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A revista ABC Cardiol procura manter sua plataforma e regras em constante atualização, caminhando em conjunto com as tendências da publicação científica moderna. Aceitamos hoje os Preprints e o uso de plataformas open science como uma maneira de incentivar a comunicação entre os autores.
Fontes:
1. https://pt.wikipedia.org/wiki/Ci%C3%AAncia_aberta
2. https://www.scielo20.org/
3. http://www.ciencia-aberta.pt/sobre-ciencia-aberta
4. http://blog.scielo.org/blog/2017/02/22/scielo-preprints-a-caminho/#.Wt3U2IjwY2w
5. http://asapbio.org/preprint-info
Construção do artigo
Tipos de artigos
Artigo Original: A revista ABC Cardiol aceita todos os tipos de pesquisa original na área cardiovascular, incluindo pesquisas em seres humanos e pesquisa experimental. Os ensaios clínicos devem seguir recomendações específicas. Observação: Análises sistemáticas e metanálises são consideradas como artigo original, e não revisões.
Revisão: Os editores formulam convites para a maioria das revisões. No entanto, trabalhos de alto nível, realizados por autores ou grupos com histórico de publicações na área serão bem-vindos. Não serão aceitos, nessa seção, trabalhos cujo autor principal não tenha vasto currículo acadêmico ou de publicações, verificado através do sistema Lattes (CNPQ), Pubmed ou SciELO. Observação: Análises sistemáticas e metanálises são consideradas como artigo original, e não revisões.
Diretriz: Serão publicadas as diretrizes brasileiras, que abordarão o conteúdo desta na íntegra.
Posicionamento: Documento que se destina a dar suporte aos profissionais em uma tomada de decisão, porém, não possui um corpo de evidências suficiente para que seja denominado como diretriz.
Atualização de Diretriz: Documento contendo inovações e atualizações sobre um determinado subtópico de uma diretriz já publicada, havendo atualização anual.
Ponto de Vista: Apresenta uma posição ou opinião dos autores a respeito de um tema científico específico. Esta posição ou opinião deve estar adequadamente fundamentada na literatura ou em sua experiência pessoal, aspectos que serão a base do parecer a ser emitido.
Relato de Caso: Casos que incluam descrições originais de observações clínicas, ou que representem originalidade de um diagnóstico ou tratamento, ou que ilustrem situações pouco frequentes na prática clínica e que mereçam uma maior compreensão e atenção por parte dos cardiologistas.
Comunicação Breve: Experiências originais cuja relevância para o conhecimento do tema justifique a apresentação de dados iniciais de pequenas séries, ou dados parciais de ensaios clínicos.
Editorial: Assuntos ou artigos abordados criticamente por especialista da área. Todos os editoriais da revista ABC Cardiol são escritos por meio de convite. Não serão aceitos editoriais enviados espontaneamente.
Minieditorial: Também realizado mediante convite, trata-se de artigo voltado para comentários de artigos originais publicados no priódico com conteúdo científico e opinião de especialista na área.
Carta ao Editor: Correspondências de conteúdo científico relacionadas a artigos publicados na revista ABC Cardiol e avaliadas para publicação dois meses antes. Os autores do artigo original citado serão convidados a responder.
Imagem Cardiovascular: Imagens clínicas ou de pesquisa básica, ou de exames complementares que ilustrem aspectos interessantes de métodos de imagem que esclareçam mecanismos de doenças cardiovasculares e ressaltem pontos relevantes da fisiopatologia, diagnóstico ou tratamento.
Correlações:
Anátomo-Clínica: Apresentação de um caso clínico e discussão de aspectos de interesse relacionados aos conteúdos clínico, laboratorial e anátomo-patológico.
Clínico-Imagenológica: Apresentação de um caso de cardiopatia, salientando a importância dos elementos de imagem e/ou clínicos para a consequente correlação com outros exames, que comprovam o diagnóstico. Ultima-se daí a conduta adotada.
