODFLOW. O
código MT3DMS simula advecção, dispersão / difusão e reações químicas de
adsorção / absorção de contaminantes nas águas subterrâneas.
Modelagem Dinâmica dos Fluidos Computacional
OpenFOAM
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)
Praticamente
qualquer fenômeno físico associado com a dinâmica de fluidos pode ser
representado por esse software. O número de plugins e a disponibilidade livre
do código possibilita que o usuário possa explorar diversas possibilidades para
modelar vários tipos de problemas, incluindo modelos de turbulência, modelos
termodinâmicos, dentre outros
Ferramentas
científicas de programação
Python
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)
É o software
preferido para a análise científica e, portanto, para a avaliação dos recursos
hídricos e do meio ambiente. Tem uma série de pacotes para diferentes
ferramentas, tais como SIG, análise matemática, e inteligência artificial.
Se você procura
por uma ferramenta completa para a manipulação, processamento, liquidação e
plotagem de dados estruturado, Python – Scipy é uma solução eficaz e versátil
aberta.