Optimal plot size for cabbage experiments

Detalhes bibliográficos
Autor(a) principal: Mateus, Vinicius de Freitas
Data de Publicação: 2020
Outros Autores: Rodriguês Moreira, Gisele, Euclides Pechara da Costa Jaeggi, Mario, Sales Rocha, Richardson, Guarnier da Silva, Rita de Kássia, Martins Pereira, Israel, Oliveira, Tâmara Rebecca Albuquerque de, Cruz, Derivaldo Pureza da, Blunck Rezende Moreira, Thiago, Bastos dos Santos Oliveira, Wagner, Gonçalves da Rocha, Jaídson, de Castro Monteiro, Edevaldo, Gomes de Souza, Alexandre, Queiroz da Silva Sanfim de Sant'Anna, Camila, de Amaral Gravina, Geraldo, Figueiredo Daher, Rogério, Rangel Rodrigues, Rogério, do Carmo Parajara, Magno, Nogueira Batista, Josimar, de Araújo Capetini, Samyra
Tipo de documento: Artigo
Idioma: eng
Título da fonte: Research, Society and Development
Texto Completo: https://rsdjournal.org/index.php/rsd/article/view/9744
Resumo: Among the factors that influence the detection of minimum significant differences between treatments in conventional experiments is the size of the plot, whose correct determination allows the reduction of experimental error, consequently, increases the precision of the experiment and the reliability of the interpretations and conclusions obtained. There are different methods to estimate the optimal plot size, which relate plot size and residual variation, highlighting among these the methods of maximum curvature, maximum modified curvature, maximum curvature of the coefficient of variation and regression with plateau response. In addition to these, there is the Hatheway method that takes into account factors such as number of treatments, repetitions and levels of significance. Since there is little work to estimate the optimal plot size in experiments with species of the genus Brassica, the present study aimed to increase the experimental precision in experiments with cabbage in the municipality of Alegre - ES by determining the optimal plot size with based on Hatheway's methods, maximum curvature, maximum curvature of the coefficient of variation and plateau regression. The work was carried out by means of a blank test carried out in the experimental area of the Center for Agricultural Sciences of the Federal University of Espírito Santo, Alegre - ES, in which both productive and growth variables were evaluated. At the end of the project, propose the optimal plot size to be used in experiments with cabbage in order to increase the experimental precision and the reliability of the results obtained in future experiments.
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spelling Optimal plot size for cabbage experimentsTamaño de parcela óptimo para experimentos con repolloTamanho ideal de parcela para experimentos de repolhoBrassica oleracea L. var. capitata L.; Planejamento experimental; Hatheway; Curvatura máxima; Curvatura máxima do coeficiente de variação; Regressão de platôBrassica oleracea L. var. capitata L.; planificación experimental; Hatheway; curvatura máxima; curvatura máxima del coeficiente de variación; regresión meseta.Brassica oleracea L. var. capitata L.; experimental planning; Hatheway; maximum curvature; maximum curvature of the coefficient of variation; plateau regression.Among the factors that influence the detection of minimum significant differences between treatments in conventional experiments is the size of the plot, whose correct determination allows the reduction of experimental error, consequently, increases the precision of the experiment and the reliability of the interpretations and conclusions obtained. There are different methods to estimate the optimal plot size, which relate plot size and residual variation, highlighting among these the methods of maximum curvature, maximum modified curvature, maximum curvature of the coefficient of variation and regression with plateau response. In addition to these, there is the Hatheway method that takes into account factors such as number of treatments, repetitions and levels of significance. Since there is little work to estimate the optimal plot size in experiments with species of the genus Brassica, the present study aimed to increase the experimental precision in experiments with cabbage in the municipality of Alegre - ES by determining the optimal plot size with based on Hatheway's methods, maximum curvature, maximum curvature of the coefficient of variation and plateau regression. The work was carried out by means of a blank test carried out in the experimental area of the Center for Agricultural Sciences of the Federal University of