{"id":26150,"date":"2025-09-02T08:00:00","date_gmt":"2025-09-02T11:00:00","guid":{"rendered":"https:\/\/www.produttivo.com.br\/blog\/?p=26150"},"modified":"2026-01-20T11:25:38","modified_gmt":"2026-01-20T14:25:38","slug":"calculo-btu-ar-condicionado","status":"publish","type":"post","link":"https:\/\/www.produttivo.com.br\/blog\/calculo-btu-ar-condicionado\/","title":{"rendered":"C\u00e1lculo do BTU ar condicionado: 5 passos + calculadora gr\u00e1tis"},"content":{"rendered":"\n<p>O c\u00e1lculo do BTU ar condicionado \u00e9 uma medida essencial para escolher o aparelho adequado, com pot\u00eancia suficiente para atingir as temperaturas desejadas. <\/p>\n\n\n\n<p>Sem ele, \u00e9 poss\u00edvel que o conforto t\u00e9rmico n\u00e3o seja atingido, resultando em ambientes que permanecem quentes quando a temperatura est\u00e1 mais alta e ficam super congelados em dias amenos.  <\/p>\n\n\n\n<p>O c\u00e1lculo leva em conta diversos aspectos. Neste artigo, voc\u00ea vai descobrir quais s\u00e3o eles, como aplic\u00e1-los e ainda poder baixar gratuitamente nossa calculadora de BTUs. <\/p>\n\n\n\n<p>Boa leitura! \ud83d\ude09\u2744\ufe0f<\/p>\n\n\n\n<p class=\"has-text-align-center\"><strong>Teste gr\u00e1tis: <a href=\"https:\/\/materiais.produttivo.com.br\/planilha-calculadora-de-btus-inscricao?utm_source=blog&amp;utm_medium=organic&amp;utm_content=cta-banner&amp;utm_campaign=calculo-btu-ar-condicionado#rd-text-kmakppea\" target=\"_blank\" rel=\"noreferrer noopener\">Calculadora de BTUs completa segundo a NBR 5858<\/a><\/strong><\/p>\n\n\n\n<div class=\"wp-block-image\"><figure class=\"aligncenter size-full\"><a href=\"https:\/\/materiais.produttivo.com.br\/kit-avac-inscricao?utm_source=blog&amp;utm_medium=organic&amp;utm_content=cta-banner&amp;utm_campaign=calculo-de-btu\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" width=\"800\" height=\"233\" data-src=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/10\/Banner-Kit-AVAC.png\" alt=\"Banner para download KIT AVAC-R com 5 materiais edit\u00e1veis\" class=\"wp-image-27950 lazyload\" data-srcset=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/10\/Banner-Kit-AVAC.png 800w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/10\/Banner-Kit-AVAC-300x87.png 300w\" data-sizes=\"(max-width: 800px) 100vw, 800px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 800px; --smush-placeholder-aspect-ratio: 800\/233;\" \/><\/a><figcaption>Baixe gratuitamente  KIT AVAC-R com 5 materiais edit\u00e1veis <\/figcaption><\/figure><\/div>\n\n\n\t\t\t\t<div class=\"wp-block-uagb-table-of-contents uagb-toc__align-left uagb-toc__columns-1  uagb-block-60829de8      \"\n\t\t\t\t\tdata-scroll= \"1\"\n\t\t\t\t\tdata-offset= \"30\"\n\t\t\t\t\tstyle=\"\"\n\t\t\t\t>\n\t\t\t\t<div class=\"uagb-toc__wrap\">\n\t\t\t\t\t\t<div class=\"uagb-toc__title\">\n\t\t\t\t\t\t\tVoc\u00ea vai ver:<br>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"uagb-toc__list-wrap \">\n\t\t\t\t\t\t<ol class=\"uagb-toc__list\"><li class=\"uagb-toc__list\"><a href=\"#o-que-\u00e9-c\u00e1lculo-do-btu-ar-condicionado\" class=\"uagb-toc-link__trigger\">O que \u00e9 c\u00e1lculo do BTU ar condicionado?<\/a><li class=\"uagb-toc__list\"><a href=\"#qual-a-import\u00e2ncia-do-c\u00e1lculo-do-btu-ar-condicionado\" class=\"uagb-toc-link__trigger\">Qual a import\u00e2ncia do c\u00e1lculo do BTU ar condicionado?<\/a><li class=\"uagb-toc__list\"><a href=\"#como-fazer-c\u00e1lculo-do-btu-ar-condicionado\" class=\"uagb-toc-link__trigger\">Como fazer c\u00e1lculo do BTU ar condicionado?<\/a><li class=\"uagb-toc__list\"><a href=\"#qual-lei-regulamenta-o-c\u00e1lculo-do-btu-ar-condicionado\" class=\"uagb-toc-link__trigger\">Qual lei regulamenta o c\u00e1lculo do BTU ar condicionado?<\/a><li class=\"uagb-toc__list\"><a href=\"#quais-s\u00e3o-os-tipos-de-btus-do-ar-condicionado\" class=\"uagb-toc-link__trigger\">Quais s\u00e3o os tipos de BTUs do ar condicionado?<\/a><li class=\"uagb-toc__list\"><a href=\"#como-saber-os-btus-do-ar-condicionado\" class=\"uagb-toc-link__trigger\">Como saber os BTUs do ar condicionado?<\/a><li class=\"uagb-toc__list\"><a href=\"#tabela-btus-do-ar-condicionado-por-m2\" class=\"uagb-toc-link__trigger\">Tabela BTUs do ar-condicionado por m2<\/a><li class=\"uagb-toc__list\"><a href=\"#o-que-acontece-se-o-c\u00e1lculo-do-btu-ar-condicionado-n\u00e3o-for-realizado-corretamente\" class=\"uagb-toc-link__trigger\">O que acontece se o c\u00e1lculo do BTU ar condicionado n\u00e3o for realizado corretamente?<\/a><li class=\"uagb-toc__list\"><a href=\"#como-o-produttivo-ajuda-na-manuten\u00e7\u00e3o-de-aparelhos-de-ar-condicionado\" class=\"uagb-toc-link__trigger\">Como o Produttivo ajuda na manuten\u00e7\u00e3o de aparelhos de ar condicionado?<\/a><\/ol>\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\n\n\n<p><\/p>\n\n\n\n<h2 class=\"wp-block-heading\">O que \u00e9 c\u00e1lculo do BTU ar condicionado?<\/h2>\n\n\n\n<p>BTU, ou <em>British Thermal Unit<\/em> (Unidade T\u00e9rmica Brit\u00e2nica na tradu\u00e7\u00e3o livre), \u00e9 a unidade que mede a <strong>capacidade t\u00e9rmica<\/strong> dos aparelhos de <a href=\"https:\/\/www.produttivo.com.br\/blog\/check-list-ar-condicionado\/\" target=\"_blank\" rel=\"noreferrer noopener\">ar condicionado<\/a>. <\/p>\n\n\n\n<p>O BTU indica a <strong>quantidade de calor que o equipamento consegue retirar ou adicionar<\/strong> ao ambiente. Quanto maior o BTU, maior \u00e9 a capacidade de refrigerar ou aquecer o espa\u00e7o.<\/p>\n\n\n\n<p>Essa medida \u00e9 essencial porque<strong> o bom desempenho do ar-condicionado depende de sua compatibilidade com o ambiente<\/strong>. <\/p>\n\n\n\n<p>Um aparelho com BTU insuficiente n\u00e3o&nbsp; conseguir\u00e1 climatizar adequadamente, enquanto um com excesso pode gerar desperd\u00edcio de energia e custos desnecess\u00e1rios. <\/p>\n\n\n\n<p>Entender o que \u00e9 c\u00e1lculo do BTU ar condicionado e como ele influencia o funcionamento do aparelho permite fazer escolhas mais precisas e atender \u00e0s demandas espec\u00edficas de cada projeto.