Organização dos artigos e normas técnicas
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Idioma:
A ABC Cardiol é uma publicação bilíngue. Os artigos podem ser submetidos em língua portuguesa e/ou inglesa. Para os artigos aprovados, é obrigatória a entrega do segundo idioma caso o autor tenha optado em submeter o artigo somente no idioma português. O autor pode solicitar a tradução através da revista ou entregar no prazo máximo de 30 dias. No caso da não entrega, o artigo será cancelado. O autor que submeter o artigo no idioma inglês não precisará providenciar a tradução, porém, no ato da submissão, é recomendado o envio dos artigos nos dois idiomas para agilização do processo de produção caso seja possível.
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Ordenação:
Importante: Os textos devem ser editados em processador de texto (exemplo: Word da Microsoft®, Google Docs®, Writer®).
Artigo original
1- Página de título
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Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
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Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços).
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Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
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Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/, que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
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Deve informar o número de palavras do manuscrito (word-count).
2- Resumo
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Resumo de até 250 palavras.
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Estruturado em cinco seções:
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Fundamento (racional para o estudo);
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Objetivos;
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Métodos (breve descrição da metodologia empregada);
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Resultados (apenas os principais e mais significativos);
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Conclusões (frase(s) sucinta(s) com a interpretação dos dados).
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Solicita-se não citar referências no resumo.
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Solicita-se incluir números absolutos dos resultados juntamente com a sua significância estatística comprovada através do valor do p, % e outros métodos de análise. Não serão aceitos dados sem significância estatística devidamente comprovada, por exemplo: “a medida aumentou, diminuiu” etc.).
3- Corpo do artigo
Deve ser dividido em cinco seções: introdução, métodos, resultados, discussão e conclusões.
Introdução:
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Sugerimos não ultrapassar 350 palavras.
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Faça uma descrição dos fundamentos e do racional do estudo, justificando com base na literatura e destacando a lacuna científica do qual o levou a fazer a investigação e o porquê.
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No último parágrafo, dê ênfase aos objetivos do estudo, primários e secundários, baseados na lacuna científica a ser investigada.
Métodos:
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Descreva detalhadamente como foram selecionados os sujeitos da pesquisa observacional ou experimental (pacientes ou animais de experimentação, incluindo o grupo controle, quando houver), incluindo idade e sexo.
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A definição de raças deve ser utilizada quando for possível e deve ser feita com clareza e quando for relevante para o tema explorado.
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Identifique os equipamentos e reagentes utilizados (incluindo nome do fabricante, modelo e país de fabricação, quando apropriado) e dê detalhes dos procedimentos e técnicas utilizados de modo a permitir que outros investigadores possam reproduzir os seus dados.
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Descreva os métodos empregados em detalhes, informando para que foram usados e suas capacidades e limitações.
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Descreva todas as drogas e fármacos utilizados, doses e vias de administração.
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Descreva o protocolo utilizado (intervenções, desfechos, métodos de alocação, mascaramento e análise estatística).
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Em caso de estudos em seres humanos, indique se o trabalho foi aprovado por um Comitê de Ética em Pesquisa, se os pacientes assinaram os termos de consentimento livre e esclarecido e se está em conformidade com o descrito na resolução 466/2012.
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Descreva os métodos estatísticos utilizados para obtenção dos resultados e justifique.
Resultados:
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Exibidos com clareza, devem estar apresentados subdivididos em itens, quando possível, e apoiados em número moderado de gráficos, tabelas, quadros e figuras. Evitar a redundância ao apresentar os dados, como no corpo do texto e em tabelas.
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É de extrema importância que a sua significância estatística seja devidamente comprovada.
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Discussão: Relaciona-se diretamente ao tema proposto quando analisado à luz da literatura, salientando aspectos novos e importantes do estudo, suas implicações e limitações. A comparação com artigos previamente publicados no mesmo campo de investigação é um ponto importante, salientando quais são as novidades trazidas pelos resultados do estudo atual e suas implicações clínicas ou translacionais. O último parágrafo deve expressar conclusões ou, se pertinentes, recomendações e implicações clínicas.
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Conclusões: Devem responder diretamente aos objetivos propostos no estudo e serem estritamente baseadas nos dados. Conclusões que não encontrem embasamento definitivo nos resultados apresentados no artigo podem levar à não aceitação direta do artigo no processo de revisão. Frases curtas e objetivas devem condensar os principais achados do artigo, baseados nos resultados.
