{"id":1622,"date":"2022-05-02T13:55:14","date_gmt":"2022-05-02T16:55:14","guid":{"rendered":"https:\/\/paginas.uepa.br\/fisica\/?page_id=1622"},"modified":"2026-02-03T14:05:05","modified_gmt":"2026-02-03T17:05:05","slug":"docentes","status":"publish","type":"page","link":"https:\/\/paginas.uepa.br\/fisica\/index.php\/docentes\/","title":{"rendered":"Docentes"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"1622\" class=\"elementor elementor-1622\">\n\t\t\t\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-83746e8 elementor-section-height-min-height elementor-section-boxed elementor-section-height-default elementor-section-items-middle\" data-id=\"83746e8\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-09faee3\" data-id=\"09faee3\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-a92bf94 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"a92bf94\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-7d00c84\" data-id=\"7d00c84\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-8ce1b85 elementor-widget elementor-widget-heading\" data-id=\"8ce1b85\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.16.0 - 20-09-2023 *\/\n.elementor-heading-title{padding:0;margin:0;line-height:1}.elementor-widget-heading .elementor-heading-title[class*=elementor-size-]>a{color:inherit;font-size:inherit;line-height:inherit}.elementor-widget-heading .elementor-heading-title.elementor-size-small{font-size:15px}.elementor-widget-heading .elementor-heading-title.elementor-size-medium{font-size:19px}.elementor-widget-heading .elementor-heading-title.elementor-size-large{font-size:29px}.elementor-widget-heading .elementor-heading-title.elementor-size-xl{font-size:39px}.elementor-widget-heading .elementor-heading-title.elementor-size-xxl{font-size:59px}<\/style><h4 class=\"elementor-heading-title elementor-size-default\">Corpo Docente<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c31e03f elementor-widget elementor-widget-text-editor\" data-id=\"c31e03f\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.16.0 - 20-09-2023 *\/\n.elementor-widget-text-editor.elementor-drop-cap-view-stacked .elementor-drop-cap{background-color:#69727d;color:#fff}.elementor-widget-text-editor.elementor-drop-cap-view-framed .elementor-drop-cap{color:#69727d;border:3px solid;background-color:transparent}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap{margin-top:8px}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap-letter{width:1em;height:1em}.elementor-widget-text-editor .elementor-drop-cap{float:left;text-align:center;line-height:1;font-size:50px}.elementor-widget-text-editor .elementor-drop-cap-letter{display:inline-block}<\/style>\t\t\t\t<p><span style=\"color: #000000;\">O corpo docente do curso de licenciatura em f\u00edsica tem o compromisso de formar profissionais de educa\u00e7\u00e3o na \u00e1rea das ci\u00eancias f\u00edsicas, que alie a gera\u00e7\u00e3o de conhecimento sugerida na grade curricular do curso, com a forma\u00e7\u00e3o pessoal de compreens\u00e3o global e human\u00edstica para o desempenho da fun\u00e7\u00e3o docente dentro de uma proposta pedag\u00f3gica din\u00e2mica e criativa.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6e85753 elementor-widget__width-initial elementor-widget elementor-widget-button\" data-id=\"6e85753\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Projeto-Pedagogico-Curso-Licenciatura-Fisica.pdf\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">PPC 2018<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-46c0ab7 elementor-widget__width-initial elementor-widget elementor-widget-button\" data-id=\"46c0ab7\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/PPC-Licenciatura-em-Fisica-UEPA-2022-versao-final.pdf\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">PPC 2022<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-5e74b59 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5e74b59\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-0626a25\" data-id=\"0626a25\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-21f8537 elementor-widget elementor-widget-heading\" data-id=\"21f8537\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Alessandre Sampaio da Silva<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-8431\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"region\" aria-labelledby=\"elementor-tab-title-8431\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1517\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Alessandre-225x300.jpg\" alt=\"\" width=\"120\" height=\"160\" srcset=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Alessandre-225x300.jpg 225w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Alessandre.jpg 540w\" sizes=\"(max-width: 120px) 100vw, 120px\" \/><span style=\"color: #000000;\">Professor da Universidade do Estado do Par\u00e1 (UEPA). Graduado em Licenciatura em F\u00edsica pela Universidade Federal do Par\u00e1 (UFPA), Mestrado em Engenharia El\u00e9trica pela UFPA e Doutorado em Engenharia El\u00e9trica pela UFPA. Participa de 3 grupos de Pesquisa credenciados no CNPQ: Grupo de Pesquisa em F\u00edsica e em Ensino de F\u00edsica (GPFEF), Grupo de Eletr\u00f4nica Molecular de Ananindeua (GEMA) e Grupo Interdisciplinar de Estudos e Pesquisas em Ci\u00eancias da Natureza e Humanas, atuando na \u00e1rea de F\u00edsica da Mat\u00e9ria Condensada e Ensino de F\u00edsica. Foi coordenador do Campus XVI da Universidade do Estado do Par\u00e1 (Bi\u00eanio 2016-2018: Portaria n\u00ba 1306\/16 &#8211; DOE n\u00ba 33137\/2016) e atualmente \u00e9 Coordenador do Curso de Licenciatura em F\u00edsica da Universidade do Estado do Par\u00e1 (Bi\u00eanio 2021-2023: Portaria n\u00ba958\/21 &#8211; DOE n\u00ba 34614\/2021).<span class=\"texto\">\u00a0<\/span><\/span><\/p><p><a href=\"https:\/\/fisicauepa.com.br\/wp-content\/uploads\/2021\/09\/cv-1.svg\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-1541\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/cv-1.svg\" alt=\"\" width=\"18\" height=\"18\" \/> <\/a><span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/6658707023651853\">CV-Lattes<\/a><\/span><\/p><p><span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"mailto:alessandre@uepa.br\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> alessandre@uepa.br<\/a><\/span><\/p><p><span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"https:\/\/paginas.uepa.br\/fisica\/index.php\/alessandre\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2270\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/internet-300x300.png\" alt=\"\" width=\"19\" height=\"19\" srcset=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/internet-300x300.png 300w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/internet-150x150.png 150w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/internet.png 512w\" sizes=\"(max-width: 19px) 100vw, 19px\" \/><\/a> <a style=\"color: #0000ff;\" href=\"https:\/\/paginas.uepa.br\/fisica\/index.php\/alessandre\">\u00a0Site<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) F\u00edsica At\u00f4mica e Molecular.<\/span><br \/><span style=\"color: #000000;\">2) F\u00edsica da Mat\u00e9ria Condensada.<\/span><br \/><span style=\"color: #000000;\">3) Eletr\u00f4nica Molecular.<\/span><br \/><span style=\"color: #000000;\">4) Ensino<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-8432\" class=\"elementor-tab-title\" data-tab=\"2\" role=\"button\" aria-controls=\"elementor-tab-content-8432\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" id=\"Layer_1\" x=\"0px\" y=\"0px\" width=\"512px\" height=\"512px\" 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Altem do Nascimento Pontes<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-8432\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"2\" role=\"region\" aria-labelledby=\"elementor-tab-title-8432\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1534\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/ALTEM-PONTES-2-225x300.jpg\" alt=\"\" width=\"120\" height=\"160\" srcset=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/ALTEM-PONTES-2-225x300.jpg 225w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/ALTEM-PONTES-2.jpg 233w\" sizes=\"(max-width: 120px) 100vw, 120px\" \/><span style=\"color: #000000;\">Licenciado em F\u00edsica pela Universidade Federal do Par\u00e1 (1991); Bacharel em F\u00edsica pela Universidade Federal do Par\u00e1 (1994); Mestre em Geof\u00edsica pela Universidade Federal do Par\u00e1 (1995) e Doutor em Ci\u00eancias, na modalidade F\u00edsica, pela Universidade Estadual de Campinas (2001). Atualmente \u00e9 Professor Associado II da Universidade Federal do Par\u00e1 e Professor Adjunto IV da Universidade do Estado do Par\u00e1. Sua linha de pesquisa \u00e9 Estudos e Pesquisas Interdisciplinares que envolvam Ci\u00eancia, Tecnologia, Inova\u00e7\u00e3o, Educa\u00e7\u00e3o, Cultura, Sa\u00fade e\/ou Meio Ambiente. Outra linha de pesquisa de interesse \u00e9 a Modelagem Ambiental e Ecol\u00f3gica de Ecossistemas Amaz\u00f4nicos.