Espírito Santo, Alegre - ES, in which both productive and growth variables were evaluated. At the end of the project, propose the optimal plot size to be used in experiments with cabbage in order to increase the experimental precision and the reliability of the results obtained in future experiments.Entre los factores que influyen en la detección de diferencias mínimas significativas entre tratamientos en experimentos convencionales se encuentra el tamaño de la parcela, cuya correcta determinación permite la reducción del error experimental, en consecuencia, aumenta la precisión del experimento y la confiabilidad de las interpretaciones y conclusiones obtenidas. Existen diferentes métodos para estimar el tamaño óptimo de parcela, que relacionan tamaño de parcela y variación residual, destacando entre estos los métodos de máxima curvatura, máxima curvatura modificada, máxima curvatura del coeficiente de variación y regresión con respuesta meseta. Además de estos, existe el método de Hatheway que toma en cuenta factores como número de tratamientos, repeticiones y niveles de significancia. Dado que hay poco trabajo para estimar el tamaño óptimo de parcela en experimentos con especies del género Brassica, el presente estudio tuvo como objetivo aumentar la precisión experimental en experimentos con repollo en el municipio de Alegre - ES mediante la determinación del tamaño óptimo de parcela con base en el estudio de Hatheway. métodos, máxima curvatura, máxima curvatura del coeficiente de variación y regresión meseta. El trabajo se realizó mediante una prueba en blanco realizada en el área experimental del Centro de Ciencias Agropecuarias de la Universidad Federal de Espírito Santo, Alegre - ES, en la que se evaluaron tanto variables productivas como de crecimiento. Al final del proyecto, proponer el tamaño de parcela óptimo para ser utilizado en experimentos con repollo con el fin de aumentar la precisión experimental y la confiabilidad de los resultados obtenidos en experimentos futuros.Entre os fatores que influenciam na detecção de diferenças mínimas significativas entre tratamentos em experimentos convencionais está o tamanho da parcela, cuja correta determinação permite a redução do erro experimental, consequentemente, aumenta a precisão do experimento e a confiabilidade das interpretações e conclusões obtidas. Existem diferentes métodos para estimar o tamanho ótimo de parcela, que relacionam tamanho de parcela e variação residual, destacando-se entre eles os métodos de curvatura máxima, curvatura máxima modificada, curvatura máxima do coeficiente de variação e regressão com resposta de platô. Além desses, existe o método de Hatheway que leva em consideração fatores como número de tratamentos, repetições e níveis de significância. Como há poucos trabalhos para estimar o tamanho ótimo de parcela em experimentos com espécies do gênero Brassica, o presente estudo teve como objetivo aumentar a precisão experimental em experimentos com repolho no município de Alegre - ES por meio da determinação do tamanho ótimo de parcela com base em Hatheway's. métodos, curvatura máxima, curvatura máxima do coeficiente de variação e regressão de platô. O trabalho foi realizado por meio de um teste em branco realizado na área experimental do Centro de Ciências Agrárias da Universidade Federal do Espírito Santo, Alegre - ES, no qual foram avaliadas as variáveis ​​produtivas e de crescimento. Ao final do projeto, propor o tamanho ótimo de parcela a ser utilizado em experimentos com repolho, a fim de aumentar a precisão experimental e a confiabilidade dos resultados obtidos em experimentos futuros.Research, Society and Development2020-11-12info:eu-repo/semantics/articleinfo:eu-repo/semantics/publishedVersionapplication/pdfhttps://rsdjournal.org/index.php/rsd/article/view/974410.33448/rsd-v9i11.9744Research, Society and Development; Vol. 9 No. 11; e2239119744Research, Society and Development; Vol. 9 Núm. 11; e2239119744Research, Society and Development; v. 9 n. 11; e22391197442525-3409reponame:Research, Society and Developmentinstname:Universidade Federal de Itajubá (UNIFEI)instacron:UNIFEIenghttps://rsdjournal.org/index.php/rsd/article/view/9744/8738Copyright (c) 2020 Vinicius de Freitas Mateus; Gisele Rodriguês Moreira; Mario Euclides Pechara da Costa Jaeggi; Richardson Sales Rocha; Rita de Kássia Guarnier da Silva; Israel Martins Pereira; Tâmara Rebecca Albuquerque de Oliveira; Derivaldo Pureza da Cruz; Thiago Blunck Rezende Moreira; Wagner Bastos dos Santos Oliveira; Jaídson Gonçalves da Rocha; Edevaldo de Castro Monteiro; Alexandre