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Consulte as informações sobre artigo original de pesquisas clínicas/ensaios clínicos.
4- Agradecimentos
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Devem vir após o texto. Nesta seção, é possível agradecer a todas as fontes de apoio ao projeto de pesquisa, assim como contribuições individuais.
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Cada pessoa citada na seção de agradecimentos deve enviar uma carta autorizando a inclusão do seu nome, uma vez que pode implicar em endosso dos dados e conclusões.
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Não é necessário consentimento por escrito de membros da equipe de trabalho, ou colaboradores externos, desde que o papel de cada um esteja descrito nos agradecimentos.
5- Figuras e Tabelas
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O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
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Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
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Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas.
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É obrigatório o envio de uma figura central que resuma melhor os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de outras figuras do artigo ou criar uma nova imagem.
Exemplo de figura central:
![](data:image/png;base64,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)
Acesso ao artigo: https://abccardiol.org/article/posicionamento-sobre-seguranca-cadiovascular-das-vacinas-contra-covid-19-2022/
As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
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Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP.
6- Referências bibliográficas
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A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
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As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
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Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
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Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
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As referências devem ser alinhadas à esquerda.
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Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
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Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
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As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
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Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
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Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
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O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido.
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Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Artigo de revisão
1- Página de título
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Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
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Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços).
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Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
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Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/, que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
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Deve informar o número de palavras do manuscrito (word-count).
2- Resumo: Não existe uma estruturação específica, deve-se respeitar o limite de 250 palavras.
3- Corpo do artigo: Não existe uma estruturação específica. Deve-se respeitar o limite de palavras.
4- Agradecimentos:
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Devem vir após o texto. Nesta seção, é possível agradecer a todas as fontes de apoio, assim como contribuições individuais.
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Cada pessoa citada na seção de agradecimentos deve enviar uma carta autorizando a inclusão do seu nome, uma vez que pode implicar em endosso dos dados e conclusões.
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Não é necessário consentimento por escrito de membros da equipe de trabalho, ou colaboradores externos, desde que o papel de cada um esteja descrito nos agradecimentos.
5- Figuras e tabelas
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O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
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Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
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Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas.
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É obrigatório o envio de uma figura central que resuma melhor os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de outras figuras do artigo ou criar uma nova imagem.
Exemplo de figura central:
![](data:image/png;base64,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)
Acesso ao artigo: https://abccardiol.org/article/posicionamento-sobre-seguranca-cadiovascular-das-vacinas-contra-covid-19-2022/
As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
-
Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP4.
6- Referências bibliográficas
-
A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
-
As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
-
Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
-
Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
-
As referências devem ser alinhadas à esquerda.
-
Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
-
Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
-
As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
-
Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
-
Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
-
O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido.
-
Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Diretrizes
-
As diretrizes brasileiras, elaboradas por seus departamentos, serão, a partir de 2018, publicadas na íntegra na ABC Cardiol. Para as últimas diretrizes publicadas previamente a 2018, serão aceitos sumários executivos.
-
Será publicada nas versões português e inglês no mesmo fascículo.
-
É responsabilidade do coordenador ou grupo responsável o pagamento da versão inglês e diagramação destas páginas.
-
Informações adicionais estão presentes no quadro resumido.
-
Para acessar as normas de elaboração de uma diretriz, clique aqui.
Ponto de vista
1- Página de título
-
Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
-
Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços).
-
Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
-
Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/, que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
-
Deve informar o número de palavras do manuscrito (word-count).
2- Corpo do artigo: Não existe uma estruturação específica. Deve-se respeitar o limite de palavras.
3- Agradecimentos
-
Devem vir após o texto. Nesta seção, é possível agradecer a todas as fontes de apoio, assim como contribuições individuais.
-
Cada pessoa citada na seção de agradecimentos deve enviar uma carta autorizando a inclusão do seu nome, uma vez que pode implicar em endosso dos dados e conclusões.
-
Não é necessário consentimento por escrito de membros da equipe de trabalho, ou colaboradores externos, desde que o papel de cada um esteja descrito nos agradecimentos.