<\/span><\/p><p><span style=\"color: #000000;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-1541\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/cv-1.svg\" alt=\"\" width=\"18\" height=\"18\" \/> <span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/5993352890364998\">CV-Lattes<\/a><\/span><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:altempontes@hotmail.com\">altempontes@hotmail.com<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) Educa\u00e7\u00e3o em Ci\u00eancias.<\/span><br \/><span style=\"color: #000000;\">2) Ci\u00eancias Ambientais.<\/span><br \/><span style=\"color: #000000;\">3) Multidisciplinar.<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-8433\" class=\"elementor-tab-title\" data-tab=\"3\" role=\"button\" aria-controls=\"elementor-tab-content-8433\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" id=\"Layer_1\" x=\"0px\" y=\"0px\" width=\"512px\" height=\"512px\" viewBox=\"0 0 512 512\" xml:space=\"preserve\">  <image id=\"image0\" width=\"512\" height=\"512\" x=\"0\" y=\"0\" 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cXXTjID5F0G1JLgF+H3WAh7bPAVicFnY1B9CazUtGiwC+7f\/vSt2crOrm8LkBnlnUaZ3AQHyOOsATLs4BsP8PJA9HHWDAtTkA9v+B5KEAAAZcmwNg\/x9IHgoAYMC1+wFw\/T+QPBx5gAGX5gDY\/weSiSMPMOLKHAD7\/0AyUQAAI67MAbD\/DyQTBQAw4socAPv\/QDJx9AFGXJgDYP8fSC7W3wBDjw1JHTWVf9ztcwCHBuz\/A0lF\/QYMWc8BsP8PJBdHIGDI+nMBwjz3\/weSiiMQMGQ9B2C2\/59m\/x+wxhEIGLO8H4CVrgkWHwFrFADAmOUcgBX2\/wF7FADAmOX9AKyw\/w\/Y4ygEjFnOAVjg+n\/ADRyFgAOs5gAscP0\/4AYKAOCAJM0BsP8PuIECADggSXMA7P8DbuBIBByQlDkA9v8Bd3AkAo5IwhwA+\/+AOygAgCOSMAfA\/j\/gDgoA4IgkzAGw\/w+4g6MRcETc5wDY\/wfcwtEIOCTOcwDs\/wNuoQAADonzHAD7\/4BbKACAQ+I8B8D+P+AWjkjAIXGdA2D\/H3APRyTgmDjOAbD\/D7iHAgA4Jo5zAOz\/A+6hAACOieMcAPv\/gHs4KgHHxG0OgP1\/wE0clYCD4jQHwP4\/4CYKAOCgOM0BsP8PuIkCADgoTnMA7P8DbuLIBBwUlzkA9v8Bd3FkAo6KwxwA+\/+AuygAgKPiMAfA\/j\/gLo5OxEoqkJbmpEMbpCU5qbVKqktH\/7+hgtQzLj0+LK3pk54YkYoOb7RvnwMIrIPMAvv\/gLsoAIiFbCAd2yId3yLV7+RV3ZCJvpbkon+uPy+t3izdtFmacLAIbJ8D6KixTjIz7P8DbqMAwHuHN0pndkhN03w1N2Sk0xdIx8yTVnZK9\/RZP5MXemzI3wLA\/j\/gNuo5vBVIOqlNet\/i6Z\/8n21uVjpnsXTaAveW232eA2D\/H3AbRyi8FCg68R\/eWLrv94ZWqaVK+v56d67B93kOgP1\/wG0cofDSqQtKd\/J\/tiMapZPnWz+7v\/P1fgDs\/wPu4wiFdw5vjN6tl8sJbdJhZSgXM+Xj\/QDY\/wfcRwGAV7KBdEZ7eR8jkHRWh1TlyLq7j3MA7P8D7qMAwCvHtURDe+XWlJGOabF+thEfPxeA\/X\/AfRyl8EYqiApApRzXEj2mNd\/mANj\/B\/zAUQpv7J3b+U1+yqExIy2ptX7WEZ\/mANj\/B\/xAAYA3ljUYPKYjw4A+zQGw\/w\/4gQIAbyzNGTymIysAPs0BsP8P+IEjFd5orTJ4zGrrZx3xZQ6A\/X\/AHxyp8EZtuvKPmXPoCPFhDoD9f8AfDv15w3TljdaEqw1eNTUpKePARL4lH+YA2P8H\/EEB8Nho0eZx9zTYF9\/TYP9fsvsZ74gPcwDs\/wP+4Gj12JjRyamS1+L\/7THn2TxXq5\/xjrg+B8D+P+AXjlaPjRRsHveQBumNbZV7vDe1SQcbXAIoScMOFQDJ7TkA9v8Bv3DEeqx7XFpUY\/PYp8yX9qqVbtwi\/XW49O+Uq1PSXrnonb\/VyV+SesbsHntH\/jwkHW20GjIZ9v8Bv3DEemyT8cnpkIboK846HSwAoaIPLHIN+\/+AXzhiPebaySmONo1bJ3guV+cA2P8H\/MMR67F1w9YJ4m\/diHWCF3JxDoD9f8A\/FACPbRyT+vLWKeKrz9F32y7eD4D9f8A\/FACPhXLzZBAXjwy6ed29i\/cDYP8f8A9HreceGrBOEF8PO\/qzdW0OgP1\/wE8ctZ67p08ad+3tYAyMh9KafusUO+fSHAD7\/4CfKACeGy1K9\/VZp4ife\/vcug3w87m09cP+P+AnCkAM3N5rnSB+7thmnWDXXJoDYP8f8BNHbgw8PCA96eDlar5aPxoNALrMlTkA9v8Bf3HkxkAo6boe6xTxcU2XO++ud8WFOQD2\/wF\/UQBi4p4+aaMD7wh9t2HM7eG\/Z3NhDoD9f8BfFICYCCVd1mmdwn+XbfTj3b\/kxhwA+\/+Avzh6Y+SRQemPXBEwY3\/olR51fO\/\/2aznANj\/B\/zG0Rszv9goDRWsU\/hnqCD99ybrFNNnOQfA\/j\/gNwpAzPTmpR8\/bb807JNQ0sVPS70T1kmmz3IOgP1\/wG8UgBi6v1+6eYt1Cn+s7pHu82Tw7\/ks5wDY\/wf8xhEcU7\/sdOMyMdc9Mihd2WWdYuas5gDY\/wf8xxEcU\/lQ+vY6bhC0K+tGpO88KRU83y951KDosf8P+I8CEGOjRenCJ6WuMesk7tk0Jl24zu37\/U\/VvQZXftzUk7V+2gBmiQIQc30T0n\/8lZWAZ1s3Ev1M+vPWSUrjz0PR8GelBKmUrutOWz9tALNEAUiAvnx0wnvYo2vcy+XRQelrMTr5S9EQ4C0VHPp8ZKRa+RisnABJRwFIiLFitOS9ypP73JdaKOnGzdI318Vj2f\/5VvdI2ypxGWMqpQvWsvwPxAEFIEEKobSqOxoOTNLNgkYK0kXrpV90RsORcTQRRs+v3E\/vui05DRQC66cLoAQoAAn0pwHps2ujz7yP6fnwb+7vj56rxaBcpd3TJ92wuXzff32+Rj9dz94\/EBdcy5NQvRPSj56Wbu+VzmqXOmqsE5XWhjHp0g3JuxfCFZukxox0ZFNpv+82VelTj1ZbPz0AJUQBSLhHB6N3yAfVSyfOl\/astU40O0+PStf3SHf2ScW4L2\/sQCGUfviUNJCXjm0pzffcWKzRRx6sVgxHJ4BEowBAoaJtgQcGpBfXS0c1SYc2SllPtnrHw2iJ\/45t0Z39Enjef45Q0TzAw4PS2xZKc2c4sxekUrp2S45lfyCmKAD4m1DSQwPRV80G6bBG6YA50ovmRMvKLumbiO6A99CAtKY\/npP9s\/XAM7Mer5krvbZFaprq7zBI6eGRan13XVabxzxpgQCmLZFH9ym3hkl\/kzhtHdXSHrVSe420oEpqrZZqU1IuLVWnpEyJX0n5MLp0cbgQTfH3jEudY9Ed\/NaNShsN7n\/vs3QgvahO2m+OtHed1JyRGrLS1q4tCoOUJpTSxvG0\/tib0apNaY0l6CoRQJIefHNV4s6Hjr2vg6s2jkVf8FMhjLYEnn8zqLUbGqyjATDCZYAAACQQBQAAgASiAAAAkEAUAAAAEogCAABAAlEAAABIIAoAAAAJRAEAACCBKAAAACQQdwIEgF3oyHRqUWajFmY61fHMV2OqX03pPjWl+tSY7lMgKasJ1aZGJEkjxVpNKKtQUl+hUb3FRvUWGtVXbNDGfLs25Nu1Md+up\/MLtTG\/wPopIqEoAADwjD2zT+rg6gd1QPWj2rvqCe2dfUJzUoPT\/j61qRHVKioDjal+LdZTO\/1nB4tz9JfxpVo7sUQPj71I948dpHUTi61\/FEgACgCAxNots0FH5f6g5TV36ZDqh9SU7q14hjmpQR1ac78Orblfqo\/+t23FZt0\/eoDuGHmpbh99mZ6e6LD+USGGKAAAEiNQqAOrH9Zxdbfo1bW3aXH2qdl\/0zJoTm3Ta3K36jW5WyVJ6yYW63cjL9fqwWP00Pj+1vEQE4n7+EOJjwMGtlu7YcI6QkXslV2nk+Zcq+PrblJHZpN1nFnZkG\/X9UPH6teDb9D\/TexuHSc2kvhxwIl7whIFANguzgWgOhjTcXW36LT6VVpW\/SfrOGVx7+gyXTV4om4YOlpjYZV1HK9RABKCAgBE4lgAmlPbdHL9b3RW\/S\/VmtlsHacithWbdfXAG3XpwAr15Fus43iJApAQFAAgEqcCsCDTrfc0\/lQnzblW1cG4dRwTY2G1rh54k37c\/zZ15Vut43iFApAQFAAgEocC0Jzaprc3\/kJnNVye2BP\/802EWa0aPEHf6323egqsCExFEgsAVwEA8FJNMKp3Nl6qdzb+XDXBqHUcp2SDCZ1W\/yudULdaF\/e\/VT\/tO0tjYbV1LDiGWwED8EqgUK+vu1G\/XniGzmn6ESf\/XahNjej9TT\/UqoVv1vG5m63jwDEUAADeWJjp1Pfm\/7O+2vo5Lch0W8fxRkdmk85v+4y+N\/8j6sh0WseBIygAAJyXUlFnN67U1QvfouW1d1nH8dZRtX\/QVQvfqrMaLlcqKFrHgTEKAACntWe69MMFH9THm7\/Fcn8J5IJhfXLuhfrB\/A9pfqbHOg4MUQAAOOv1dTfqio6zdXjNGusosXNEzb26ouOtOq7uFusoMEIBAOCctAo6t\/kifbX1c6pPDVjHia3GVL8uaP0XfW7eV5UN\/L8kFNNDAQDglNb0Zv2k\/Ry9q\/ES6yiJcVr9r\/SjBR9IzJ0TEaEAAHDG\/lWPaWX7O3VI9YPWURJnWfUD+kX7u\/SiqrXWUVAhFAAATlhee6d+3P5+3oUaakv36GcL3qtX5W6zjoIKoAAAMLei\/mpdNP+jqguGraMkXm1qRBe2fUqnzPm1dRSUGQUAgKl3NP5c\/zLvfKXEdemuSKugz7f8h97ecJl1FJQRBQCAmXc1XqKPNH9Xgfh8LtcECvXRuf+pc5svso6CMqEAADBxTtOPObl44F2Nl+i9TRdbx0AZUAAAVNxbG1bqnKYfWcfAFL2\/6Yd6Z+PPrWOgxCgAACpqRf3V+vjcb1vHwDSd23yRTp2zyjoGSogCAKBiXlF7h86b93X2\/D0UKNRnW76mV3OJYGxQAABUxH5Vf9b5bZ9VWgXrKJihlIr6SuvnuVlQTFAAAJRda3qzvtP2MeW4zt97dcGwvjP\/o2pJb7GOglmiAAAoq0yQ1\/mtn+UOfzHSlu7RN9vO4wOEPEcBAFBWn5r7DR1ac791DJTYwdUP6iPN37WOgVmgAAAom9fX3agV9Vdbx0CZnNVwuV6b+611DMwQBQBAWczP9OjT8y6wjoEy+2LLv6s902UdAzNAAQBQcqmgqH9r+aIaU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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Amaral Nunes de Souza<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-8433\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"3\" role=\"region\" aria-labelledby=\"elementor-tab-title-8433\"><p><img loading=\"lazy\" decoding=\"async\" class=\"wp-image-1542 alignleft\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Amaral.jpg\" alt=\"\" width=\"120\" height=\"160\" \/><span style=\"color: #000000;\">Possui gradua\u00e7\u00e3o em Ci\u00eancias Naturais\/F\u00edsica pela Universidade do Estado do Par\u00e1 (2005). Possui especializa\u00e7\u00e3o em f\u00edsica. Possui mestrado em f\u00edsica pela UNIFESSPA. Faz doutorado em f\u00edsica pela UFPA. Atualmente \u00e9 professor efetivo de f\u00edsica da Universidade do Estado do Par\u00e1 e da SEDUC. Tem experi\u00eancia na \u00e1rea de F\u00edsica, com \u00eanfase em \u00c1reas Cl\u00e1ssicas de Fenomenologia e suas Aplica\u00e7\u00f5es.<\/span><\/p><p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-1541\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/cv-1.svg\" alt=\"\" width=\"18\" height=\"18\" \/> <span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/8822775121956825\">CV-Lattes<\/a><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:souzaamaral579@gmail.com\">souzaamaral579@gmail.com<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) \u00c1reas Cl\u00e1ssicas de Fenomenologia e suas Aplica\u00e7\u00f5es.<\/span><br \/><span style=\"color: #000000;\">2) F\u00edsica Geral.