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><a href=\"https:\/\/materiais.produttivo.com.br\/planilha-calculadora-de-btus-inscricao?utm_source=blog&amp;utm_medium=organic&amp;utm_content=cta-banner&amp;utm_campaign=calculo-btu-ar-condicionado\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" width=\"1024\" height=\"299\" data-src=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-1024x299.png\" alt=\"Baixe gr\u00e1tis a calculadora de BTUs\" class=\"wp-image-26871 lazyload\" data-srcset=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-1024x299.png 1024w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-300x88.png 300w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner.png 1200w\" data-sizes=\"(max-width: 1024px) 100vw, 1024px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 1024px; --smush-placeholder-aspect-ratio: 1024\/299;\" \/><\/a><\/figure>\n\n\n\n<h2 class=\"wp-block-heading\">Qual a import\u00e2ncia do c\u00e1lculo do BTU ar condicionado?<\/h2>\n\n\n\n<p>Determinar corretamente o BTU do ar-condicionado \u00e9 essencial para <strong>ter certeza de que o aparelho atender\u00e1 \u00e0s necessidades<\/strong> do ambiente. <\/p>\n\n\n\n<p>Isso evita problemas de desempenho, gasto excessivo de energia e custos que poderiam ser evitados. <\/p>\n\n\n\n<p>Vamos conhecer os principais motivos para realizar esse c\u00e1lculo?<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">Evita sobrecarga no aparelho<\/h3>\n\n\n\n<p>Sem o c\u00e1lculo do BTU ar condicionado, o aparelho escolhido pode ter capacidade de BTU menor que a necess\u00e1ria, trabalhando mais para climatizar o ambiente e gerando <strong>sobrecarga<\/strong>.&nbsp;<\/p>\n\n\n\n<p>Um aparelho sobrecarregado est\u00e1 mais propenso a apresentar falhas mec\u00e2nicas, aumento da frequ\u00eancia de manuten\u00e7\u00e3o e redu\u00e7\u00e3o da vida \u00fatil. <\/p>\n\n\n\n<p>Al\u00e9m disso, h\u00e1 altas chances de que a <strong>sensa\u00e7\u00e3o de conforto t\u00e9rmico<\/strong> esperada com a instala\u00e7\u00e3o do aparelho<strong> n\u00e3o seja atingida<\/strong>.<\/p>\n\n\n\n<p>Um aparelho com BTU superior ao necess\u00e1rio tamb\u00e9m pode apresentar problemas: o resfriamento mais r\u00e1pido do ambiente pode levar ao <strong>desligamento antes do momento apropriado<\/strong>. <\/p>\n\n\n\n<p>O ar n\u00e3o se mant\u00e9m na temperatura adequada pelo tempo necess\u00e1rio, ent\u00e3o o aparelho tamb\u00e9m liga automaticamente. Esse problema \u00e9 conhecido como \u201c<strong>ciclo curto<\/strong>\u201d, e pode gerar desgaste no compressor e diminuir a efici\u00eancia do sistema.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">Garante efici\u00eancia energ\u00e9tica<\/h3>\n\n\n\n<p>Um c\u00e1lculo do BTU ar condicionado adequado permite que o <strong>aparelho opere na capacidade ideal<\/strong>, consumindo apenas a energia necess\u00e1ria para climatizar o espa\u00e7o.&nbsp;<\/p>\n\n\n\n<p>Um aparelho com BTU menor do que o necess\u00e1rio tende a trabalhar continuamente, <strong>elevando o consumo de energia<\/strong>.&nbsp;<\/p>\n\n\n\n<p>J\u00e1 um aparelho com BTU maior consome <strong>mais energia do que o necess\u00e1rio <\/strong>para ambientes menores. <\/p>\n\n\n\n<p>Nos dois casos, o resultado \u00e9 um <strong>aumento nas contas de eletricidade<\/strong>, sem nenhum benef\u00edcio adicional pelo valor pago a mais.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">Reduz custos operacionais<\/h3>\n\n\n\n<p>O tempo investido no c\u00e1lculo do BTU ar condicionado evita gastos adicionais a longo prazo.<\/p>\n\n\n\n<p> Um equipamento com a capacidade errada gera<strong> gastos extras<\/strong> com manuten\u00e7\u00f5es frequentes, <strong>aumento do consumo de energia<\/strong> e<strong> necessidade de substitui\u00e7\u00e3o <\/strong>antes do esperado.&nbsp;<\/p>\n\n\n\n<p>Al\u00e9m disso, ambientes que n\u00e3o atingem a temperatura adequada podem<strong> impactar a imagem da empresa<\/strong> entre compradores e tamb\u00e9m no mercado de trabalho. <\/p>\n\n\n\n<p>Num restaurante, por exemplo, se o ar-condicionado n\u00e3o atinge a temperatura desejada os clientes podem<strong> reclamar, ficar menos tempo ou at\u00e9 mesmo n\u00e3o retornar<\/strong>.&nbsp;<\/p>\n\n\n\n<p>J\u00e1 num escrit\u00f3rio em que a temperatura \u00e9 muito baixa, o desconforto gerado nos funcion\u00e1rios pode <strong>impactar a produtividade, gerar problemas de sa\u00fade e influenciar a qualidade de vida<\/strong>.<\/p>\n\n\n\n<div data-tf-live=\"01K8V42Z5TBFPQVF8E5PSHG6SE\"><\/div><script src=\"\/\/embed.typeform.com\/next\/embed.js\"><\/script>\n\n\n\n<p><\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Como fazer c\u00e1lculo do BTU ar condicionado?<\/h2>\n\n\n\n<p>Calcular a quantidade ideal de BTU para um ambiente requer a an\u00e1lise de diversos fatores.&nbsp;<\/p>\n\n\n\n<p>A ideia \u00e9 mapear a quantidade de calor obtida a partir da v\u00e1rias fontes.<\/p>\n\n\n\n<p>Vamos conhecer quais s\u00e3o os principais elementos que devem ser considerados para realizar esse c\u00e1lculo com precis\u00e3o?<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">1. Calor recebido de janelas<\/h3>\n\n\n\n<p>O primeiro passo para o c\u00e1lculo do BTU ar condicionado \u00e9 medir a largura e a altura das janelas e calcular sua \u00e1rea.<\/p>\n\n\n\n<p>Uma coisa muito importante \u00e9 considerar o qu\u00e3o exposta a janela est\u00e1 ao calor e tamb\u00e9m a dire\u00e7\u00e3o na qual ela se encontra. Existem tr\u00eas classifica\u00e7\u00f5es:<\/p>\n\n\n\n<ul class=\"wp-block-list\"><li> <strong>Janelas com prote\u00e7\u00e3o interna: <\/strong>possuem cortinas ou persianas;<\/li><li><strong>Janelas com prote\u00e7\u00e3o externa: <\/strong>a luz do sol n\u00e3o chega a elas diretamente por conta de um obst\u00e1culo localizado do lado de fora, como uma \u00e1rvore, pintura do vidro ou um muro;<\/li><li><strong>Janelas sem prote\u00e7\u00e3o: <\/strong>recebem luz solar direta, sem intermedi\u00e1rios. <\/li><\/ul>\n\n\n\n<p>A imagem a seguir, por exemplo, tem uma janela com prote\u00e7\u00e3o externa a oeste, por conta da \u00e1rvore, e duas janelas sem prote\u00e7\u00e3o a leste.