4- Figuras e tabelas
-
O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
-
Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
-
Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas. É desejável que a figura 1 seja a que melhor resume os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de imagens. As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
-
Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP4.
5- Referências bibliográficas
-
A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
-
As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
-
Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
-
Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
-
As referências devem ser alinhadas à esquerda.
-
Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
-
Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
-
As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
-
Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
-
Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
-
O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido.
-
Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Relato de caso
1- Página de título
-
Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
-
Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços)
-
Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
-
Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/, que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
-
Deve informar o número de palavras do manuscrito (word-count).
2- Relato do Caso: Não existe uma estruturação específica. Sugerimos conter hipóteses diagnósticas, o descritivo dos métodos, uma conclusão com o desfecho do caso, a relevância e a mensagem final. Deve-se respeitar o limite de palavras.
3- Agradecimentos
-
Devem vir após o texto. Nesta seção, é possível agradecer a todas as fontes de apoio, assim como contribuições individuais.
-
Cada pessoa citada na seção de agradecimentos deve enviar uma carta autorizando a inclusão do seu nome, uma vez que pode implicar em endosso dos dados e conclusões.
-
Não é necessário consentimento por escrito de membros da equipe de trabalho, ou colaboradores externos, desde que o papel de cada um esteja descrito nos agradecimentos.
4- Figuras e tabelas:
-
O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
-
Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
-
Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas. É desejável que a figura 1 seja a que melhor resume os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de imagens. As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
-
Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP4.
5- Referências bibliográficas
-
A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
-
As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
-
Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
-
Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
-
As referências devem ser alinhadas à esquerda.
-
Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
-
Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
-
As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
-
Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
-
Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
-
O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido.
-
Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Comunicação breve
1- Página de título
-
Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
-
Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços).
-
Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
-
Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/, que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
-
Deve informar o número de palavras do manuscrito (word-count).
2- Resumo: Não existe uma estruturação específica. Deve-se respeitar o limite de 250 palavras
3- Corpo do artigo: Não existe uma estruturação específica. Deve-se respeitar o limite de palavras. O texto deve conter dados ou experimentos iniciais de uma Invest. Científica.
4- Agradecimentos
-
Devem vir após o texto. Nesta seção, é possível agradecer a todas as fontes de apoio, assim como contribuições individuais.
-
Cada pessoa citada na seção de agradecimentos deve enviar uma carta autorizando a inclusão do seu nome, uma vez que pode implicar em endosso dos dados e conclusões.
-
Não é necessário consentimento por escrito de membros da equipe de trabalho, ou colaboradores externos, desde que o papel de cada um esteja descrito nos agradecimentos.
5- Figuras e tabelas
-
O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
-
Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
-
Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas. É desejável que a figura 1 seja a que melhor resume os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de imagens. As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
-
Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP4.
6- Referências
-
A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
-
As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
-
Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
-
Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
-
As referências devem ser alinhadas à esquerda.
-
Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
-
Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
-
As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
-
Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
-
Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
-
O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido. Acesso à tabela em excel.
-
Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Editorial
1- Página de título
-
Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
-
Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços).
-
Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
-
Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/, que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
-
Deve informar o número de palavras do manuscrito (word-count).
2- Corpo do artigo: Não existe uma estruturação específica. Deve-se respeitar o limite de palavras.
3- Agradecimentos
-
Devem vir após o texto. Nesta seção, é possível agradecer a todas as fontes de apoio, assim como contribuições individuais.
-
Cada pessoa citada na seção de agradecimentos deve enviar uma carta autorizando a inclusão do seu nome, uma vez que pode implicar em endosso dos dados e conclusões.
-
Não é necessário consentimento por escrito de membros da equipe de trabalho, ou colaboradores externos, desde que o papel de cada um esteja descrito nos agradecimentos.
4- Figuras e tabelas
-
O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
-
Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
-
Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas. É desejável que a figura 1 seja a que melhor resume os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de imagens. As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
-
Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP4.
5- Referências
-
A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
-
As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
-
Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
-
Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
-
As referências devem ser alinhadas à esquerda.
-
Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
-
Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
-
As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
-
Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
-
Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
-
O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido. Acesso à tabela em excel.
-
Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Carta ao editor
1- Página de título
-
Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
-
Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços).
-
Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
-
Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/, que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
-
Deve informar o número de palavras do manuscrito (word-count).