<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-8434\" class=\"elementor-tab-title\" data-tab=\"4\" role=\"button\" aria-controls=\"elementor-tab-content-8434\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" id=\"Layer_1\" x=\"0px\" y=\"0px\" width=\"512px\" height=\"512px\" viewBox=\"0 0 512 512\" xml:space=\"preserve\">  <image id=\"image0\" width=\"512\" height=\"512\" x=\"0\" y=\"0\" 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Andr\u00e9 Scheidegger Laia<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-8434\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"4\" role=\"region\" aria-labelledby=\"elementor-tab-title-8434\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1550\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Andre.jpg\" alt=\"\" width=\"120\" height=\"160\" \/><span style=\"color: #000000;\">Graduado em ci\u00eancias naturais com \u00eanfase em f\u00edsica pela Universidade do Estado do Par\u00e1 (2011), especialista em metodologia do ensino de matem\u00e1tica e f\u00edsica (2013) pela UNINTER, mestre em f\u00edsica (MNPEF) pela Universidade Federal do Sul e Sudeste do Par\u00e1 (UNIFESSPA)(2016) e doutorando em F\u00edsica pela Universidade Federal de Sergipe. \u00c9 Docente Efetivo da Universidade do Estado do Par\u00e1 desde 2013, lotado no Campus Marab\u00e1, lecionando disciplinas de F\u00edsica I, II, III e IV. Tem experi\u00eancia docente no ensino fundamental, m\u00e9dio, superior e cursos de forma\u00e7\u00e3o inicial e continuada \u2013 Pronatec. Atualmente participa de grupo de pesquisa de \u00f3ptica n\u00e3o-linear, sua \u00e1rea de pesquisa \u00e9 fot\u00f4nica e atualmente trabalho com sensoriamento \u00f3ptico de temperatura.<\/span><\/p><p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-1541\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/cv-1.svg\" alt=\"\" width=\"18\" height=\"18\" \/> <span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/1774036043303278\">CV-Lattes<\/a><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:andrescheidcnf@hotmail.com\">andrescheidcnf@hotmail.com<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) Ci\u00eancias e Tecnologias Aplicadas \u00e0 Educa\u00e7\u00e3o, Sa\u00fade e Meio Ambiente<\/span><br \/><span style=\"color: #000000;\">2) F\u00edsica e Ensino de F\u00edsica<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-8435\" class=\"elementor-tab-title\" data-tab=\"5\" role=\"button\" aria-controls=\"elementor-tab-content-8435\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" id=\"Layer_1\" x=\"0px\" y=\"0px\" width=\"512px\" height=\"512px\" viewBox=\"0 0 512 512\" xml:space=\"preserve\">  <image id=\"image0\" width=\"512\" height=\"512\" x=\"0\" y=\"0\" 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cXXTjID5F0G1JLgF+H3WAh7bPAVicFnY1B9CazUtGiwC+7f\/vSt2crOrm8LkBnlnUaZ3AQHyOOsATLs4BsP8PJA9HHWDAtTkA9v+B5KEAAAZcmwNg\/x9IHgoAYMC1+wFw\/T+QPBx5gAGX5gDY\/weSiSMPMOLKHAD7\/0AyUQAAI67MAbD\/DyQTBQAw4socAPv\/QDJx9AFGXJgDYP8fSC7W3wBDjw1JHTWVf9ztcwCHBuz\/A0lF\/QYMWc8BsP8PJBdHIGDI+nMBwjz3\/weSiiMQMGQ9B2C2\/59m\/x+wxhEIGLO8H4CVrgkWHwFrFADAmOUcgBX2\/wF7FADAmOX9AKyw\/w\/Y4ygEjFnOAVjg+n\/ADRyFgAOs5gAscP0\/4AYKAOCAJM0BsP8PuIECADggSXMA7P8DbuBIBByQlDkA9v8Bd3AkAo5IwhwA+\/+AOygAgCOSMAfA\/j\/gDgoA4IgkzAGw\/w+4g6MRcETc5wDY\/wfcwtEIOCTOcwDs\/wNuoQAADonzHAD7\/4BbKACAQ+I8B8D+P+AWjkjAIXGdA2D\/H3APRyTgmDjOAbD\/D7iHAgA4Jo5zAOz\/A+6hAACOieMcAPv\/gHs4KgHHxG0OgP1\/wE0clYCD4jQHwP4\/4CYKAOCgOM0BsP8PuIkCADgoTnMA7P8DbuLIBBwUlzkA9v8Bd3FkAo6KwxwA+\/+AuygAgKPiMAfA\/j\/gLo5OxEoqkJbmpEMbpCU5qbVKqktH\/7+hgtQzLj0+LK3pk54YkYoOb7RvnwMIrIPMAvv\/gLsoAIiFbCAd2yId3yLV7+RV3ZCJvpbkon+uPy+t3izdtFmacLAIbJ8D6KixTjIz7P8DbqMAwHuHN0pndkhN03w1N2Sk0xdIx8yTVnZK9\/RZP5MXemzI3wLA\/j\/gNuo5vBVIOqlNet\/i6Z\/8n21uVjpnsXTaAveW232eA2D\/H3AbRyi8FCg68R\/eWLrv94ZWqaVK+v56d67B93kOgP1\/wG0cofDSqQtKd\/J\/tiMapZPnWz+7v\/P1fgDs\/wPu4wiFdw5vjN6tl8sJbdJhZSgXM+Xj\/QDY\/wfcRwGAV7KBdEZ7eR8jkHRWh1TlyLq7j3MA7P8D7qMAwCvHtURDe+XWlJGOabF+thEfPxeA\/X\/AfRyl8EYqiApApRzXEj2mNd\/mANj\/B\/zAUQpv7J3b+U1+yqExIy2ptX7WEZ\/mANj\/B\/xAAYA3ljUYPKYjw4A+zQGw\/w\/4gQIAbyzNGTymIysAPs0BsP8P+IEjFd5orTJ4zGrrZx3xZQ6A\/X\/AHxyp8EZtuvKPmXPoCPFhDoD9f8AfDv15w3TljdaEqw1eNTUpKePARL4lH+YA2P8H\/EEB8Nho0eZx9zTYF9\/TYP9fsvsZ74gPcwDs\/wP+4Gj12JjRyamS1+L\/7THn2TxXq5\/xjrg+B8D+P+AXjlaPjRRsHveQBumNbZV7vDe1SQcbXAIoScMOFQDJ7TkA9v8Bv3DEeqx7XFpUY\/PYp8yX9qqVbtwi\/XW49O+Uq1PSXrnonb\/VyV+SesbsHntH\/jwkHW20GjIZ9v8Bv3DEemyT8cnpkIboK846HSwAoaIPLHIN+\/+AXzhiPebaySmONo1bJ3guV+cA2P8H\/MMR67F1w9YJ4m\/diHWCF3JxDoD9f8A\/FACPbRyT+vLWKeKrz9F32y7eD4D9f8A\/FACPhXLzZBAXjwy6ed29i\/cDYP8f8A9HreceGrBOEF8PO\/qzdW0OgP1\/wE8ctZ67p08ad+3tYAyMh9KafusUO+fSHAD7\/4CfKACeGy1K9\/VZp4ife\/vcug3w87m09cP+P+AnCkAM3N5rnSB+7thmnWDXXJoDYP8f8BNHbgw8PCA96eDlar5aPxoNALrMlTkA9v8Bf3HkxkAo6boe6xTxcU2XO++ud8WFOQD2\/wF\/UQBi4p4+aaMD7wh9t2HM7eG\/Z3NhDoD9f8BfFICYCCVd1mmdwn+XbfTj3b\/kxhwA+\/+Avzh6Y+SRQemPXBEwY3\/olR51fO\/\/2aznANj\/B\/zG0Rszv9goDRWsU\/hnqCD99ybrFNNnOQfA\/j\/gNwpAzPTmpR8\/bb807JNQ0sVPS70T1kmmz3IOgP1\/wG8UgBi6v1+6eYt1Cn+s7pHu82Tw7\/ks5wDY\/wf8xhEcU7\/sdOMyMdc9Mihd2WWdYuas5gDY\/wf8xxEcU\/lQ+vY6bhC0K+tGpO88KRU83y951KDosf8P+I8CEGOjRenCJ6WuMesk7tk0Jl24zu37\/U\/VvQZXftzUk7V+2gBmiQIQc30T0n\/8lZWAZ1s3Ev1M+vPWSUrjz0PR8GelBKmUrutOWz9tALNEAUiAvnx0wnvYo2vcy+XRQelrMTr5S9EQ4C0VHPp8ZKRa+RisnABJRwFIiLFitOS9ypP73JdaKOnGzdI318Vj2f\/5VvdI2ypxGWMqpQvWsvwPxAEFIEEKobSqOxoOTNLNgkYK0kXrpV90RsORcTQRRs+v3E\/vui05DRQC66cLoAQoAAn0pwHps2ujz7yP6fnwb+7vj56rxaBcpd3TJ92wuXzff32+Rj9dz94\/EBdcy5NQvRPSj56Wbu+VzmqXOmqsE5XWhjHp0g3JuxfCFZukxox0ZFNpv+82VelTj1ZbPz0AJUQBSLhHB6N3yAfVSyfOl\/astU40O0+PStf3SHf2ScW4L2\/sQCGUfviUNJCXjm0pzffcWKzRRx6sVgxHJ4BEowBAoaJtgQcGpBfXS0c1SYc2SllPtnrHw2iJ\/45t0Z39Enjef45Q0TzAw4PS2xZKc2c4sxekUrp2S45lfyCmKAD4m1DSQwPRV80G6bBG6YA50ovmRMvKLumbiO6A99CAtKY\/npP9s\/XAM7Mer5krvbZFaprq7zBI6eGRan13XVabxzxpgQCmLZFH9ym3hkl\/kzhtHdXSHrVSe420oEpqrZZqU1IuLVWnpEyJX0n5MLp0cbgQTfH3jEudY9Ed\/NaNShsN7n\/vs3QgvahO2m+OtHed1JyRGrLS1q4tCoOUJpTSxvG0\/tib0apNaY0l6CoRQJIefHNV4s6Hjr2vg6s2jkVf8FMhjLYEnn8zqLUbGqyjATDCZYAAACQQBQAAgASiAAAAkEAUAAAAEogCAABAAlEAAABIIAoAAAAJRAEAACCBKAAAACQQdwIEgF3oyHRqUWajFmY61fHMV2OqX03pPjWl+tSY7lMgKasJ1aZGJEkjxVpNKKtQUl+hUb3FRvUWGtVXbNDGfLs25Nu1Md+up\/MLtTG\/wPopIqEoAADwjD2zT+rg6gd1QPWj2rvqCe2dfUJzUoPT\/j61qRHVKioDjal+LdZTO\/1nB4tz9JfxpVo7sUQPj71I948dpHUTi61\/FEgACgCAxNots0FH5f6g5TV36ZDqh9SU7q14hjmpQR1ac78Orblfqo\/+t23FZt0\/eoDuGHmpbh99mZ6e6LD+USGGKAAAEiNQqAOrH9Zxdbfo1bW3aXH2qdl\/0zJoTm3Ta3K36jW5WyVJ6yYW63cjL9fqwWP00Pj+1vEQE4n7+EOJjwMGtlu7YcI6QkXslV2nk+Zcq+PrblJHZpN1nFnZkG\/X9UPH6teDb9D\/TexuHSc2kvhxwIl7whIFANguzgWgOhjTcXW36LT6VVpW\/SfrOGVx7+gyXTV4om4YOlpjYZV1HK9RABKCAgBE4lgAmlPbdHL9b3RW\/S\/VmtlsHacithWbdfXAG3XpwAr15Fus43iJApAQFAAgEqcCsCDTrfc0\/lQnzblW1cG4dRwTY2G1rh54k37c\/zZ15Vut43iFApAQFAAgEocC0Jzaprc3\/kJnNVye2BP\/802EWa0aPEHf6323egqsCExFEgsAVwEA8FJNMKp3Nl6qdzb+XDXBqHUcp2SDCZ1W\/yudULdaF\/e\/VT\/tO0tjYbV1LDiGWwED8EqgUK+vu1G\/XniGzmn6ESf\/XahNjej9TT\/UqoVv1vG5m63jwDEUAADeWJjp1Pfm\/7O+2vo5Lch0W8fxRkdmk85v+4y+N\/8j6sh0WseBIygAAJyXUlFnN67U1QvfouW1d1nH8dZRtX\/QVQvfqrMaLlcqKFrHgTEKAACntWe69MMFH9THm7\/Fcn8J5IJhfXLuhfrB\/A9pfqbHOg4MUQAAOOv1dTfqio6zdXjNGusosXNEzb26ouOtOq7uFusoMEIBAOCctAo6t\/kifbX1c6pPDVjHia3GVL8uaP0XfW7eV5UN\/L8kFNNDAQDglNb0Zv2k\/Ry9q\/ES6yiJcVr9r\/SjBR9IzJ0TEaEAAHDG\/lWPaWX7O3VI9YPWURJnWfUD+kX7u\/SiqrXWUVAhFAAATlhee6d+3P5+3oUaakv36GcL3qtX5W6zjoIKoAAAMLei\/mpdNP+jqguGraMkXm1qRBe2fUqnzPm1dRSUGQUAgKl3NP5c\/zLvfKXEdemuSKugz7f8h97ecJl1FJQRBQCAmXc1XqKPNH9Xgfh8LtcECvXRuf+pc5svso6CMqEAADBxTtOPObl44F2Nl+i9TRdbx0AZUAAAVNxbG1bqnKYfWcfAFL2\/6Yd6Z+PPrWOgxCgAACpqRf3V+vjcb1vHwDSd23yRTp2zyjoGSogCAKBiXlF7h86b93X2\/D0UKNRnW76mV3OJYGxQAABUxH5Vf9b5bZ9VWgXrKJihlIr6SuvnuVlQTFAAAJRda3qzvtP2MeW4zt97dcGwvjP\/o2pJb7GOglmiAAAoq0yQ1\/mtn+UOfzHSlu7RN9vO4wOEPEcBAFBWn5r7DR1ac791DJTYwdUP6iPN37WOgVmgAAAom9fX3agV9Vdbx0CZnNVwuV6b+611DMwQBQBAWczP9OjT8y6wjoEy+2LLv6s902UdAzNAAQBQcqmgqH9r+aIaU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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Andrey Gomes Martins<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-8435\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"5\" role=\"region\" aria-labelledby=\"elementor-tab-title-8435\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1554\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Andrey-225x300.jpg\" alt=\"\" width=\"120\" height=\"160\" srcset=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Andrey-225x300.jpg 225w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Andrey.jpg 442w\" sizes=\"(max-width: 120px) 100vw, 120px\" \/><span style=\"color: #000000;\">Possui gradua\u00e7\u00e3o em F\u00edsica pela Universidade Federal do Par\u00e1 (1999), mestrado em F\u00edsica pela Universidade de S\u00e3o Paulo (2001) e doutorado em F\u00edsica pela Universidade de S\u00e3o Paulo (2006). Atualmente \u00e9 professor adjunto I da Universidade do Estado do Par\u00e1. Tem experi\u00eancia na \u00e1rea de F\u00edsica, com \u00eanfase em Teoria Geral de Part\u00edculas e Campos, atuando principalmente nos seguintes temas: Mec\u00e2nica Qu\u00e2ntica, F\u00edsica-Matem\u00e1tica, Mec\u00e2nica Qu\u00e2ntica N\u00e3o-Comutativa e Ensino de F\u00edsica.