<\/p>\n\n\n\n<figure class=\"wp-block-table is-style-regular\"><table><tbody><tr><td class=\"has-text-align-center\" data-align=\"center\"><img decoding=\"async\" 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\"><\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<p>As medidas das janelas retratadas s\u00e3o uma janela de 1m por 1,2m a oeste e 2 janelas de 0,5m por 0,8m a leste. Isso quer dizer que a janela a oeste tem \u00e1rea de 1,2 m\u00b2 e as janelas a leste t\u00eam, juntas, 0,8m\u00b2.<\/p>\n\n\n\n<p>Mas esses n\u00fameros n\u00e3o s\u00e3o os que voc\u00ea vai guardar. \u00c9 necess\u00e1rio multiplic\u00e1-los seguindo essa tabela: <\/p>\n\n\n\n<figure class=\"wp-block-table\"><table><tbody><tr><td><\/td><td><strong>Prote\u00e7\u00e3o Interna<\/strong><\/td><td><strong>Prote\u00e7\u00e3o externa <\/strong><\/td><td><strong>Sem prote\u00e7\u00e3o<\/strong><\/td><\/tr><tr><td><strong>Norte<\/strong><\/td><td>480<\/td><td>290<\/td><td>1000<\/td><\/tr><tr><td><strong>Nordeste<\/strong><\/td><td>400<\/td><td>290<\/td><td>1000<\/td><\/tr><tr><td><strong>Leste<\/strong><\/td><td>550<\/td><td>360<\/td><td>1130<\/td><\/tr><tr><td><strong>Sudeste<\/strong><\/td><td>360<\/td><td>290<\/td><td>840<\/td><\/tr><tr><td><strong>Sul<\/strong><\/td><td>0<\/td><td>0<\/td><td>0<\/td><\/tr><tr><td><strong>Sudoeste<\/strong><\/td><td>670<\/td><td>480<\/td><td>1680<\/td><\/tr><tr><td><strong>Oeste<\/strong><\/td><td>920<\/td><td>630<\/td><td>2100<\/td><\/tr><tr><td><strong>Noroeste<\/strong><\/td><td>630<\/td><td>400<\/td><td>1500<\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<p>No caso do nosso exemplo, multiplicar\u00edamos a \u00e1rea 0,8m\u00b2 das janelas a leste sem prote\u00e7\u00e3o por 1130, o que resultaria em 904.<\/p>\n\n\n\n<p>J\u00e1 a janela a oeste com prote\u00e7\u00e3o externa teria a \u00e1rea de  1,2m multiplicada por 630, resultando em 756. <\/p>\n\n\n\n<p>S\u00e3o esses valores que voc\u00ea vai usar para a conta final.<\/p>\n\n\n\n<p class=\"has-text-align-center\"><strong>Quer fazer a conta de maneira muito mais simples e automatizada? <a href=\"https:\/\/materiais.produttivo.com.br\/planilha-calculadora-de-btus-inscricao?utm_source=blog&amp;utm_medium=organic&amp;utm_content=cta-banner&amp;utm_campaign=calculo-btu-ar-condicionado\" target=\"_blank\" rel=\"noreferrer noopener\">Baixe gr\u00e1tis nossa planilha calculadora de BTUs!<\/a><\/strong><\/p>\n\n\n\n<h3 class=\"wp-block-heading\">2. Calor recebido de paredes<\/h3>\n\n\n\n<p>As paredes tamb\u00e9m recebem calor e, por isso, tamb\u00e9m s\u00e3o contabilizadas no c\u00e1lculo do BTU ar condicionado. <\/p>\n\n\n\n<p>A face para a qual est\u00e3o viradas, assim como no caso das janelas, conta bastante no c\u00e1lculo, por isso \u00e9 preciso se atentar a esse fato no momento de preencher. <\/p>\n\n\n\n<p>As paredes ao Sul recebem menos energia solar durante o dia, por isso t\u00eam um fator menor.<\/p>\n\n\n\n<p>J\u00e1 as paredes voltadas para outros c\u00f4modos s\u00f3 devem ser contabilizadas <strong>caso esses c\u00f4modos n\u00e3o sejam climatizados<\/strong>.<\/p>\n\n\n\n<p>Veja um exemplo:<\/p>\n\n\n\n<figure class=\"wp-block-table\"><table><tbody><tr><td class=\"has-text-align-center\" data-align=\"center\"><img decoding=\"async\" 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\"><br><\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<p>Aqui, temos uma parede externa virada para Sul, duas externas para outras dire\u00e7\u00f5es e uma interna para c\u00f4modo n\u00e3o climatizado. A ideia \u00e9 calcular a \u00e1rea de cada uma delas.<\/p>\n\n\n\n<p>Mas existe outro aspecto a ser contabilizado: <strong>se a constru\u00e7\u00e3o \u00e9 leve ou pesada<\/strong>. <\/p>\n\n\n\n<p>As constru\u00e7\u00f5es leves s\u00e3o aquelas feitas de alvenaria comum, com paredes de espessura entre 10 e 20 cent\u00edmetros. <\/p>\n\n\n\n<p>J\u00e1 as constru\u00e7\u00f5es pesadas s\u00e3o aquelas que possuem paredes mais grossas ou camadas adicionais para estrutura ou veda\u00e7\u00e3o, como estruturas de metal (comuns em pr\u00e9dios muito altos) ou isolamento t\u00e9rmico. <\/p>\n\n\n\n<p>Justamente por conta dessa veda\u00e7\u00e3o a mais contra o calor, o fator adicionado em constru\u00e7\u00f5es pesadas \u00e9 menor que o de constru\u00e7\u00f5es leves.<\/p>\n\n\n\n<p>Depois de calcular a \u00e1rea de cada parede, \u00e9 s\u00f3 usar essa tabela para multiplicar o resultado e chegar nos dados que voc\u00ea quer para a conta final:<\/p>\n\n\n\n<figure class=\"wp-block-table\"><table><tbody><tr><td><\/td><td><strong>Constru\u00e7\u00e3o leve<\/strong><\/td><td><strong>Constru\u00e7\u00e3o pesada<\/strong><\/td><\/tr><tr><td><strong>Externas na face sul<\/strong><\/td><td>55<\/td><td>42<\/td><\/tr><tr><td><strong>Externas para outras faces<\/strong><\/td><td>84<\/td><td>50<\/td><\/tr><tr><td><strong>Internas p\/ ambiente n\u00e3o climatizado<\/strong><\/td><td>33<\/td><td>33<\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><a href=\"https:\/\/materiais.produttivo.com.br\/planilha-calculadora-de-btus-inscricao?utm_source=blog&amp;utm_medium=organic&amp;utm_content=cta-banner&amp;utm_campaign=calculo-btu-ar-condicionado\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" width=\"1024\" height=\"299\" data-src=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-1024x299.png\" alt=\"Baixe gr\u00e1tis a calculadora de BTUs\" class=\"wp-image-26871 lazyload\" data-srcset=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-1024x299.png 1024w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-300x88.png 300w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner.png 1200w\" data-sizes=\"(max-width: 1024px) 100vw, 1024px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 1024px; --smush-placeholder-aspect-ratio: 1024\/299;\" \/><\/a><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\">3. Calor recebido do teto e do piso<\/h3>\n\n\n\n<p>O pr\u00f3ximo passo para o c\u00e1lculo do BTU ar condicionado \u00e9 verificar a quantidade de calor recebida pelo teto e pelo piso. <\/p>\n\n\n\n<p>Vamos come\u00e7ar pelo teto. \u00c9 necess\u00e1rio medir largura e comprimento e multiplicar esses n\u00fameros para achar a \u00e1rea. <\/p>\n\n\n\n<p>Ent\u00e3o, \u00e9 s\u00f3 multiplicar de acordo com essa tabela e reservar o n\u00famero para o c\u00e1lculo final:<\/p>\n\n\n\n<figure class=\"wp-block-table\"><table><tbody><tr><td><strong>Tipo de teto<\/strong><\/td><td><strong>Fator<\/strong><\/td><\/tr><tr><td>Laje<\/td><td>315<\/td><\/tr><tr><td>Laje com 2,5cm ou mais de isola\u00e7\u00e3o<\/td><td>125<\/td><\/tr><tr><td>Entre andares (pr\u00e9dios)<\/td><td>52<\/td><\/tr><tr><td>Sob telhado isolado<\/td><td>72<\/td><\/tr><tr><td>Sob telhado sem isola\u00e7\u00e3o<\/td><td>160<\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<p>J\u00e1 o piso somente recebe calor se estiver posicionado acima de outro ambiente, como em sobrados e pr\u00e9dios. Nesse caso, \u00e9 s\u00f3 calcular a \u00e1rea, multiplicar por 52 e reservar o valor.