2- Corpo do artigo: Não existe uma estruturação específica. Deve-se respeitar o limite de palavras.
Importante: O autor do artigo referenciado será contatado para resposta.
3- Figuras e tabelas
-
O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
-
Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
-
Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas. É desejável que a figura 1 seja a que melhor resume os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de imagens. As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
-
Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP4.
4- Referências
-
A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
-
As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
-
Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
-
Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
-
As referências devem ser alinhadas à esquerda.
-
Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
-
Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
-
As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
-
Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
-
Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
-
O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido. Acesso à tabela em excel.
-
Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Carta Científica
1- Página de título
-
Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
-
Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços).
-
Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
-
Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/ , que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
-
Deve informar o número de palavras do manuscrito (word-count).
2- Corpo do artigo: Em geral, as Cartas de Pesquisa devem ser divididas nas seguintes seções: Introdução, Métodos, Resultados e Discussão, no caso de pesquisa original; introdução e descrição, para caso clínico; e introdução e parecer, em caso de opinião. Não devem incluir resumo.
3- Figuras e tabelas
-
O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
-
Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
-
Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas. É desejável que a figura 1 seja a que melhor resume os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de imagens. As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
-
Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP4.
4- Referências bibliográficas
-
A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
-
As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
-
Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
-
Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
-
As referências devem ser alinhadas à esquerda.
-
Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
-
Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
-
As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
-
Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
-
Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
-
O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido. Acesso à tabela em excel.
-
Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Imagem
1- Página de título
-
Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
-
Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços).
-
Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
-
Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/, que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
-
Deve informar o número de palavras do manuscrito (word-count).
2- Corpo do artigo: Não existe uma estruturação específica. Deve-se respeitar o limite de palavras.
3- Agradecimentos
-
Devem vir após o texto. Nesta seção, é possível agradecer a todas as fontes de apoio, assim como contribuições individuais.
-
Cada pessoa citada na seção de agradecimentos deve enviar uma carta autorizando a inclusão do seu nome, uma vez que pode implicar em endosso dos dados e conclusões.
-
Não é necessário consentimento por escrito de membros da equipe de trabalho, ou colaboradores externos, desde que o papel de cada um esteja descrito nos agradecimentos.
4- Figuras e tabelas
-
O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
-
Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
-
Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas.
-
É desejável que a figura 1 seja a que melhor resume os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de imagens.
-
As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
-
Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP4.
5- Referências
-
A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
-
As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
-
Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
-
Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
-
As referências devem ser alinhadas à esquerda.
-
Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
-
Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
-
As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
-
Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
-
Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
-
O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido. Acesso à tabela em excel.
-
Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Correlações
1- Página de título
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Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
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Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços).
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Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
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Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/, que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
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Deve informar o número de palavras do manuscrito (word-count).
2- Corpo do artigo: Não existe uma estruturação específica. Deve-se respeitar o limite de palavras.
3- Figuras e tabelas
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O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
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Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
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Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas. É desejável que a figura 1 seja a que melhor resume os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de imagens. As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
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Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP4.
4- Referências bibliográficas
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A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
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As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
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Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
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Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
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As referências devem ser alinhadas à esquerda.
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Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
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Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
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As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
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Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
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Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
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O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido. Acesso à tabela em excel.
-
Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Minieditorial
1- Página de título
-
Deve conter o título completo do trabalho (com até 150 caracteres, incluindo espaços) de maneira concisa e descritiva em português.
-
Deve conter o título completo em inglês (com até 150 caracteres, incluindo espaços).
-
Deve conter o título resumido (com até 50 caracteres, incluindo espaços) para ser utilizado no cabeçalho das demais páginas do artigo.
-
Devem ser incluídos de três a cinco descritores (palavras-chave), assim como a respectiva tradução para as keywords (descriptors). As palavras-chave devem ser consultadas nos sites: http://decs.bvs.br/, que contém termos em português, espanhol e inglês ou www.nlm.nih.gov/mesh, para termos somente em inglês.
-
Deve informar o número de palavras do manuscrito (word-count).
2- Corpo do artigo:
-
Não existe uma estruturação específica. Deve-se respeitar o limite de palavras.