<\/span><\/p><p><span style=\"color: #000000;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-1541\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/cv-1.svg\" alt=\"\" width=\"18\" height=\"18\" \/> <span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/0558528114074646\">CV-Lattes<\/a><\/span><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:andrey_martins@uepa.br\">andrey_martins@uepa.br<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) Teoria Geral de Part\u00edculas e Campos.<\/span><br \/><span style=\"color: #000000;\">2) Ensino de F\u00edsica.<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-8436\" class=\"elementor-tab-title\" data-tab=\"6\" role=\"button\" aria-controls=\"elementor-tab-content-8436\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" id=\"Layer_1\" x=\"0px\" y=\"0px\" width=\"512px\" height=\"512px\" viewBox=\"0 0 512 512\" xml:space=\"preserve\">  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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Benedito Lobato<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-8436\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"6\" role=\"region\" aria-labelledby=\"elementor-tab-title-8436\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1561\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Benedito.jpg\" alt=\"\" width=\"120\" height=\"161\" \/><span style=\"color: #000000;\">Possui gradua\u00e7\u00e3o em F\u00edsica Bacharelado pela Universidade Federal do Par\u00e1 (2000) e mestrado em Qu\u00edmica pela Universidade Federal do Par\u00e1 (2004) e Doutor em Engenharia de Recurso Naturais da Amaz\u00f4nia (PRODERNA). Atualmente \u00e9 Professor Assistente IV da Universidade do Estado do Par\u00e1. Tem experi\u00eancia na \u00e1rea de F\u00edsica Qu\u00e2ntica, Qu\u00edmica Qu\u00e2ntica, Ensino da F\u00edsica, F\u00edsica Aplicada \u00e0 Eletr\u00f4nica, Fen\u00f4menos de Transportes e Mec\u00e2nica dos Fluidos.<\/span><\/p><p><span style=\"color: #000000;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-1541\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/cv-1.svg\" alt=\"\" width=\"18\" height=\"18\" \/> <span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/6159101843250380\">CV-Lattes<\/a><\/span><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:beneditolobato@uepa.br\">beneditolobato@uepa.br<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) F\u00edsica.<\/span><br \/><span style=\"color: #000000;\">2) Qu\u00edmica Te\u00f3rica.<\/span><br \/><span style=\"color: #000000;\">3) Estrutura Eletr\u00f4nica de \u00c1tomos e Mol\u00e9culas.<\/span><br \/><span style=\"color: #000000;\">4) Ensino da F\u00edsica.<\/span><br \/><span style=\"color: #000000;\">5) Fen\u00f4menos de Transporte.<\/span><br \/><span style=\"color: #000000;\">6) Mec\u00e2nica dos Flu\u00eddos.<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-8437\" class=\"elementor-tab-title\" data-tab=\"7\" role=\"button\" aria-controls=\"elementor-tab-content-8437\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span 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cXXTjID5F0G1JLgF+H3WAh7bPAVicFnY1B9CazUtGiwC+7f\/vSt2crOrm8LkBnlnUaZ3AQHyOOsATLs4BsP8PJA9HHWDAtTkA9v+B5KEAAAZcmwNg\/x9IHgoAYMC1+wFw\/T+QPBx5gAGX5gDY\/weSiSMPMOLKHAD7\/0AyUQAAI67MAbD\/DyQTBQAw4socAPv\/QDJx9AFGXJgDYP8fSC7W3wBDjw1JHTWVf9ztcwCHBuz\/A0lF\/QYMWc8BsP8PJBdHIGDI+nMBwjz3\/weSiiMQMGQ9B2C2\/59m\/x+wxhEIGLO8H4CVrgkWHwFrFADAmOUcgBX2\/wF7FADAmOX9AKyw\/w\/Y4ygEjFnOAVjg+n\/ADRyFgAOs5gAscP0\/4AYKAOCAJM0BsP8PuIECADggSXMA7P8DbuBIBByQlDkA9v8Bd3AkAo5IwhwA+\/+AOygAgCOSMAfA\/j\/gDgoA4IgkzAGw\/w+4g6MRcETc5wDY\/wfcwtEIOCTOcwDs\/wNuoQAADonzHAD7\/4BbKACAQ+I8B8D+P+AWjkjAIXGdA2D\/H3APRyTgmDjOAbD\/D7iHAgA4Jo5zAOz\/A+6hAACOieMcAPv\/gHs4KgHHxG0OgP1\/wE0clYCD4jQHwP4\/4CYKAOCgOM0BsP8PuIkCADgoTnMA7P8DbuLIBBwUlzkA9v8Bd3FkAo6KwxwA+\/+AuygAgKPiMAfA\/j\/gLo5OxEoqkJbmpEMbpCU5qbVKqktH\/7+hgtQzLj0+LK3pk54YkYoOb7RvnwMIrIPMAvv\/gLsoAIiFbCAd2yId3yLV7+RV3ZCJvpbkon+uPy+t3izdtFmacLAIbJ8D6KixTjIz7P8DbqMAwHuHN0pndkhN03w1N2Sk0xdIx8yTVnZK9\/RZP5MXemzI3wLA\/j\/gNuo5vBVIOqlNet\/i6Z\/8n21uVjpnsXTaAveW232eA2D\/H3AbRyi8FCg68R\/eWLrv94ZWqaVK+v56d67B93kOgP1\/wG0cofDSqQtKd\/J\/tiMapZPnWz+7v\/P1fgDs\/wPu4wiFdw5vjN6tl8sJbdJhZSgXM+Xj\/QDY\/wfcRwGAV7KBdEZ7eR8jkHRWh1TlyLq7j3MA7P8D7qMAwCvHtURDe+XWlJGOabF+thEfPxeA\/X\/AfRyl8EYqiApApRzXEj2mNd\/mANj\/B\/zAUQpv7J3b+U1+yqExIy2ptX7WEZ\/mANj\/B\/xAAYA3ljUYPKYjw4A+zQGw\/w\/4gQIAbyzNGTymIysAPs0BsP8P+IEjFd5orTJ4zGrrZx3xZQ6A\/X\/AHxyp8EZtuvKPmXPoCPFhDoD9f8AfDv15w3TljdaEqw1eNTUpKePARL4lH+YA2P8H\/EEB8Nho0eZx9zTYF9\/TYP9fsvsZ74gPcwDs\/wP+4Gj12JjRyamS1+L\/7THn2TxXq5\/xjrg+B8D+P+AXjlaPjRRsHveQBumNbZV7vDe1SQcbXAIoScMOFQDJ7TkA9v8Bv3DEeqx7XFpUY\/PYp8yX9qqVbtwi\/XW49O+Uq1PSXrnonb\/VyV+SesbsHntH\/jwkHW20GjIZ9v8Bv3DEemyT8cnpkIboK846HSwAoaIPLHIN+\/+AXzhiPebaySmONo1bJ3guV+cA2P8H\/MMR67F1w9YJ4m\/diHWCF3JxDoD9f8A\/FACPbRyT+vLWKeKrz9F32y7eD4D9f8A\/FACPhXLzZBAXjwy6ed29i\/cDYP8f8A9HreceGrBOEF8PO\/qzdW0OgP1\/wE8ctZ67p08ad+3tYAyMh9KafusUO+fSHAD7\/4CfKACeGy1K9\/VZp4ife\/vcug3w87m09cP+P+AnCkAM3N5rnSB+7thmnWDXXJoDYP8f8BNHbgw8PCA96eDlar5aPxoNALrMlTkA9v8Bf3HkxkAo6boe6xTxcU2XO++ud8WFOQD2\/wF\/UQBi4p4+aaMD7wh9t2HM7eG\/Z3NhDoD9f8BfFICYCCVd1mmdwn+XbfTj3b\/kxhwA+\/+Avzh6Y+SRQemPXBEwY3\/olR51fO\/\/2aznANj\/B\/zG0Rszv9goDRWsU\/hnqCD99ybrFNNnOQfA\/j\/gNwpAzPTmpR8\/bb807JNQ0sVPS70T1kmmz3IOgP1\/wG8UgBi6v1+6eYt1Cn+s7pHu82Tw7\/ks5wDY\/wf8xhEcU7\/sdOMyMdc9Mihd2WWdYuas5gDY\/wf8xxEcU\/lQ+vY6bhC0K+tGpO88KRU83y951KDosf8P+I8CEGOjRenCJ6WuMesk7tk0Jl24zu37\/U\/VvQZXftzUk7V+2gBmiQIQc30T0n\/8lZWAZ1s3Ev1M+vPWSUrjz0PR8GelBKmUrutOWz9tALNEAUiAvnx0wnvYo2vcy+XRQelrMTr5S9EQ4C0VHPp8ZKRa+RisnABJRwFIiLFitOS9ypP73JdaKOnGzdI318Vj2f\/5VvdI2ypxGWMqpQvWsvwPxAEFIEEKobSqOxoOTNLNgkYK0kXrpV90RsORcTQRRs+v3E\/vui05DRQC66cLoAQoAAn0pwHps2ujz7yP6fnwb+7vj56rxaBcpd3TJ92wuXzff32+Rj9dz94\/EBdcy5NQvRPSj56Wbu+VzmqXOmqsE5XWhjHp0g3JuxfCFZukxox0ZFNpv+82VelTj1ZbPz0AJUQBSLhHB6N3yAfVSyfOl\/astU40O0+PStf3SHf2ScW4L2\/sQCGUfviUNJCXjm0pzffcWKzRRx6sVgxHJ4BEowBAoaJtgQcGpBfXS0c1SYc2SllPtnrHw2iJ\/45t0Z39Enjef45Q0TzAw4PS2xZKc2c4sxekUrp2S45lfyCmKAD4m1DSQwPRV80G6bBG6YA50ovmRMvKLumbiO6A99CAtKY\/npP9s\/XAM7Mer5krvbZFaprq7zBI6eGRan13XVabxzxpgQCmLZFH9ym3hkl\/kzhtHdXSHrVSe420oEpqrZZqU1IuLVWnpEyJX0n5MLp0cbgQTfH3jEudY9Ed\/NaNShsN7n\/vs3QgvahO2m+OtHed1JyRGrLS1q4tCoOUJpTSxvG0\/tib0apNaY0l6CoRQJIefHNV4s6Hjr2vg6s2jkVf8FMhjLYEnn8zqLUbGqyjATDCZYAAACQQBQAAgASiAAAAkEAUAAAAEogCAABAAlEAAABIIAoAAAAJRAEAACCBKAAAACQQdwIEgF3oyHRqUWajFmY61fHMV2OqX03pPjWl+tSY7lMgKasJ1aZGJEkjxVpNKKtQUl+hUb3FRvUWGtVXbNDGfLs25Nu1Md+up\/MLtTG\/wPopIqEoAADwjD2zT+rg6gd1QPWj2rvqCe2dfUJzUoPT\/j61qRHVKioDjal+LdZTO\/1nB4tz9JfxpVo7sUQPj71I948dpHUTi61\/FEgACgCAxNots0FH5f6g5TV36ZDqh9SU7q14hjmpQR1ac78Orblfqo\/+t23FZt0\/eoDuGHmpbh99mZ6e6LD+USGGKAAAEiNQqAOrH9Zxdbfo1bW3aXH2qdl\/0zJoTm3Ta3K36jW5WyVJ6yYW63cjL9fqwWP00Pj+1vEQE4n7+EOJjwMGtlu7YcI6QkXslV2nk+Zcq+PrblJHZpN1nFnZkG\/X9UPH6teDb9D\/TexuHSc2kvhxwIl7whIFANguzgWgOhjTcXW36LT6VVpW\/SfrOGVx7+gyXTV4om4YOlpjYZV1HK9RABKCAgBE4lgAmlPbdHL9b3RW\/S\/VmtlsHacithWbdfXAG3XpwAr15Fus43iJApAQFAAgEqcCsCDTrfc0\/lQnzblW1cG4dRwTY2G1rh54k37c\/zZ15Vut43iFApAQFAAgEocC0Jzaprc3\/kJnNVye2BP\/802EWa0aPEHf6323egqsCExFEgsAVwEA8FJNMKp3Nl6qdzb+XDXBqHUcp2SDCZ1W\/yudULdaF\/e\/VT\/tO0tjYbV1LDiGWwED8EqgUK+vu1G\/XniGzmn6ESf\/XahNjej9TT\/UqoVv1vG5m63jwDEUAADeWJjp1Pfm\/7O+2vo5Lch0W8fxRkdmk85v+4y+N\/8j6sh0WseBIygAAJyXUlFnN67U1QvfouW1d1nH8dZRtX\/QVQvfqrMaLlcqKFrHgTEKAACntWe69MMFH9THm7\/Fcn8J5IJhfXLuhfrB\/A9pfqbHOg4MUQAAOOv1dTfqio6zdXjNGusosXNEzb26ouOtOq7uFusoMEIBAOCctAo6t\/kifbX1c6pPDVjHia3GVL8uaP0XfW7eV5UN\/L8kFNNDAQDglNb0Zv2k\/Ry9q\/ES6yiJcVr9r\/SjBR9IzJ0TEaEAAHDG\/lWPaWX7O3VI9YPWURJnWfUD+kX7u\/SiqrXWUVAhFAAATlhee6d+3P5+3oUaakv36GcL3qtX5W6zjoIKoAAAMLei\/mpdNP+jqguGraMkXm1qRBe2fUqnzPm1dRSUGQUAgKl3NP5c\/zLvfKXEdemuSKugz7f8h97ecJl1FJQRBQCAmXc1XqKPNH9Xgfh8LtcECvXRuf+pc5svso6CMqEAADBxTtOPObl44F2Nl+i9TRdbx0AZUAAAVNxbG1bqnKYfWcfAFL2\/6Yd6Z+PPrWOgxCgAACpqRf3V+vjcb1vHwDSd23yRTp2zyjoGSogCAKBiXlF7h86b93X2\/D0UKNRnW76mV3OJYGxQAABUxH5Vf9b5bZ9VWgXrKJihlIr6SuvnuVlQTFAAAJRda3qzvtP2MeW4zt97dcGwvjP\/o2pJb7GOglmiAAAoq0yQ1\/mtn+UOfzHSlu7RN9vO4wOEPEcBAFBWn5r7DR1ac791DJTYwdUP6iPN37WOgVmgAAAom9fX3agV9Vdbx0CZnNVwuV6b+611DMwQBQBAWczP9OjT8y6wjoEy+2LLv6s902UdAzNAAQBQcqmgqH9r+aIaU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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Erick Elisson Hosana Ribeiro<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-8437\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"7\" role=\"region\" aria-labelledby=\"elementor-tab-title-8437\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1565\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Erick.jpg\" alt=\"\" width=\"120\" height=\"159\" \/><span style=\"color: #000000;\">Doutor em Educa\u00e7\u00e3o para a Ci\u00eancia pela UNESP \u2013 Bauru (2020). Mestre em Ensino de Ci\u00eancias pelo Instituto de Educa\u00e7\u00e3o Matem\u00e1tica e Cient\u00edfica (IEMCI\/UFPA) (2013). Graduado em F\u00edsica \u2013 Licenciatura pela Universidade Federal do Par\u00e1 (2009). Atua como Professor Assistente II na Universidade do Estado do Par\u00e1 (2014 \u2013 Atual). Membro e Pesquisador em Hist\u00f3ria das Ci\u00eancias na Amaz\u00f4nia e membro do Grupo de Estudos em Filosofia e Hist\u00f3ria da Ci\u00eancia (GFHC\/UFPA); Grupo de Pesquisa e m Hist\u00f3ria da CI\u00eancia na Amaz\u00f4nia GPHIC\/UEPA; Grupo de Pesquisa eme ensino de Ci\u00eancias \u2013 GPEC\/UNESP. Tem experi\u00eancia no ensino de F\u00edsica na Educa\u00e7\u00e3o B\u00e1sica e no Ensino Superior, atuando principalmente nas seguintes \u00e1reas: Hist\u00f3ria e Filosofia da Ci\u00eancia, Ensino de F\u00edsica, Ensino de Ci\u00eancias e Hist\u00f3ria da Engenharia e da Astronomia na Amaz\u00f4nia.