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><a href=\"https:\/\/materiais.produttivo.com.br\/planilha-calculadora-de-btus-inscricao?utm_source=blog&amp;utm_medium=organic&amp;utm_content=cta-banner&amp;utm_campaign=calculo-btu-ar-condicionado\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" width=\"1024\" height=\"299\" data-src=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-1024x299.png\" alt=\"Baixe gr\u00e1tis a calculadora de BTUs\" class=\"wp-image-26871 lazyload\" data-srcset=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-1024x299.png 1024w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-300x88.png 300w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner.png 1200w\" data-sizes=\"(max-width: 1024px) 100vw, 1024px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 1024px; --smush-placeholder-aspect-ratio: 1024\/299;\" \/><\/a><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\">4. Calor recebido de pessoas, ilumina\u00e7\u00e3o e aparelhos e portas e v\u00e3os <\/h3>\n\n\n\n<p>Depois de calcular as quest\u00f5es que envolvem o ambiente em si, \u00e9 o momento do c\u00e1lculo do BTU ar condicionado considerar os detalhes.<\/p>\n\n\n\n<p>Por exemplo, a quantidade de pessoas que frequentam o local. \u00c9 importante especificar se elas ficam paradas, como num escrit\u00f3rio, ou em movimento, como numa academia. <\/p>\n\n\n\n<p>Para o c\u00e1lculo final, multiplique a soma de pessoas paradas por 630 e a de pessoas em movimento por 1000.<\/p>\n\n\n\n<p><strong>Para calcular o restante dos detalhes, <a href=\"https:\/\/materiais.produttivo.com.br\/planilha-calculadora-de-btus-inscricao?utm_source=blog&amp;utm_medium=organic&amp;utm_content=cta-banner&amp;utm_campaign=calculo-btu-ar-condicionado\" target=\"_blank\" rel=\"noreferrer noopener\">baixe planilha calculadora de BTUs 100% gr\u00e1tis!<\/a><\/strong><\/p>\n\n\n\n<h3 class=\"wp-block-heading\">5. Resultado<\/h3>\n\n\n\n<p>Lembra de todos esses n\u00fameros que voc\u00ea calculou? Agora \u00e9 o momento de finalizar o c\u00e1lculo do BTU ar condicionado, somando todos eles.<\/p>\n\n\n\n<p>Assim, voc\u00ea vai chegar na carga t\u00e9rmica. Depois \u00e9 s\u00f3<strong> pegar o resultado final e multiplicar por 0,9478.<\/strong> Assim, voc\u00ea chega na quantidade de BTUs recomendada. <\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Qual lei regulamenta o c\u00e1lculo do BTU ar condicionado?<\/h2>\n\n\n\n<p>O c\u00e1lculo do BTU ar condicionado \u00e9 regulamentado pela Norma Brasileira 5858 da <a href=\"https:\/\/abnt.org.br\/\" target=\"_blank\" rel=\"noreferrer noopener\">Associa\u00e7\u00e3o Brasileira de Normas T\u00e9cnicas<\/a>. Essa \u00e9 a norma que baseia todas as contas feitas.<\/p>\n\n\n\n<p>J\u00e1 a <a href=\"http:\/\/ftp.demec.ufpr.br\/disciplinas\/EngMec_NOTURNO\/TM374\/NBR_16401-1_2008.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">NBR 16401<\/a> detalha todos os aspectos de planejamento de instala\u00e7\u00e3o de ar condicionado.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Quais s\u00e3o os tipos de BTUs do ar condicionado?<\/h2>\n\n\n\n<p>Os aparelhos de ar-condicionado est\u00e3o dispon\u00edveis no mercado em<strong> v\u00e1rias capacidades de BTU<\/strong>, para atender a diferentes tamanhos de ambientes e necessidades de climatiza\u00e7\u00e3o.&nbsp;<\/p>\n\n\n\n<p>Abaixo, explicamos os tipos mais comuns de BTUs encontrados nas lojas e quais as especifica\u00e7\u00f5es de cada um. Vamos conferir?<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">7500 BTUs<\/h3>\n\n\n\n<p>Ideais para ambientes pequenos, como quartos ou escrit\u00f3rios de tamanho reduzido (cerca de 9 a 12 m\u00b2), aparelhos de 7500 BTUs climatizam <strong>espa\u00e7os com baixa demanda t\u00e9rmica<\/strong>, proporcionando um resfriamento eficiente sem consumir muita energia.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">9000 BTUs<\/h3>\n\n\n\n<p>Ar-condicionados de 9000 BTUs s\u00e3o adequados para ambientes de tamanho m\u00e9dio, como escrit\u00f3rios ou quartos de 12 a 15 m\u00b2. Eles oferecem uma boa rela\u00e7\u00e3o entre custo e efici\u00eancia para <strong>espa\u00e7os sem grande exposi\u00e7\u00e3o ao sol e com baixa ocupa\u00e7\u00e3o<\/strong>.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">12000 BTUs<\/h3>\n\n\n\n<p>Com capacidade para ambientes de 15 a 20 m\u00b2, os aparelhos de 12000 BTUs s\u00e3o muito comuns em<strong> resid\u00eancias e pequenos com\u00e9rcios<\/strong>, oferecendo um bom equil\u00edbrio entre desempenho e consumo de energia.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">18000 BTUs<\/h3>\n\n\n\n<p>J\u00e1 os aparelhos de 18000 BTUs s\u00e3o ideais para espa\u00e7os um pouco maiores, de 20 a 30 m\u00b2, como salas de estar, consult\u00f3rios ou escrit\u00f3rios mais espa\u00e7osos. <\/p>\n\n\n\n<p>Al\u00e9m da diferen\u00e7a de tamanho, eles s\u00e3o indicados tamb\u00e9m quando h\u00e1 <strong>maior circula\u00e7\u00e3o de pessoas, mais aparelhos geradores de calor ou maior exposi\u00e7\u00e3o solar<\/strong>.