3- Figuras e tabelas
-
O número de tabelas e figuras indicados para este tipo de artigo pode ser encontrado ao acessar o quadro resumido a seguir.
-
Tabelas: Numeradas por ordem de aparecimento e adotadas quando necessário à compreensão do trabalho. As tabelas não deverão conter dados previamente informados no texto. Indique os marcadores de rodapé na seguinte ordem: *, †, ‡, §, //,¶, #, **, ††, etc. As tabelas devem ser editadas em Word ou programa similar. Orientamos os autores que utilizem os padrões de tabelas e figuras adotados pela ABNT. Conforme normas, a tabela deve ter formatação aberta, ter a sua identificação pelo número e pelo título, que devem vir acima da tabela, a fonte, mesmo que seja o próprio autor, abaixo.
-
Figuras: Devem apresentar boa resolução para serem avaliadas pelos revisores. Conforme normas da ABNT, as ilustrações devem apresentar palavra designativa, o número de acordo com a ordem que aparece no texto, e o título acima da imagem. Abaixo, a fonte. As abreviações usadas nas ilustrações devem ser explicitadas nas legendas. É desejável que a figura 1 seja a que melhor resume os dados principais do artigo, ou seja, uma ilustração central dos resultados do artigo. Pode-se usar montagens de imagens. As figuras e ilustrações devem ser anexados em arquivos separados, na área apropriada do sistema, com extensão JPEG, PNG ou TIFF.
-
Imagens e vídeos: Os artigos aprovados que contenham exames (exemplo: ecocardiograma e filmes de cinecoronariografia) devem ser enviados através do sistema de submissão de artigos como imagens em movimento no formato MP4.
4- Referências
-
A ABC Cardiol adota as Normas de Vancouver – Uniform Requirements for Manuscripts Submitted to Biomedical Journal.
-
As referências devem ser citadas numericamente, por ordem de aparecimento no texto, e apresentadas em sobrescrito.
-
Se forem citadas mais de duas referências em sequência, apenas a primeira e a última devem ser digitadas, separadas por um traço (Exemplo: 5-8).
-
Em caso de citação alternada, todas as referências devem ser digitadas, separadas por vírgula (Exemplo: 12, 19, 23). As abreviações devem ser definidas na primeira aparição no texto.
-
As referências devem ser alinhadas à esquerda.
-
Comunicações pessoais e dados não publicados não devem ser incluídos na lista de referências, mas apenas mencionados no texto e em nota de rodapé na página em que é mencionado.
-
Citar todos os autores da obra se houver seis autores ou menos, ou apenas os seis primeiros seguidos de et al., se houver mais de seis autores.
-
As abreviações da revista devem estar em conformidade com o Index Medicus/Medline – na publicação List of Journals Indexed in Index Medicus ou por meio do site https://portal.issn.org/.
-
Só serão aceitas citações de revistas indexadas. Os livros citados deverão possuir registro ISBN (International Standard Book Number).
-
Resumos apresentados em congressos (abstracts) só serão aceitos até dois anos após a apresentação e devem conter na referência o termo “resumo de congresso” ou “abstract”.
-
O número de referências indicado para cada tipo de artigo pode ser encontrado no quadro resumido. Acesso à tabela em excel.
-
Política de valorização: Os editores estimulam a citação de artigos publicados na ABC Cardiol e oriundos da comunidade científica nacional.
Material suplementar
Os autores podem enviar material suplementar para acompanhar seu artigo, sendo a publicação somente on-line, quando houver espaço insuficiente para incluí-lo no artigo impresso. Este material deve ser importante para a compreensão e interpretação do artigo e não deve repetir informações do artigo impresso. A inclusão do material suplementar deve ser limitada e justificada, sendo original e não publicado anteriormente.
O material suplementar passará por uma revisão editorial e por pares junto com o manuscrito principal. Se o manuscrito for aceito para publicação e se o material suplementar for considerado adequado para publicação pelos editores, ele será publicado on-line no momento da publicação do artigo, como material adicional fornecido pelos autores. Este material não será editado ou formatado; assim, os autores são responsáveis pela precisão e apresentação de todo esse material. Cada material suplementar deverá ser identificado no ato da submissão do artigo e citado no texto do artigo
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