<\/span><\/p><p><span style=\"color: #000000;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-1541\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/cv-1.svg\" alt=\"\" width=\"18\" height=\"18\" \/><span style=\"color: #0000ff;\"> <a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/9508905775364992\">CV-Lattes<\/a><\/span><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:erick.ribeiro@uepa.br\">erick.ribeiro@uepa.br<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) Hist\u00f3ria da Ci\u00eancia.<\/span><br \/><span style=\"color: #000000;\">2) Hist\u00f3ria da Educa\u00e7\u00e3o.<\/span><br \/><span style=\"color: #000000;\">3) Ensino de F\u00edsica.<\/span><br \/><span style=\"color: #000000;\">4) Ensino de Ci\u00eancias.<\/span><br \/><span style=\"color: #000000;\">5) Ensino de Astronomia<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-8438\" class=\"elementor-tab-title\" data-tab=\"8\" role=\"button\" aria-controls=\"elementor-tab-content-8438\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Frederico da Silva Bicalho<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-8438\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"8\" role=\"region\" aria-labelledby=\"elementor-tab-title-8438\"><div id=\"elementor-tab-title-2478\" tabindex=\"0\" role=\"tab\" data-tab=\"8\" aria-controls=\"elementor-tab-content-2478\" aria-expanded=\"true\" aria-selected=\"true\"><img loading=\"lazy\" decoding=\"async\" class=\"size-full wp-image-1569 alignleft\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Frederico.jpg\" alt=\"\" width=\"120\" height=\"158\" \/><span style=\"color: #000000;\">Doutor em Educa\u00e7\u00e3o para Ci\u00eancia na Universidade J\u00falio de Mesquita Filho \u2013 UNESP, Mestre em F\u00edsica da Mat\u00e9ria Condensada pela UFPA, Graduado em Bacharelado em F\u00edsica pela UFPA. Professor Assistente IV da Universidade do Estado do Par\u00e1 desde 2008, foi Professor Substituto e Professor Horista (2006-2008). Foi Chefe de Departamento de Ci\u00eancias Naturais da Universidade do Estado do Par\u00e1, Coordenou o Curso de Licenciatura Plena em Ci\u00eancias Naturais nas modalidades Presencial e na Modalidade a Distancia, foi Membro do Conselho Universit\u00e1rio por 2\u00ba mandatos consecutivos (2012-2013 e 2013-2015), foi Presidente do F\u00f3rum de \u00c1rea de F\u00edsica da UAB\/CAPES (2011-2014), foi Coordenador do Campus XVI \u2013 UEPA \u2013 Barcarena (2011), Coordenador de Programas e Projetos DDE\/PROGRAD\/UEPA (2012-2013), Presidente da Comiss\u00e3o de Forma\u00e7\u00e3o Continuada do Plano de Forma\u00e7\u00e3o de Docentes da Educa\u00e7\u00e3o B\u00e1sica (SEDUC\/PA) (2011), \u00e9 atualmente Pesquisador do Grupo de Pesquisa em F\u00edsica e Ensino de F\u00edsica da UEPA, Membro Titular da Academia Paraense de Ci\u00eancias.<\/span><\/div><div tabindex=\"0\" role=\"tab\" data-tab=\"8\" aria-controls=\"elementor-tab-content-2478\" aria-expanded=\"true\" aria-selected=\"true\">\u00a0<\/div><div tabindex=\"0\" role=\"tab\" data-tab=\"8\" aria-controls=\"elementor-tab-content-2478\" aria-expanded=\"true\" aria-selected=\"true\"><p><span style=\"color: #000000;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-1541\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/cv-1.svg\" alt=\"\" width=\"18\" height=\"18\" \/><span style=\"color: #0000ff;\"> <a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/6494505112337114\">CV-Lattes<\/a><\/span><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:fredbicalho@uepa.br\">fredbicalho@uepa.br<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) F\u00edsica da Mat\u00e9ria Condensada<\/span><br \/><span style=\"color: #000000;\">2) Prop. \u00d3ticas e Espectrosc. da Mat\u00e9ria Condensada;<\/span><br \/><span style=\"color: #000000;\">3) Outras Inter. da Mat. com Rad. e Part..<\/span><br \/><span style=\"color: #000000;\">4) Materiais Diel\u00e9tricos e Propriedades Diel\u00e9tricas.<\/span><br \/><span style=\"color: #000000;\">5) Propriedades T\u00e9rmicas da Mat\u00e9ria Condensada.<\/span><\/p><\/div><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-8439\" class=\"elementor-tab-title\" data-tab=\"9\" role=\"button\" aria-controls=\"elementor-tab-content-8439\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Igor Ramon Sinimbu Miranda<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-8439\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"9\" role=\"region\" aria-labelledby=\"elementor-tab-title-8439\"><p class=\"resumo\"><span style=\"color: #000000;\"><img loading=\"lazy\" decoding=\"async\" class=\"size-medium wp-image-2685 alignleft\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/igor-200x300.jpg\" alt=\"\" width=\"200\" height=\"300\" srcset=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/igor-200x300.jpg 200w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/igor-683x1024.jpg 683w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/igor-768x1152.jpg 768w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/igor-1024x1536.jpg 1024w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/igor-1365x2048.jpg 1365w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/igor-scaled.jpg 1707w\" sizes=\"(max-width: 200px) 100vw, 200px\" \/>Possui gradua\u00e7\u00e3o em Ci\u00eancias Naturais com habilita\u00e7\u00e3o em F\u00edsica pela Universidade do Estado do Par\u00e1 (2018), especializa\u00e7\u00e3o em metodologias de ensino de ci\u00eancias e matem\u00e1tica (FAEL-2019), mestrado em engenharia el\u00e9trica na \u00e1rea de telecomunica\u00e7\u00f5es no PPGEE (UFPA-2021) e realiza doutorado em f\u00edsica na \u00e1rea de mat\u00e9ria condensada (PPGF\/UFPA) trabalhando com nanofios de InP com pontos qu\u00e2nticos de InAs realizando caracteriza\u00e7\u00e3o por MEV e espectroscopia Raman. Lecionou as disciplinas f\u00edsica, matem\u00e1tica e ingl\u00eas na rede b\u00e1sica na institui\u00e7\u00e3o col\u00e9gio palavra da vida de 2013 \u00e0 2018. Foi professor de f\u00edsica do CELOGOS (2021-2024). Atualmente \u00e9 t\u00e9cnico em laborat\u00f3rio de f\u00edsica da Universidade Federal do Par\u00e1 e professor Assistente da Universidade do Estado do Par\u00e1. Tem experi\u00eancia na \u00e1rea de ensino de F\u00edsica, Eletromagnetismo aplicado, propaga\u00e7\u00e3o de microondas e antenas, f\u00edsica experimental (Microscopia eletr\u00f4nica de varredura-VEGA 3) e Espectroscopia Raman<\/span><\/p><p><span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/8015330381562001\">CV-Lattes<\/a><\/span><\/p><p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone  wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"22\" height=\"16\" \/> <span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"mailto:igor.rs.miranda@uepa.br\">igor.rs.miranda@uepa.br<\/a><\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-84310\" class=\"elementor-tab-title\" data-tab=\"10\" role=\"button\" aria-controls=\"elementor-tab-content-84310\" 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">J\u00e1rlesson Gama Amazonas<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-84310\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"10\" role=\"region\" aria-labelledby=\"elementor-tab-title-84310\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1575\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/jarlesson-225x300.jpg\" alt=\"\" width=\"120\" height=\"160\" srcset=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/jarlesson-225x300.jpg 225w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/jarlesson.jpg 768w\" sizes=\"(max-width: 120px) 100vw, 120px\" \/><span style=\"color: #000000;\">Possui Gradua\u00e7\u00e3o em Licenciatura Plena em F\u00edsica (2004), Mestrado em F\u00edsica da Mat\u00e9ria Condensada (2007) pela Universidade Federal do Par\u00e1 e Doutorado em F\u00edsica pela Universidade de S\u00e3o Paulo (2012). Atualmente \u00e9 professor Assistente IV na Universidade Estadual do Par\u00e1 \u2013 UEPA. Tem experi\u00eancia na \u00e1rea de F\u00edsica da Mat\u00e9ria Condensada, atuando principalmente nos seguintes temas: Estrutura eletr\u00f4nica, nanodispositivos, an\u00e1lise estrutural e propriedades de transporte em filmes amorfos org\u00e2nicos.