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">22000 BTUs<\/h3>\n\n\n\n<p>A capacidade de 22000 BTUs atende a ambientes de 30 a 35 m\u00b2. Alguns exemplos de locais que costumam utilizar esse tipo de aparelho s\u00e3o <strong>estabelecimentos comerciais, restaurantes ou escrit\u00f3rios maiores<\/strong>.&nbsp;<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">24000 BTUs<\/h3>\n\n\n\n<p>Indicado para ambientes de 35 a 45 m\u00b2, o modelo de 24000 BTUs \u00e9 uma escolha popular para ambientes empresariais, comerciais e residenciais amplos que precisam de uma <strong>climatiza\u00e7\u00e3o constante e de grande capacidade t\u00e9rmica<\/strong>.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">30000 BTUs<\/h3>\n\n\n\n<p>Para <strong>espa\u00e7os maiores<\/strong>, de at\u00e9 50 m\u00b2, como audit\u00f3rios ou ambientes comerciais com grande movimenta\u00e7\u00e3o, os aparelhos de 30000 BTUs garantem que a temperatura seja controlada mesmo em <strong>condi\u00e7\u00f5es extremas de calor<\/strong>.&nbsp;<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">48000 BTUs<\/h3>\n\n\n\n<p>A capacidade de 48000 BTUs \u00e9 utilizada em locais como restaurantes, academias ou ambientes industriais de 60 m\u00b2 ou mais. Esses aparelhos possuem uma grande capacidade de resfriamento, climatizando \u00e1reas com <strong>alta demanda t\u00e9rmica ou grande n\u00famero de pessoas<\/strong>.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">60000 BTUs<\/h3>\n\n\n\n<p>Os aparelhos de 60000 BTUs, projetados para suportar condi\u00e7\u00f5es extremas de calor e grande circula\u00e7\u00e3o de pessoas, s\u00e3o ideais para \u00e1reas industriais de grande porte, como f\u00e1bricas ou grandes com\u00e9rcios, com mais de 80 m\u00b2.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Como saber os BTUs do ar condicionado?<\/h2>\n\n\n\n<p>Depois de fazer as contas e descobrir qual aparelho \u00e9 o ideal para o lugar que voc\u00ea deseja climatizar, voc\u00ea pode estar se perguntando: onde eu encontro essas informa\u00e7\u00f5es no momento da compra?<\/p>\n\n\n\n<p>Para saber a quantidade de BTU do seu aparelho de ar-condicionado, voc\u00ea pode verificar as especifica\u00e7\u00f5es diretamente no manual ou na etiqueta do produto. Essas informa\u00e7\u00f5es geralmente indicam claramente a capacidade de resfriamento do modelo.<\/p>\n\n\n\n<p>Se voc\u00ea ainda n\u00e3o comprou o seu aparelho, essa informa\u00e7\u00e3o obrigatoriamente est\u00e1 na <a href=\"https:\/\/www.produttivo.com.br\/blog\/ficha-tecnica\/\" target=\"_blank\" rel=\"noreferrer noopener\">ficha t\u00e9cnica<\/a> dos aparelhos comprados em lojas online. Se for comprar em um estabelecimento presencial, vale a pena conferir com o vendedor e verificar a caixa do aparelho no momento da compra.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Tabela BTUs do ar-condicionado por m2<\/h2>\n\n\n\n<p>Formulamos uma tabela que tra\u00e7a a rela\u00e7\u00e3o de BTUs por m\u00b2 e pode ser uma ferramenta \u00fatil para <strong>estimar a capacidade necess\u00e1ria <\/strong>de ar-condicionado de acordo com o tamanho do ambiente.&nbsp;<\/p>\n\n\n\n<p>\u00c9 importante lembrar que essa tabela utiliza somente o c\u00e1lculo base, sem levar em considera\u00e7\u00e3o fatores importantes como incid\u00eancia de luz solar, quantidade de pessoas ou aparelhos e tipo de atividade realizada no ambiente.<\/p>\n\n\n\n<p class=\"has-text-align-center\"><strong>Para uma qualidade melhor no resultado, <a href=\"https:\/\/materiais.produttivo.com.br\/planilha-calculadora-de-btus-inscricao?utm_source=blog&amp;utm_medium=organic&amp;utm_content=cta-banner&amp;utm_campaign=calculo-btu-ar-condicionado\" target=\"_blank\" rel=\"noreferrer noopener\">utilize nossa planilha de c\u00e1lculo do BTU ar condicionado<\/a>.<\/strong><\/p>\n\n\n\n<figure class=\"wp-block-table is-style-stripes\"><table><tbody><tr><td class=\"has-text-align-center\" data-align=\"center\"><strong>\u00c1rea do ambiente<\/strong><\/td><td class=\"has-text-align-center\" data-align=\"center\"><strong>BTU recomendado<\/strong><\/td><\/tr><tr><td class=\"has-text-align-center\" data-align=\"center\">At\u00e9 12 m\u00b2<\/td><td class=\"has-text-align-center\" data-align=\"center\">7500 BTUs<\/td><\/tr><tr><td class=\"has-text-align-center\" data-align=\"center\">Entre 12 e 15 m\u00b2<\/td><td class=\"has-text-align-center\" data-align=\"center\">9000 BTUs<\/td><\/tr><tr><td class=\"has-text-align-center\" data-align=\"center\">Entre 15 e 20 m\u00b2<\/td><td class=\"has-text-align-center\" data-align=\"center\">12000 BTUs<\/td><\/tr><tr><td class=\"has-text-align-center\" data-align=\"center\">Entre 20 e 30 m\u00b2<\/td><td class=\"has-text-align-center\" data-align=\"center\">18000 BTUs<\/td><\/tr><tr><td class=\"has-text-align-center\" data-align=\"center\">Entre 30 e 35 m\u00b2<\/td><td class=\"has-text-align-center\" data-align=\"center\">22000 BTUs<\/td><\/tr><tr><td class=\"has-text-align-center\" data-align=\"center\">Entre 35 e 40 m\u00b2<\/td><td class=\"has-text-align-center\" data-align=\"center\">24000 BTUs<\/td><\/tr><tr><td class=\"has-text-align-center\" data-align=\"center\">Entre 40 e 50 m\u00b2<\/td><td class=\"has-text-align-center\" data-align=\"center\">30000 BTUs<\/td><\/tr><tr><td class=\"has-text-align-center\" data-align=\"center\">Entre 50 e 80 m\u00b2<\/td><td class=\"has-text-align-center\" data-align=\"center\">48000 BTUs<\/td><\/tr><tr><td class=\"has-text-align-center\" data-align=\"center\">Acima de 80 m\u00b2<\/td><td class=\"has-text-align-center\" data-align=\"center\">60000 BTUs<\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<h2 class=\"wp-block-heading\">O que acontece se o c\u00e1lculo do BTU ar condicionado n\u00e3o for realizado corretamente?<\/h2>\n\n\n\n<p>Se o c\u00e1lculo do BTU ar condicionado n\u00e3o for feito corretamente, o aparelho pode ter sua efici\u00eancia comprometida, o que pode levar a diversos problemas. <\/p>\n\n\n\n<p>Se a capacidade de BTU for inferior ao necess\u00e1rio, o aparelho ter\u00e1 <strong>dificuldade em climatizar<\/strong> o ambiente de maneira eficiente, for\u00e7ando o compressor a trabalhar mais. <\/p>\n\n\n\n<p>Isso resulta em <strong>maior consumo de energia, aumento no desgaste do equipamento e desconforto t\u00e9rmico<\/strong>, j\u00e1 que a temperatura n\u00e3o ser\u00e1 atingida de maneira satisfat\u00f3ria.