Gomes de Souza; Camila Queiroz da Silva Sanfim de Sant'Anna; Geraldo de Amaral Gravina; Rogério Figueiredo Daher; Rogério Rangel Rodrigues; Magno do Carmo Parajara; Josimar Nogueira Batista; Samyra de Araújo Capetinihttps://creativecommons.org/licenses/by/4.0info:eu-repo/semantics/openAccessMateus, Vinicius de Freitas Rodriguês Moreira, Gisele Euclides Pechara da Costa Jaeggi, Mario Sales Rocha, Richardson Guarnier da Silva, Rita de KássiaMartins Pereira, Israel Oliveira, Tâmara Rebecca Albuquerque deCruz, Derivaldo Pureza da Blunck Rezende Moreira, ThiagoBastos dos Santos Oliveira, Wagner Gonçalves da Rocha, Jaídson de Castro Monteiro, Edevaldo Gomes de Souza, AlexandreQueiroz da Silva Sanfim de Sant'Anna, Camila de Amaral Gravina, Geraldo Figueiredo Daher, Rogério Rangel Rodrigues, Rogériodo Carmo Parajara, Magno Nogueira Batista, Josimar de Araújo Capetini, Samyra 2020-12-10T23:37:57Zoai:ojs.pkp.sfu.ca:article/9744Revistahttps://rsdjournal.org/index.php/rsd/indexPUBhttps://rsdjournal.org/index.php/rsd/oairsd.articles@gmail.com2525-34092525-3409opendoar:2024-01-17T09:31:57.310217Research, Society and Development - Universidade Federal de Itajubá (UNIFEI)false
dc.title.none.fl_str_mv Optimal plot size for cabbage experiments
Tamaño de parcela óptimo para experimentos con repollo
Tamanho ideal de parcela para experimentos de repolho
title Optimal plot size for cabbage experiments
spellingShingle Optimal plot size for cabbage experiments
Mateus, Vinicius de Freitas
Brassica oleracea L. var. capitata L.; Planejamento experimental; Hatheway; Curvatura máxima; Curvatura máxima do coeficiente de variação; Regressão de platô
Brassica oleracea L. var. capitata L.; planificación experimental; Hatheway; curvatura máxima; curvatura máxima del coeficiente de variación; regresión meseta.
Brassica oleracea L. var. capitata L.; experimental planning; Hatheway; maximum curvature; maximum curvature of the coefficient of variation; plateau regression.
title_short Optimal plot size for cabbage experiments
title_full Optimal plot size for cabbage experiments
title_fullStr Optimal plot size for cabbage experiments
title_full_unstemmed Optimal plot size for cabbage experiments
title_sort Optimal plot size for cabbage experiments
author Mateus, Vinicius de Freitas
author_facet Mateus, Vinicius de Freitas
Rodriguês Moreira, Gisele
Euclides Pechara da Costa Jaeggi, Mario
Sales Rocha, Richardson
Guarnier da Silva, Rita de Kássia
Martins Pereira, Israel
Oliveira, Tâmara Rebecca Albuquerque de
Cruz, Derivaldo Pureza da
Blunck Rezende Moreira, Thiago
Bastos dos Santos Oliveira, Wagner
Gonçalves da Rocha, Jaídson
de Castro Monteiro, Edevaldo
Gomes de Souza, Alexandre
Queiroz da Silva Sanfim de Sant'Anna, Camila
de Amaral Gravina, Geraldo
Figueiredo Daher, Rogério
Rangel Rodrigues, Rogério
do Carmo Parajara, Magno
Nogueira Batista, Josimar
de Araújo Capetini, Samyra
author_role author
author2 Rodriguês Moreira, Gisele
Euclides Pechara da Costa Jaeggi, Mario
Sales Rocha, Richardson
Guarnier da Silva, Rita de Kássia
Martins Pereira, Israel
Oliveira, Tâmara Rebecca Albuquerque de
Cruz, Derivaldo Pureza da
Blunck Rezende Moreira, Thiago
Bastos dos Santos Oliveira, Wagner
Gonçalves da Rocha, Jaídson
de Castro Monteiro, Edevaldo
Gomes de Souza, Alexandre
Queiroz da Silva Sanfim de Sant'Anna, Camila
de Amaral Gravina, Geraldo
Figueiredo Daher, Rogério
Rangel Rodrigues, Rogério
do Carmo Parajara, Magno
Nogueira Batista, Josimar
de Araújo Capetini, Samyra
author2_role author
author
author
author
author
author
author
author
author
author
author
author
author
author
author
author
author
author
author
dc.contributor.author.fl_str_mv Mateus, Vinicius de Freitas
Rodriguês Moreira, Gisele
Euclides Pechara da Costa Jaeggi, Mario
Sales Rocha, Richardson
Guarnier da Silva, Rita de Kássia
Martins Pereira, Israel
Oliveira, Tâmara Rebecca Albuquerque de
Cruz, Derivaldo Pureza da
Blunck Rezende Moreira, Thiago
Bastos dos Santos Oliveira, Wagner
Gonçalves da Rocha, Jaídson
de Castro Monteiro, Edevaldo
Gomes de Souza, Alexandre
Queiroz da Silva Sanfim de Sant'Anna, Camila
de Amaral Gravina, Geraldo
Figueiredo Daher, Rogério
Rangel Rodrigues, Rogério
do Carmo Parajara, Magno
Nogueira Batista, Josimar
de Araújo Capetini, Samyra
dc.subject.por.fl_str_mv Brassica oleracea L. var. capitata L.; Planejamento experimental; Hatheway; Curvatura máxima; Curvatura máxima do coeficiente de variação; Regressão de platô
Brassica oleracea L. var. capitata L.; planificación experimental; Hatheway; curvatura máxima; curvatura máxima del coeficiente de variación; regresión meseta.