<\/span><\/p><p><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-1541\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/cv-1.svg\" alt=\"\" width=\"18\" height=\"18\" \/> <a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/4089159934460369\">CV-Lattes<\/a><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:jarlesson@uepa.br\">jarlesson@uepa.br<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) F\u00edsica da Mat\u00e9ria Condensada.<\/span><br \/><span style=\"color: #000000;\">2) F\u00edsica At\u00f4mica e Molecular.<\/span><br \/><span style=\"color: #000000;\">3) F\u00edsica Geral.<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-84311\" class=\"elementor-tab-title\" data-tab=\"11\" role=\"button\" aria-controls=\"elementor-tab-content-84311\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" id=\"Layer_1\" x=\"0px\" y=\"0px\" width=\"512px\" height=\"512px\" viewBox=\"0 0 512 512\" xml:space=\"preserve\">  <image id=\"image0\" width=\"512\" height=\"512\" 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Jo\u00e3o Paulo Rocha dos Passos<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-84311\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"11\" role=\"region\" aria-labelledby=\"elementor-tab-title-84311\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1579\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Joao-Paulo.jpg\" alt=\"\" width=\"120\" height=\"160\" \/><span style=\"color: #000000;\">Possui gradua\u00e7\u00e3o em F\u00edsica \u2013 Licenciatura pela Universidade Federal do Par\u00e1 (2004) e mestrado em F\u00edsica pela Universidade Federal do Par\u00e1 (2007). Atualmente sou professor assistente IV da Universidade do Estado do Par\u00e1. Tenho desenvolvido atividades na \u00e1rea de Ensino de F\u00edsica, com \u00eanfase em Metodologias para o ensino de F\u00edsica, Teoria da Aprendizagem Significativa aplicada ao ensino de Ci\u00eancias\/F\u00edsica e Tecnologia Educacional. Sou um dos l\u00edderes do Grupo de Pesquisas em F\u00edsica e em Ensino de F\u00edsica da Uepa (GPFEF). Em 2018, fui eleito Vice-diretor do Centro de Ci\u00eancias Sociais e Educa\u00e7\u00e3o (CCSE) da Uepa (portaria 877\/19 Uepa).<\/span><\/p><p><span style=\"color: #000000;\"><a style=\"color: #000000;\" href=\"http:\/\/lattes.cnpq.br\/8822775121956825\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2186\" src=\"https:\/\/fisicauepa.com.br\/wp-content\/uploads\/2021\/09\/cv-1.svg\" alt=\"\" width=\"17\" height=\"17\" \/><\/a>\u00a0<span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/1181581412163657\">CV-Lattes<\/a><\/span><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:jprpassos@uepa.br\">jprpassos@uepa.br<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) Metodologias para o ensino de F\u00edsica.<\/span><br \/><span style=\"color: #000000;\">2) Tecnologia Educacional.<\/span><br \/><span style=\"color: #000000;\">3) M\u00e9todos e T\u00e9cnicas de Ensino.<\/span><br \/><span style=\"color: #000000;\">4) F\u00edsica Geral.<\/span><br \/><span style=\"color: #000000;\">5) Avalia\u00e7\u00e3o da Aprendizagem.<\/span><br \/><span style=\"color: #000000;\">6) Propriedades T\u00e9rmicas da Mat\u00e9ria Condensada.<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-84312\" class=\"elementor-tab-title\" data-tab=\"12\" role=\"button\" aria-controls=\"elementor-tab-content-84312\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Jos\u00e9 Fernando Pereira Leal<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-84312\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"12\" role=\"region\" aria-labelledby=\"elementor-tab-title-84312\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1584\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Fernando-225x300.jpg\" alt=\"\" width=\"120\" height=\"160\" srcset=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Fernando-225x300.jpg 225w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Fernando.jpg 480w\" sizes=\"(max-width: 120px) 100vw, 120px\" \/><span style=\"color: #000000;\">Possui gradua\u00e7\u00e3o em Licenciatura Plena em F\u00edsica pela Universidade Federal do Par\u00e1 (2008), mestrado em F\u00edsica pela Universidade Federal do Par\u00e1 (2010) e doutorado em F\u00edsica pela Universidade Federal do Par\u00e1 (2015). Atualmente \u00e9 professor efetivo da Universidade do Estado do Par\u00e1. Professor Permanente do Programa de P\u00f3s-gradua\u00e7\u00e3o em Educa\u00e7\u00e3o e Ensino de Ci\u00eancias na Amaz\u00f4nia (15006018012P2, Resolu\u00e7\u00e3o n\u00ba 3529\/20-CONSUN, 19 de fevereiro de 2020). Tem experi\u00eancia na \u00e1rea de F\u00edsica, com \u00eanfase em Estrutura Eletr\u00f4nica de Mol\u00e9culas Org\u00e2nicas, nanotubos de Carbono e sistema fotovoltaico aplicado o ensino de F\u00edsica.<\/span><\/p><p><span style=\"color: #000000;\"><a style=\"color: #000000;\" href=\"http:\/\/lattes.cnpq.br\/8822775121956825\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2186\" src=\"https:\/\/fisicauepa.com.br\/wp-content\/uploads\/2021\/09\/cv-1.svg\" alt=\"\" width=\"17\" height=\"17\" \/><\/a>\u00a0<span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/3729570839794054\">CV-Lattes<\/a><\/span><\/span><br \/><span style=\"color: #000000;\"><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:jfpleal@uepa.br\">jfpleal@uepa.br<\/a><\/span><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) Transporte Eletr\u00f4nico em Sistema Nanoeletr\u00f4nico<\/span><br \/><span style=\"color: #000000;\">2) Estudo da gera\u00e7\u00e3o de energia el\u00e9trica renov\u00e1vel e sua aplica\u00e7\u00e3o no ensino de F\u00edsica<\/span><br \/><span style=\"color: #000000;\">3) Estrat\u00e9gias educativas para o ensino de Ci\u00eancias Naturais na Amaz\u00f4nia<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-84313\" class=\"elementor-tab-title\" data-tab=\"13\" role=\"button\" aria-controls=\"elementor-tab-content-84313\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Kleber Jos\u00e9 Ros\u00e1rio da Silva<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-84313\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"13\" role=\"region\" aria-labelledby=\"elementor-tab-title-84313\"><p><span style=\"color: #000000;\"><img loading=\"lazy\" decoding=\"async\" class=\" wp-image-2670 alignleft\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/kleber-219x300.jpg\" alt=\"\" width=\"146\" height=\"200\" srcset=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/kleber-219x300.jpg 219w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/kleber.jpg 365w\" sizes=\"(max-width: 146px) 100vw, 146px\" \/>Professor assistente I da Universidade do Estado do Par\u00e1 (UEPA), lotado no Departamento de Ci\u00eancias Naturais e professor do curso de licenciatura em F\u00edsica. Graduou-se nos cursos de Bacharelado e Licenciatura em F\u00edsica, \u00e9 Mestre em F\u00edsica da Mat\u00e9ria Condensada (2011) e Doutor em F\u00edsica da Mat\u00e9ria condensada pela Universidade Federal do Par\u00e1 (2016). Atua na \u00e1rea de F\u00edsica da Mat\u00e9ria Condensada especificamente trabalhando com propriedades espectrosc\u00f3picas de absor\u00e7\u00e3o \u00d3ptica, propriedades \u00d3pticas N\u00e3o-Lineares (z-scan), Difra\u00e7\u00e3o de raios-X (Radia\u00e7\u00e3o sincrotron) e Espectroscopia Vibracional (Raman e infravermelho) sob efeitos extremos de Temperatura e altas Press\u00f5es Hidrost\u00e1tica. Leciona disciplina nos cursos regulares de gradua\u00e7\u00e3o e nos programas de forma\u00e7\u00e3o de professores PARFOR, UAB e FORMA PAR\u00c1. Desde 2024 participa do Programa Institucional de Bolsas de Inicia\u00e7\u00e3o \u00e0 Doc\u00eancia (PIBID) desenvolvendo atividades voltadas ao ensino de F\u00edsica atrav\u00e9s de metodologias ativas. \u00c9 Membro do Grupo de Pesquisa em F\u00edsica e em Ensino de F\u00edsica e do grupo DIFAM &#8211; Did\u00e1tica Fundamental na Amaz\u00f4nia: epistemologias da forma\u00e7\u00e3o e da pr\u00e1tica docente, ambos da Universidade do Estado do Par\u00e1. Desde de 2016 \u00e9 coordenador adjunto do grupo de pesquisa SciTechZon (UFPA) que tem foco na ci\u00eancia e tecnologia para\/na\/da Amaz\u00f4nica.