<\/p>\n\n\n\n<p>Por outro lado, se o BTU estiver muito acima do necess\u00e1rio, podem acontecer <strong>ciclos curtos<\/strong>, ou seja, ligar e desligar constantemente. <\/p>\n\n\n\n<p>Isso tamb\u00e9m resulta em <strong>desgaste excessivo,<\/strong> al\u00e9m de um c<strong>onsumo de energia mais elevado sem oferecer benef\u00edcios adicionais<\/strong>. <\/p>\n\n\n\n<p>Al\u00e9m disso, o ambiente pode ter <strong>varia\u00e7\u00f5es de temperatura<\/strong>, o que afeta o conforto e pode gerar uma <strong>sensa\u00e7\u00e3o de umidade<\/strong>, j\u00e1 que o ar-condicionado n\u00e3o ter\u00e1 tempo suficiente para desumidificar o espa\u00e7o adequadamente.<\/p>\n\n\n\n<p>Portanto, realizar o c\u00e1lculo do BTU ar condicionado de maneira correta \u00e9 essencial para garantir o funcionamento eficiente do aparelho, prolongar sua vida \u00fatil e manter o conforto t\u00e9rmico no ambiente.<\/p>\n\n\n\n<h2 class=\"wp-block-heading\">Como o Produttivo ajuda na manuten\u00e7\u00e3o de aparelhos de ar condicionado?<\/h2>\n\n\n\n<p>Disponibilizamos uma planilha gratuite pronta para uso de c\u00e1lculo do BTU ar condicionado. Ela garante que o equipamento ser\u00e1 escolhido da maneira correta. <\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><a href=\"https:\/\/materiais.produttivo.com.br\/planilha-calculadora-de-btus-inscricao?utm_source=blog&amp;utm_medium=organic&amp;utm_content=cta-banner&amp;utm_campaign=calculo-btu-ar-condicionado\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" width=\"1024\" height=\"299\" data-src=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-1024x299.png\" alt=\"Baixe gr\u00e1tis a calculadora de BTUs\" class=\"wp-image-26871 lazyload\" data-srcset=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-1024x299.png 1024w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner-300x88.png 300w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2025\/06\/Calculadora-de-BTUs-Banner.png 1200w\" data-sizes=\"(max-width: 1024px) 100vw, 1024px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 1024px; --smush-placeholder-aspect-ratio: 1024\/299;\" \/><\/a><\/figure>\n\n\n\n<p>Al\u00e9m disso, com o <a href=\"https:\/\/www.produttivo.com.br\/programa-pmoc\/?utm_source=blog&amp;utm_medium=organic&amp;utm_term=postCalculoBTUArCondicionado&amp;utm_campaign=PostCalculoBTUArCondicionado\" target=\"_blank\" rel=\"noreferrer noopener\">Programa PMOC<\/a> do <a href=\"https:\/\/www.produttivo.com.br\/?utm_source=blog&amp;utm_medium=organic&amp;utm_term=postCalculoBTUArCondicionado&amp;utm_campaign=PostCalculoBTUArCondicionado\" target=\"_blank\" rel=\"noreferrer noopener\">Produttivo<\/a>, voc\u00ea tem acesso a uma s\u00e9rie de recursos que contribuem com a digitaliza\u00e7\u00e3o dos processos. <\/p>\n\n\n\n<p>Assim, voc\u00ea tem mais controle sobre as manuten\u00e7\u00f5es e mais facilidade na elabora\u00e7\u00e3o do <a href=\"https:\/\/www.produttivo.com.br\/blog\/pmoc-o-que-e-como-e-feito-beneficios\/\" target=\"_blank\" rel=\"noreferrer noopener\">PMOC<\/a>. Vamos conferir as etapas nas quais o programa pode ajudar?<\/p>\n\n\n\n<ul class=\"wp-block-list\"><li><strong>Mapeamento:<\/strong> Cadastre clientes, locais e equipamentos com apenas alguns cliques;<\/li><li><strong>Planejamento: <\/strong>Agende servi\u00e7os automaticamente, visualize os servi\u00e7os em andamento, atrasados e finalizados, gerencie a abertura de chamados e monitore os indicadores de opera\u00e7\u00e3o;<\/li><li><strong>Comprova\u00e7\u00e3o: <\/strong>Gere relat\u00f3rios de manuten\u00e7\u00e3o personalizados com logo e cores da empresa logo ap\u00f3s a conclus\u00e3o do servi\u00e7o, complementados por fotos tiradas na hora com marca\u00e7\u00e3o de data, hora e localiza\u00e7\u00e3o GPS.<\/li><\/ul>\n\n\n\n<p>Al\u00e9m disso, voc\u00ea n\u00e3o precisa perder tempo formulando checklists, j\u00e1 que o Produttivo disponibiliza modelos prontos para voc\u00ea fazer pequenos ajustes. Veja um exemplo de relat\u00f3rio produzido com nossos materiais:<\/p>\n\n\n\n<figure class=\"wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-1 is-layout-flex wp-block-gallery-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><a href=\"https:\/\/www.produttivo.com.br\/programa-pmoc\/?utm_source=blog&amp;utm_medium=organic&amp;utm_term=postCalculoBTUArCondicionado&amp;utm_campaign=PostCalculoBTUArCondicionado\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" width=\"1240\" height=\"1755\" data-id=\"21662\" data-src=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-01.webp\" alt=\"Exemplo de como fica o PMOC digital no sistema do Produttivo, p\u00e1gina 01\" class=\"wp-image-21662 lazyload\" data-srcset=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-01.webp 1240w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-01-212x300.webp 212w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-01-724x1024.webp 724w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-01-1085x1536.webp 1085w\" data-sizes=\"(max-width: 1240px) 100vw, 1240px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 1240px; --smush-placeholder-aspect-ratio: 1240\/1755;\" \/><\/a><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><a href=\"https:\/\/www.produttivo.com.br\/programa-pmoc\/?utm_source=blog&amp;utm_medium=organic&amp;utm_term=postCalculoBTUArCondicionado&amp;utm_campaign=PostCalculoBTUArCondicionado\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" width=\"1240\" height=\"1755\" data-id=\"21663\" data-src=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-02.webp\" alt=\"Exemplo de como fica o PMOC digital no sistema do Produttivo, p\u00e1gina 02\" class=\"wp-image-21663 lazyload\" data-srcset=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-02.webp 1240w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-02-212x300.webp 212w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-02-724x1024.webp 724w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-02-1085x1536.webp 