Brassica oleracea L. var. capitata L.; experimental planning; Hatheway; maximum curvature; maximum curvature of the coefficient of variation; plateau regression.
topic Brassica oleracea L. var. capitata L.; Planejamento experimental; Hatheway; Curvatura máxima; Curvatura máxima do coeficiente de variação; Regressão de platô
Brassica oleracea L. var. capitata L.; planificación experimental; Hatheway; curvatura máxima; curvatura máxima del coeficiente de variación; regresión meseta.
Brassica oleracea L. var. capitata L.; experimental planning; Hatheway; maximum curvature; maximum curvature of the coefficient of variation; plateau regression.
description Among the factors that influence the detection of minimum significant differences between treatments in conventional experiments is the size of the plot, whose correct determination allows the reduction of experimental error, consequently, increases the precision of the experiment and the reliability of the interpretations and conclusions obtained. There are different methods to estimate the optimal plot size, which relate plot size and residual variation, highlighting among these the methods of maximum curvature, maximum modified curvature, maximum curvature of the coefficient of variation and regression with plateau response. In addition to these, there is the Hatheway method that takes into account factors such as number of treatments, repetitions and levels of significance. Since there is little work to estimate the optimal plot size in experiments with species of the genus Brassica, the present study aimed to increase the experimental precision in experiments with cabbage in the municipality of Alegre - ES by determining the optimal plot size with based on Hatheway's methods, maximum curvature, maximum curvature of the coefficient of variation and plateau regression. The work was carried out by means of a blank test carried out in the experimental area of the Center for Agricultural Sciences of the Federal University of Espírito Santo, Alegre - ES, in which both productive and growth variables were evaluated. At the end of the project, propose the optimal plot size to be used in experiments with cabbage in order to increase the experimental precision and the reliability of the results obtained in future experiments.
publishDate 2020
dc.date.none.fl_str_mv 2020-11-12
dc.type.driver.fl_str_mv info:eu-repo/semantics/article
info:eu-repo/semantics/publishedVersion
format article
status_str publishedVersion
dc.identifier.uri.fl_str_mv https://rsdjournal.org/index.php/rsd/article/view/9744
10.33448/rsd-v9i11.9744
url https://rsdjournal.org/index.php/rsd/article/view/9744
identifier_str_mv 10.33448/rsd-v9i11.9744
dc.language.iso.fl_str_mv eng
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dc.relation.none.fl_str_mv https://rsdjournal.org/index.php/rsd/article/view/9744/8738
dc.rights.driver.fl_str_mv https://creativecommons.org/licenses/by/4.0
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rights_invalid_str_mv https://creativecommons.org/licenses/by/4.0
eu_rights_str_mv openAccess
dc.format.none.fl_str_mv application/pdf
dc.publisher.none.fl_str_mv Research, Society and Development
publisher.none.fl_str_mv Research, Society and Development
dc.source.none.fl_str_mv Research, Society and Development; Vol. 9 No. 11; e2239119744
Research, Society and Development; Vol. 9 Núm. 11; e2239119744
Research, Society and Development; v. 9 n. 11; e2239119744
2525-3409
reponame:Research, Society and Development
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