<\/span><\/p><p><span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/7891508952801391\">CV-Lattes<\/a><\/span><\/p><p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone  wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"24\" height=\"17\" \/><a href=\"mailto:kleber.silva@uepa.br\"> <span style=\"color: #0000ff;\">kleber.silva@uepa.br<\/span><\/a><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-84314\" class=\"elementor-tab-title\" data-tab=\"14\" role=\"button\" aria-controls=\"elementor-tab-content-84314\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Manoel Reinaldo Elias Filho<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-84314\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"14\" role=\"region\" aria-labelledby=\"elementor-tab-title-84314\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1588\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Reinaldo.png\" alt=\"\" width=\"120\" height=\"159\" \/>Possui gradua\u00e7\u00e3o em Bacharelado em F\u00edsica pela Universidade Federal do Par\u00e1 (2002) e mestrado em F\u00edsica pela Universidade de S\u00e3o Paulo (2006). Atualmente \u00e9 professor assistente I DE da Universidade do Estado do Par\u00e1 e atou no per\u00edodo de agosto 2008 a mar\u00e7o de 2012 na fun\u00e7\u00e3o de Diretor do Planet\u00e1rio do Par\u00e1 Sebasti\u00e3o Sodr\u00e9 da Gama. Tem experi\u00eancia na \u00e1rea de F\u00edsica, com \u00eanfase em F\u00edsica das Part\u00edculas Elementares e Campos, atuando principalmente nos seguintes temas: n\u00e3o-comutatividade, intera\u00e7\u00e3o, b\u00f3son escalar e gr\u00e1viton. Com \u00eanfase ainda em utiliza\u00e7\u00e3o de software livre no ensino de F\u00edsica.<\/p><p><a href=\"http:\/\/lattes.cnpq.br\/8822775121956825\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2186\" src=\"https:\/\/fisicauepa.com.br\/wp-content\/uploads\/2021\/09\/cv-1.svg\" alt=\"\" width=\"17\" height=\"17\" \/><\/a>\u00a0<a href=\"http:\/\/lattes.cnpq.br\/3251650293404219\">CV-Lattes<\/a><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/><\/span> <a href=\"mailto:reinaldo@uepa.br\">reinaldo@uepa.br<\/a><\/p><p><strong>\u00c1reas de Interesse em Pesquisa<\/strong><br \/>1) F\u00edsica das Part\u00edculas Elementares e Campos.<br \/>2) Teoria Geral de Part\u00edculas e Campos.<br \/>3) F\u00edsica Geral.<br \/>4) F\u00edsica e Ensino de F\u00edsica.<\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-84315\" class=\"elementor-tab-title\" data-tab=\"15\" role=\"button\" aria-controls=\"elementor-tab-content-84315\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" id=\"Layer_1\" x=\"0px\" y=\"0px\" width=\"512px\" height=\"512px\" viewBox=\"0 0 512 512\" xml:space=\"preserve\">  <image id=\"image0\" width=\"512\" height=\"512\" x=\"0\" y=\"0\" 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Nelson Leite Cardoso<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-84315\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"15\" role=\"region\" aria-labelledby=\"elementor-tab-title-84315\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1592\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Nelson.jpg\" alt=\"\" width=\"120\" height=\"163\" \/><span style=\"color: #000000;\">Possui gradua\u00e7\u00e3o em Licenciatura em Ci\u00eancias do 1o Grau pela Universidade Federal do Par\u00e1 (1985), Licenciatura Plena em F\u00edsica pela Universidade Federal do Par\u00e1 (1992), Mestrado em Ci\u00eancias da Computa\u00e7\u00e3o \u2013 \u00eanfase em Inform\u00e1tica na Educa\u00e7\u00e3o pela Universidade Federal de Santa Catarina (2003) e Doutorado em Educa\u00e7\u00e3o para a Ci\u00eancia pela Universidade Estadual Paulista J\u00falio de Mesquita Filho (2020). Professor Assistente da Universidade do Estado do Par\u00e1. Tem experi\u00eancia na \u00e1rea de Ensino de F\u00edsica e dedica-se ao estudo de processos de constru\u00e7\u00e3o do conhecimento.<\/span><\/p><p><span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/8822775121956825\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2186\" src=\"https:\/\/fisicauepa.com.br\/wp-content\/uploads\/2021\/09\/cv-1.svg\" alt=\"\" width=\"17\" height=\"17\" \/><\/a>\u00a0<a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/0806522881159029\">CV-Lattes<\/a><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:nelsonlc@uepa.br\">nelsonlc@uepa.br<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) Ensino de F\u00edsica<\/span><br \/><span style=\"color: #000000;\">2) Aprendizagem Significativa; Esquemas conceituais; Mudan\u00e7a Conceitual; Modelagem Conceitual; Linguagem e cogni\u00e7\u00e3o.<\/span><br \/><span style=\"color: #000000;\">3) Comunica\u00e7\u00e3o, Tecnologia Educacional e Educa\u00e7\u00e3o a Dist\u00e2ncia<\/span><br \/><span style=\"color: #000000;\">4) Educa\u00e7\u00e3o a Dist\u00e2ncia.<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-84316\" class=\"elementor-tab-title\" data-tab=\"16\" role=\"button\" aria-controls=\"elementor-tab-content-84316\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" 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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Penn Lee Menezes Rodrigues<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-84316\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"16\" role=\"region\" aria-labelledby=\"elementor-tab-title-84316\"><p><img loading=\"lazy\" decoding=\"async\" class=\"alignleft wp-image-1596\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2022\/05\/Penn.jpg\" alt=\"\" width=\"120\" height=\"158\" \/><span style=\"color: #000000;\">Licenciado em F\u00edsica com Mestrado e Doutorado em F\u00edsica das Part\u00edculas Elementares e Campos pela Universidade Federal do Par\u00e1. Atualmente \u00e9 professor Assistente IV vinculado ao Departamento de Ci\u00eancias Naturais, no Centro de Ci\u00eancias Sociais e Educa\u00e7\u00e3o da Universidade do Estado do Par\u00e1. Tem experi\u00eancia na \u00e1rea de F\u00edsica, com \u00eanfase em Teoria Geral de Part\u00edculas e Campos, atuando principalmente nos seguintes temas: Teoria Qu\u00e2ntica de Campos a Temperatura Nula e Finita, Teoria Qu\u00e2ntica de Campos com Condi\u00e7\u00f5es de Fronteiras e Teoria Qu\u00e2ntica de Campos na Frente de Luz. Atualmente comp\u00f5e o grupo de pesquisa em F\u00edsica e em Ensino de F\u00edsica na Universidade do Estado do Par\u00e1, atuando tamb\u00e9m nas pesquisas relacionadas ao ensino de F\u00edsica na Universidade do Federal do Par\u00e1 pelo Mestrado Nacional Profissional em Ensino de F\u00edsica. Desde o ano de 2015, na gradua\u00e7\u00e3o, tem atuado nos cursos de Licenciatura em Ci\u00eancias Naturais com habilita\u00e7\u00e3o em F\u00edsica e Qu\u00edmica, Pedagogia e Matem\u00e1tica, nas quais tem ministrado disciplinas de Metodologias e Ensino de Ci\u00eancias, os temas de F\u00edsica e F\u00edsica geral.<span class=\"texto\">\u00a0<\/span><\/span><\/p><p><a href=\"http:\/\/lattes.cnpq.br\/8822775121956825\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2186\" src=\"https:\/\/fisicauepa.com.br\/wp-content\/uploads\/2021\/09\/cv-1.svg\" alt=\"\" width=\"17\" height=\"17\" \/><\/a><span style=\"color: #0000ff;\">\u00a0<a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/8446853399549469\">CV-Lattes<\/a><\/span><br \/><span style=\"color: #0000ff;\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"23\" height=\"16\" \/> <a style=\"color: #0000ff;\" href=\"mailto:penn@uepa.br\">penn@uepa.br<\/a><\/span><\/p><p><span style=\"color: #000000;\"><strong>\u00c1reas de Interesse em Pesquisa<\/strong><\/span><br \/><span style=\"color: #000000;\">1) Estudos em Teorias Qu\u00e2ntica de Campos com Fronteiras a Temperatura Nula e Finita.