1085w\" data-sizes=\"(max-width: 1240px) 100vw, 1240px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 1240px; --smush-placeholder-aspect-ratio: 1240\/1755;\" \/><\/a><\/figure>\n<\/figure>\n\n\n\n<figure class=\"wp-block-gallery has-nested-images columns-default is-cropped wp-block-gallery-2 is-layout-flex wp-block-gallery-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><a href=\"https:\/\/www.produttivo.com.br\/programa-pmoc\/?utm_source=blog&amp;utm_medium=organic&amp;utm_term=postCalculoBTUArCondicionado&amp;utm_campaign=PostCalculoBTUArCondicionado\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" width=\"1240\" height=\"1755\" data-id=\"21664\" data-src=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-03.webp\" alt=\"Exemplo de como fica o PMOC digital no sistema do Produttivo, p\u00e1gina 03\" class=\"wp-image-21664 lazyload\" data-srcset=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-03.webp 1240w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-03-212x300.webp 212w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-03-724x1024.webp 724w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-03-1085x1536.webp 1085w\" data-sizes=\"(max-width: 1240px) 100vw, 1240px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 1240px; --smush-placeholder-aspect-ratio: 1240\/1755;\" \/><\/a><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><a href=\"https:\/\/www.produttivo.com.br\/programa-pmoc\/?utm_source=blog&amp;utm_medium=organic&amp;utm_term=postCalculoBTUArCondicionado&amp;utm_campaign=PostCalculoBTUArCondicionado\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" width=\"1240\" height=\"1755\" data-id=\"21665\" data-src=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-04.webp\" alt=\"Exemplo de como fica o PMOC digital no sistema do Produttivo, p\u00e1gina 03\" class=\"wp-image-21665 lazyload\" data-srcset=\"https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-04.webp 1240w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-04-212x300.webp 212w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-04-724x1024.webp 724w, https:\/\/www.produttivo.com.br\/blog\/wp-content\/uploads\/2023\/03\/Modelo-de-PMOC-Digital-04-1085x1536.webp 1085w\" data-sizes=\"(max-width: 1240px) 100vw, 1240px\" src=\"data:image\/svg+xml;base64,PHN2ZyB3aWR0aD0iMSIgaGVpZ2h0PSIxIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPjwvc3ZnPg==\" style=\"--smush-placeholder-width: 1240px; --smush-placeholder-aspect-ratio: 1240\/1755;\" \/><\/a><\/figure>\n<\/figure>\n\n\n\n<p class=\"has-text-align-center\"><strong>Teste gr\u00e1tis: <\/strong><a href=\"https:\/\/www.produttivo.com.br\/programa-pmoc\/?utm_source=blog&amp;utm_medium=organic&amp;utm_term=postCalculoBTUArCondicionado&amp;utm_campaign=PostCalculoBTUArCondicionado\" target=\"_blank\" rel=\"noreferrer noopener\"><strong>Tenha todas as vantagens do Programa PMOC Produttivo<\/strong><\/a><\/p>\n\n\n\n<p>Curtiu as funcionalidades do Programa PMOC Produttivo e quer saber mais? <a href=\"https:\/\/materiais.produttivo.com.br\/conversar-com-um-consultor\/?utm_source=blog&amp;utm_medium=organic&amp;utm_term=postCalculoBTUArCondicionado&amp;utm_campaign=PostCalculoBTUArCondicionado\" target=\"_blank\" rel=\"noreferrer noopener\">Fale com um de nossos consultores<\/a>, conhe\u00e7a nossos <a href=\"https:\/\/www.produttivo.com.br\/planos\/?utm_source=blog&amp;utm_medium=organic&amp;utm_term=postCalculoBTUArCondicionado&amp;utm_campaign=PostCalculoBTUArCondicionado\" target=\"_blank\" rel=\"noreferrer noopener\">planos<\/a> ou <a href=\"https:\/\/www.produttivo.com.br\/cadastro\/?utm_source=blog&amp;utm_medium=organic&amp;utm_term=postCalculoBTUArCondicionado&amp;utm_campaign=PostCalculoBTUArCondicionado\" target=\"_blank\" rel=\"noreferrer noopener\">cadastre-se gratuitamente<\/a> para ter acesso ao nosso app durante 15 dias.&nbsp;<\/p>\n\n\n\n<h3 class=\"wp-block-heading\">Perguntas frequentes sobre c\u00e1lculo do BTU ar condicionado<\/h3>\n\n\n<div class=\"wp-block-uagb-faq uagb-faq__outer-wrap uagb-block-ed70e980 uagb-faq-icon-row uagb-faq-layout-accordion uagb-faq-expand-first-true uagb-faq-inactive-other-true uagb-faq__wrap uagb-buttons-layout-wrap uagb-faq-equal-height     \" data-faqtoggle=\"true\" role=\"tablist\"><div class=\"wp-block-uagb-faq-child uagb-faq-child__outer-wrap uagb-faq-item uagb-block-6a83b90c \" role=\"tab\" tabindex=\"0\"><div class=\"uagb-faq-questions-button uagb-faq-questions\">\t\t\t<span class=\"uagb-icon uagb-faq-icon-wrap\">\n\t\t\t\t\t\t\t\t<svg xmlns=\"https:\/\/www.w3.org\/2000\/svg\" viewBox= \"0 0 448 512\"><path d=\"M432 256c0 17.69-14.33 32.01-32 32.01H256v144c0 17.69-14.33 31.99-32 31.99s-32-14.3-32-31.99v-144H48c-17.67 0-32-14.32-32-32.01s14.33-31.99 32-31.99H192v-144c0-17.69 14.33-32.01 32-32.01s32 14.32 32 32.01v144h144C417.7 224 432 238.3 432 256z\"><\/path><\/svg>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t<span class=\"uagb-icon-active uagb-faq-icon-wrap\">\n\t\t\t\t\t\t\t\t<svg xmlns=\"https:\/\/www.w3.org\/2000\/svg\" viewBox= \"0 0 448 512\"><path d=\"M400 288h-352c-17.69 0-32-14.32-32-32.01s14.31-31.99 32-31.99h352c17.69 0 32 14.3 32 31.99S417.7 288 400 288z\"><\/path><\/svg>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t<span class=\"uagb-question\"><strong>O que \u00e9 c\u00e1lculo do BTU ar condicionado?<\/strong><\/span><\/div><div class=\"uagb-faq-content\"><p>BTU significa <em>British Thermal Unit<\/em> e indica a quantidade de calor que o ar-condicionado consegue retirar ou adicionar ao ambiente. Quanto maior o BTU, maior a capacidade de climatiza\u00e7\u00e3o do aparelho.<br>O c\u00e1lculo \u00e9 feito para decidir qual \u00e9 o melhor aparelho para o ambiente.