<\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-toggle-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-84317\" class=\"elementor-tab-title\" data-tab=\"17\" role=\"button\" aria-controls=\"elementor-tab-content-84317\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon elementor-toggle-icon-left\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-toggle-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" id=\"Layer_1\" x=\"0px\" y=\"0px\" width=\"512px\" height=\"512px\" viewBox=\"0 0 512 512\" 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cXXTjID5F0G1JLgF+H3WAh7bPAVicFnY1B9CazUtGiwC+7f\/vSt2crOrm8LkBnlnUaZ3AQHyOOsATLs4BsP8PJA9HHWDAtTkA9v+B5KEAAAZcmwNg\/x9IHgoAYMC1+wFw\/T+QPBx5gAGX5gDY\/weSiSMPMOLKHAD7\/0AyUQAAI67MAbD\/DyQTBQAw4socAPv\/QDJx9AFGXJgDYP8fSC7W3wBDjw1JHTWVf9ztcwCHBuz\/A0lF\/QYMWc8BsP8PJBdHIGDI+nMBwjz3\/weSiiMQMGQ9B2C2\/59m\/x+wxhEIGLO8H4CVrgkWHwFrFADAmOUcgBX2\/wF7FADAmOX9AKyw\/w\/Y4ygEjFnOAVjg+n\/ADRyFgAOs5gAscP0\/4AYKAOCAJM0BsP8PuIECADggSXMA7P8DbuBIBByQlDkA9v8Bd3AkAo5IwhwA+\/+AOygAgCOSMAfA\/j\/gDgoA4IgkzAGw\/w+4g6MRcETc5wDY\/wfcwtEIOCTOcwDs\/wNuoQAADonzHAD7\/4BbKACAQ+I8B8D+P+AWjkjAIXGdA2D\/H3APRyTgmDjOAbD\/D7iHAgA4Jo5zAOz\/A+6hAACOieMcAPv\/gHs4KgHHxG0OgP1\/wE0clYCD4jQHwP4\/4CYKAOCgOM0BsP8PuIkCADgoTnMA7P8DbuLIBBwUlzkA9v8Bd3FkAo6KwxwA+\/+AuygAgKPiMAfA\/j\/gLo5OxEoqkJbmpEMbpCU5qbVKqktH\/7+hgtQzLj0+LK3pk54YkYoOb7RvnwMIrIPMAvv\/gLsoAIiFbCAd2yId3yLV7+RV3ZCJvpbkon+uPy+t3izdtFmacLAIbJ8D6KixTjIz7P8DbqMAwHuHN0pndkhN03w1N2Sk0xdIx8yTVnZK9\/RZP5MXemzI3wLA\/j\/gNuo5vBVIOqlNet\/i6Z\/8n21uVjpnsXTaAveW232eA2D\/H3AbRyi8FCg68R\/eWLrv94ZWqaVK+v56d67B93kOgP1\/wG0cofDSqQtKd\/J\/tiMapZPnWz+7v\/P1fgDs\/wPu4wiFdw5vjN6tl8sJbdJhZSgXM+Xj\/QDY\/wfcRwGAV7KBdEZ7eR8jkHRWh1TlyLq7j3MA7P8D7qMAwCvHtURDe+XWlJGOabF+thEfPxeA\/X\/AfRyl8EYqiApApRzXEj2mNd\/mANj\/B\/zAUQpv7J3b+U1+yqExIy2ptX7WEZ\/mANj\/B\/xAAYA3ljUYPKYjw4A+zQGw\/w\/4gQIAbyzNGTymIysAPs0BsP8P+IEjFd5orTJ4zGrrZx3xZQ6A\/X\/AHxyp8EZtuvKPmXPoCPFhDoD9f8AfDv15w3TljdaEqw1eNTUpKePARL4lH+YA2P8H\/EEB8Nho0eZx9zTYF9\/TYP9fsvsZ74gPcwDs\/wP+4Gj12JjRyamS1+L\/7THn2TxXq5\/xjrg+B8D+P+AXjlaPjRRsHveQBumNbZV7vDe1SQcbXAIoScMOFQDJ7TkA9v8Bv3DEeqx7XFpUY\/PYp8yX9qqVbtwi\/XW49O+Uq1PSXrnonb\/VyV+SesbsHntH\/jwkHW20GjIZ9v8Bv3DEemyT8cnpkIboK846HSwAoaIPLHIN+\/+AXzhiPebaySmONo1bJ3guV+cA2P8H\/MMR67F1w9YJ4m\/diHWCF3JxDoD9f8A\/FACPbRyT+vLWKeKrz9F32y7eD4D9f8A\/FACPhXLzZBAXjwy6ed29i\/cDYP8f8A9HreceGrBOEF8PO\/qzdW0OgP1\/wE8ctZ67p08ad+3tYAyMh9KafusUO+fSHAD7\/4CfKACeGy1K9\/VZp4ife\/vcug3w87m09cP+P+AnCkAM3N5rnSB+7thmnWDXXJoDYP8f8BNHbgw8PCA96eDlar5aPxoNALrMlTkA9v8Bf3HkxkAo6boe6xTxcU2XO++ud8WFOQD2\/wF\/UQBi4p4+aaMD7wh9t2HM7eG\/Z3NhDoD9f8BfFICYCCVd1mmdwn+XbfTj3b\/kxhwA+\/+Avzh6Y+SRQemPXBEwY3\/olR51fO\/\/2aznANj\/B\/zG0Rszv9goDRWsU\/hnqCD99ybrFNNnOQfA\/j\/gNwpAzPTmpR8\/bb807JNQ0sVPS70T1kmmz3IOgP1\/wG8UgBi6v1+6eYt1Cn+s7pHu82Tw7\/ks5wDY\/wf8xhEcU7\/sdOMyMdc9Mihd2WWdYuas5gDY\/wf8xxEcU\/lQ+vY6bhC0K+tGpO88KRU83y951KDosf8P+I8CEGOjRenCJ6WuMesk7tk0Jl24zu37\/U\/VvQZXftzUk7V+2gBmiQIQc30T0n\/8lZWAZ1s3Ev1M+vPWSUrjz0PR8GelBKmUrutOWz9tALNEAUiAvnx0wnvYo2vcy+XRQelrMTr5S9EQ4C0VHPp8ZKRa+RisnABJRwFIiLFitOS9ypP73JdaKOnGzdI318Vj2f\/5VvdI2ypxGWMqpQvWsvwPxAEFIEEKobSqOxoOTNLNgkYK0kXrpV90RsORcTQRRs+v3E\/vui05DRQC66cLoAQoAAn0pwHps2ujz7yP6fnwb+7vj56rxaBcpd3TJ92wuXzff32+Rj9dz94\/EBdcy5NQvRPSj56Wbu+VzmqXOmqsE5XWhjHp0g3JuxfCFZukxox0ZFNpv+82VelTj1ZbPz0AJUQBSLhHB6N3yAfVSyfOl\/astU40O0+PStf3SHf2ScW4L2\/sQCGUfviUNJCXjm0pzffcWKzRRx6sVgxHJ4BEowBAoaJtgQcGpBfXS0c1SYc2SllPtnrHw2iJ\/45t0Z39Enjef45Q0TzAw4PS2xZKc2c4sxekUrp2S45lfyCmKAD4m1DSQwPRV80G6bBG6YA50ovmRMvKLumbiO6A99CAtKY\/npP9s\/XAM7Mer5krvbZFaprq7zBI6eGRan13XVabxzxpgQCmLZFH9ym3hkl\/kzhtHdXSHrVSe420oEpqrZZqU1IuLVWnpEyJX0n5MLp0cbgQTfH3jEudY9Ed\/NaNShsN7n\/vs3QgvahO2m+OtHed1JyRGrLS1q4tCoOUJpTSxvG0\/tib0apNaY0l6CoRQJIefHNV4s6Hjr2vg6s2jkVf8FMhjLYEnn8zqLUbGqyjATDCZYAAACQQBQAAgASiAAAAkEAUAAAAEogCAABAAlEAAABIIAoAAAAJRAEAACCBKAAAACQQdwIEgF3oyHRqUWajFmY61fHMV2OqX03pPjWl+tSY7lMgKasJ1aZGJEkjxVpNKKtQUl+hUb3FRvUWGtVXbNDGfLs25Nu1Md+up\/MLtTG\/wPopIqEoAADwjD2zT+rg6gd1QPWj2rvqCe2dfUJzUoPT\/j61qRHVKioDjal+LdZTO\/1nB4tz9JfxpVo7sUQPj71I948dpHUTi61\/FEgACgCAxNots0FH5f6g5TV36ZDqh9SU7q14hjmpQR1ac78Orblfqo\/+t23FZt0\/eoDuGHmpbh99mZ6e6LD+USGGKAAAEiNQqAOrH9Zxdbfo1bW3aXH2qdl\/0zJoTm3Ta3K36jW5WyVJ6yYW63cjL9fqwWP00Pj+1vEQE4n7+EOJjwMGtlu7YcI6QkXslV2nk+Zcq+PrblJHZpN1nFnZkG\/X9UPH6teDb9D\/TexuHSc2kvhxwIl7whIFANguzgWgOhjTcXW36LT6VVpW\/SfrOGVx7+gyXTV4om4YOlpjYZV1HK9RABKCAgBE4lgAmlPbdHL9b3RW\/S\/VmtlsHacithWbdfXAG3XpwAr15Fus43iJApAQFAAgEqcCsCDTrfc0\/lQnzblW1cG4dRwTY2G1rh54k37c\/zZ15Vut43iFApAQFAAgEocC0Jzaprc3\/kJnNVye2BP\/802EWa0aPEHf6323egqsCExFEgsAVwEA8FJNMKp3Nl6qdzb+XDXBqHUcp2SDCZ1W\/yudULdaF\/e\/VT\/tO0tjYbV1LDiGWwED8EqgUK+vu1G\/XniGzmn6ESf\/XahNjej9TT\/UqoVv1vG5m63jwDEUAADeWJjp1Pfm\/7O+2vo5Lch0W8fxRkdmk85v+4y+N\/8j6sh0WseBIygAAJyXUlFnN67U1QvfouW1d1nH8dZRtX\/QVQvfqrMaLlcqKFrHgTEKAACntWe69MMFH9THm7\/Fcn8J5IJhfXLuhfrB\/A9pfqbHOg4MUQAAOOv1dTfqio6zdXjNGusosXNEzb26ouOtOq7uFusoMEIBAOCctAo6t\/kifbX1c6pPDVjHia3GVL8uaP0XfW7eV5UN\/L8kFNNDAQDglNb0Zv2k\/Ry9q\/ES6yiJcVr9r\/SjBR9IzJ0TEaEAAHDG\/lWPaWX7O3VI9YPWURJnWfUD+kX7u\/SiqrXWUVAhFAAATlhee6d+3P5+3oUaakv36GcL3qtX5W6zjoIKoAAAMLei\/mpdNP+jqguGraMkXm1qRBe2fUqnzPm1dRSUGQUAgKl3NP5c\/zLvfKXEdemuSKugz7f8h97ecJl1FJQRBQCAmXc1XqKPNH9Xgfh8LtcECvXRuf+pc5svso6CMqEAADBxTtOPObl44F2Nl+i9TRdbx0AZUAAAVNxbG1bqnKYfWcfAFL2\/6Yd6Z+PPrWOgxCgAACpqRf3V+vjcb1vHwDSd23yRTp2zyjoGSogCAKBiXlF7h86b93X2\/D0UKNRnW76mV3OJYGxQAABUxH5Vf9b5bZ9VWgXrKJihlIr6SuvnuVlQTFAAAJRda3qzvtP2MeW4zt97dcGwvjP\/o2pJb7GOglmiAAAoq0yQ1\/mtn+UOfzHSlu7RN9vO4wOEPEcBAFBWn5r7DR1ac791DJTYwdUP6iPN37WOgVmgAAAom9fX3agV9Vdbx0CZnNVwuV6b+611DMwQBQBAWczP9OjT8y6wjoEy+2LLv6s902UdAzNAAQBQcqmgqH9r+aIaU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class=\"elementor-toggle-icon-opened\"><i class=\"elementor-toggle-icon-opened fas fa-caret-up\"><\/i><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-toggle-title\" tabindex=\"0\">Reginaldo de Oliveira Corr\u00eaa Junior<\/a>\n\t\t\t\t\t<\/div>\n\n\t\t\t\t\t<div id=\"elementor-tab-content-84317\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"17\" role=\"region\" aria-labelledby=\"elementor-tab-title-84317\"><p><span style=\"color: #000000;\"><img loading=\"lazy\" decoding=\"async\" class=\"size-medium wp-image-2678 alignleft\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/reginaldo-229x300.jpg\" alt=\"\" width=\"229\" height=\"300\" srcset=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/reginaldo-229x300.jpg 229w, https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2026\/02\/reginaldo.jpg 283w\" sizes=\"(max-width: 229px) 100vw, 229px\" \/>Possui gradua\u00e7\u00e3o em Bacharelado e Licenciatura em F\u00edsica pela Universidade Federal do Par\u00e1 (UFPA), mestrado em F\u00edsica pela UFPA e doutorado em F\u00edsica pela Universidade Federal do Rio de Janeiro (UFRJ). Atuei como t\u00e9cnico em f\u00edsica do Centro de Ci\u00eancias e Planet\u00e1rio do Par\u00e1 (CCPPA) no per\u00edodo de 2019 \u00e0 2024 e tamb\u00e9m fui professor substituto da Universidade do Estado do Par\u00e1 (UEPA), lotado no Campus XX, localizado no munic\u00edpio de Castanhal no per\u00edodo 2022 a 2024. Atualmente, sou Professor Assistente I &#8211; 40 H da UEPA\/Campus XX. Apresento experi\u00eancia na \u00e1rea de F\u00edsica te\u00f3rica, com \u00eanfase em Teoria Geral de Part\u00edculas e Campos com aplica\u00e7\u00e3o em f\u00edsica da mat\u00e9ria condensada, cupratos supercondutores, grafeno, equa\u00e7\u00f5es de Schwinger-Dyson e Pseudo-Eletrodin\u00e2mica Qu\u00e2ntica (PQED). Al\u00e9m disso, atua nas \u00e1reas ensino de astronomia, ensino de f\u00edsica, hist\u00f3ria da ci\u00eancia e divulga\u00e7\u00e3o cient\u00edfica.<\/span><\/p><p><span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"http:\/\/lattes.cnpq.br\/4771455857331910\">CV-Lattes<\/a><\/span><\/p><p><img loading=\"lazy\" decoding=\"async\" class=\"alignnone  wp-image-2264\" src=\"https:\/\/paginas.uepa.br\/fisica\/wp-content\/uploads\/2023\/05\/envelope_029.png\" alt=\"\" width=\"28\" height=\"20\" \/> <span style=\"color: #0000ff;\"><a style=\"color: #0000ff;\" href=\"mailto:reginaldojunior@uepa.br\">reginaldojunior@uepa.br<\/a><\/span><\/p><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-213e54a elementor-widget elementor-widget-text-editor\" data-id=\"213e54a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p><span style=\"color: #000000;\">*\u00a0Clique no nome do professor para acessar mais informa\u00e7\u00f5es (Biografia, Contato e Curr\u00edculo Lattes).<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Corpo Docente O corpo docente do curso de licenciatura em f\u00edsica tem o compromisso de formar profissionais de educa\u00e7\u00e3o na \u00e1rea das ci\u00eancias f\u00edsicas, que alie a gera\u00e7\u00e3o de conhecimento sugerida na grade curricular do curso, com a forma\u00e7\u00e3o pessoal de compreens\u00e3o global e human\u00edstica para o desempenho da fun\u00e7\u00e3o docente dentro de uma proposta &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/paginas.uepa.br\/fisica\/index.php\/docentes\/\"> <span class=\"screen-reader-text\">Docentes<\/span> Leia mais &raquo;<\/a><\/p>\n","protected":false},"author":2,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_uag_custom_page_level_css":"","site-sidebar-layout":"no-sidebar","site-content-layout":"page-builder","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"disabled","footer-sml-layout":"","theme-transparent-header-meta":"enabled","adv-header-id-meta":null,"stick-header-meta":null,"header-above-stick-meta":null,"header-main-stick-meta":null,"header-below-stick-meta":null,"astra-migrate-meta-layouts":"","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center 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