<\/p><\/div><\/div><div class=\"wp-block-uagb-faq-child uagb-faq-child__outer-wrap uagb-faq-item uagb-block-33b6e94c \" role=\"tab\" tabindex=\"0\"><div class=\"uagb-faq-questions-button uagb-faq-questions\">\t\t\t<span class=\"uagb-icon uagb-faq-icon-wrap\">\n\t\t\t\t\t\t\t\t<svg xmlns=\"https:\/\/www.w3.org\/2000\/svg\" viewBox= \"0 0 448 512\"><path d=\"M432 256c0 17.69-14.33 32.01-32 32.01H256v144c0 17.69-14.33 31.99-32 31.99s-32-14.3-32-31.99v-144H48c-17.67 0-32-14.32-32-32.01s14.33-31.99 32-31.99H192v-144c0-17.69 14.33-32.01 32-32.01s32 14.32 32 32.01v144h144C417.7 224 432 238.3 432 256z\"><\/path><\/svg>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t<span class=\"uagb-icon-active uagb-faq-icon-wrap\">\n\t\t\t\t\t\t\t\t<svg xmlns=\"https:\/\/www.w3.org\/2000\/svg\" viewBox= \"0 0 448 512\"><path d=\"M400 288h-352c-17.69 0-32-14.32-32-32.01s14.31-31.99 32-31.99h352c17.69 0 32 14.3 32 31.99S417.7 288 400 288z\"><\/path><\/svg>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t<span class=\"uagb-question\"><strong>Por que o c\u00e1lculo do BTU ar condicionado \u00e9 importante?<\/strong><\/span><\/div><div class=\"uagb-faq-content\"><p>Porque ele garante que o aparelho tenha pot\u00eancia adequada para o espa\u00e7o. Sem esse c\u00e1lculo, o ar-condicionado pode consumir mais energia, reduzir sua vida \u00fatil e n\u00e3o entregar o conforto t\u00e9rmico esperado.<\/p><\/div><\/div><div class=\"wp-block-uagb-faq-child uagb-faq-child__outer-wrap uagb-faq-item uagb-block-35be20c7 \" role=\"tab\" tabindex=\"0\"><div class=\"uagb-faq-questions-button uagb-faq-questions\">\t\t\t<span class=\"uagb-icon uagb-faq-icon-wrap\">\n\t\t\t\t\t\t\t\t<svg xmlns=\"https:\/\/www.w3.org\/2000\/svg\" viewBox= \"0 0 448 512\"><path d=\"M432 256c0 17.69-14.33 32.01-32 32.01H256v144c0 17.69-14.33 31.99-32 31.99s-32-14.3-32-31.99v-144H48c-17.67 0-32-14.32-32-32.01s14.33-31.99 32-31.99H192v-144c0-17.69 14.33-32.01 32-32.01s32 14.32 32 32.01v144h144C417.7 224 432 238.3 432 256z\"><\/path><\/svg>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t<span class=\"uagb-icon-active uagb-faq-icon-wrap\">\n\t\t\t\t\t\t\t\t<svg xmlns=\"https:\/\/www.w3.org\/2000\/svg\" viewBox= \"0 0 448 512\"><path d=\"M400 288h-352c-17.69 0-32-14.32-32-32.01s14.31-31.99 32-31.99h352c17.69 0 32 14.3 32 31.99S417.7 288 400 288z\"><\/path><\/svg>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t<span class=\"uagb-question\"><strong>Como calcular o BTU ar-condicionado de forma correta?<\/strong><\/span><\/div><div class=\"uagb-faq-content\"><p>\u00c9 preciso considerar fatores como tamanho do ambiente, incid\u00eancia de sol nas janelas, tipo de constru\u00e7\u00e3o, quantidade de pessoas, ilumina\u00e7\u00e3o e equipamentos presentes. Para facilitar, voc\u00ea pode usar uma calculadora de BTUs.<\/p><\/div><\/div><div class=\"wp-block-uagb-faq-child uagb-faq-child__outer-wrap uagb-faq-item uagb-block-95d625ce \" role=\"tab\" tabindex=\"0\"><div class=\"uagb-faq-questions-button uagb-faq-questions\">\t\t\t<span class=\"uagb-icon uagb-faq-icon-wrap\">\n\t\t\t\t\t\t\t\t<svg xmlns=\"https:\/\/www.w3.org\/2000\/svg\" viewBox= \"0 0 448 512\"><path d=\"M432 256c0 17.69-14.33 32.01-32 32.01H256v144c0 17.69-14.33 31.99-32 31.99s-32-14.3-32-31.99v-144H48c-17.67 0-32-14.32-32-32.01s14.33-31.99 32-31.99H192v-144c0-17.69 14.33-32.01 32-32.01s32 14.32 32 32.01v144h144C417.7 224 432 238.3 432 256z\"><\/path><\/svg>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t<span class=\"uagb-icon-active uagb-faq-icon-wrap\">\n\t\t\t\t\t\t\t\t<svg xmlns=\"https:\/\/www.w3.org\/2000\/svg\" viewBox= \"0 0 448 512\"><path d=\"M400 288h-352c-17.69 0-32-14.32-32-32.01s14.31-31.99 32-31.99h352c17.69 0 32 14.3 32 31.99S417.7 288 400 288z\"><\/path><\/svg>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t<span class=\"uagb-question\"><strong>Como descobrir quantos BTUs tem um ar condicionado j\u00e1 comprado?<\/strong><\/span><\/div><div class=\"uagb-faq-content\"><p>Basta verificar a etiqueta do produto, o manual do fabricante ou a ficha t\u00e9cnica. Essa informa\u00e7\u00e3o sempre aparece junto \u00e0s especifica\u00e7\u00f5es do aparelho.<\/p><\/div><\/div><div class=\"wp-block-uagb-faq-child uagb-faq-child__outer-wrap uagb-faq-item uagb-block-75f32c19 \" role=\"tab\" tabindex=\"0\"><div class=\"uagb-faq-questions-button uagb-faq-questions\">\t\t\t<span class=\"uagb-icon uagb-faq-icon-wrap\">\n\t\t\t\t\t\t\t\t<svg xmlns=\"https:\/\/www.w3.org\/2000\/svg\" viewBox= \"0 0 448 512\"><path d=\"M432 256c0 17.69-14.33 32.01-32 32.01H256v144c0 17.69-14.33 31.99-32 31.99s-32-14.3-32-31.99v-144H48c-17.67 0-32-14.32-32-32.01s14.33-31.99 32-31.99H192v-144c0-17.69 14.33-32.01 32-32.01s32 14.32 32 32.01v144h144C417.7 224 432 238.3 432 256z\"><\/path><\/svg>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t<span class=\"uagb-icon-active uagb-faq-icon-wrap\">\n\t\t\t\t\t\t\t\t<svg xmlns=\"https:\/\/www.w3.org\/2000\/svg\" viewBox= \"0 0 448 512\"><path d=\"M400 288h-352c-17.69 0-32-14.32-32-32.01s14.31-31.99 32-31.99h352c17.69 0 32 14.3 32 31.99S417.7 288 400 288z\"><\/path><\/svg>\n\t\t\t\t\t\t\t<\/span>\n\t\t\t<span class=\"uagb-question\"><strong>Em quais ambientes \u00e9 mais comum precisar de ar-condicionados com alto n\u00famero de BTUs?<\/strong><\/span><\/div><div class=\"uagb-faq-content\"><p>Ambientes amplos ou com alta circula\u00e7\u00e3o de pessoas, como restaurantes, academias, audit\u00f3rios, ind\u00fastrias e escrit\u00f3rios grandes, costumam exigir aparelhos acima de 24.000 BTUs.<\/p><\/div><\/div><\/div>","protected":false},"excerpt":{"rendered":"<p>O c\u00e1lculo do BTU ar condicionado \u00e9 uma medida essencial para escolher o aparelho adequado, com pot\u00eancia suficiente para atingir [&hellip;]<\/p>\n","protected":false},"author":11,"featured_media":27693,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_uag_custom_page_level_css":"","_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","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":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","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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de C\u00e1ssia","author_link":"https:\/\/www.produttivo.com.br\/blog\/author\/luisa-silva\/"},"uagb_comment_info":0,"uagb_excerpt":"O c\u00e1lculo do BTU ar condicionado \u00e9 uma medida essencial para escolher o aparelho adequado, com pot\u00eancia suficiente para atingir 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