De acordo com a Resolução 01/16 do DNIT é aquele construído com características específicas, destinado ao transporte de cargas indivisíveis excedentes em peso e/ou dimensões, assim como os dotados de equipamentos para prestação de serviço especializado, que se configurem como carga permanente, tais como: guindastes, máquinas perfuratrizes, usinas ou subestação móveis, semirreboque extensivo, caminhão munk ou guindauto, entre outros; É o veículo cujas dimensões de largura, comprimento e altura ultrapassam as dimensões do veículo padrão, conforme resolução 210/06 do Contran. Exemplos de veículos especiais <p><strong>De acordo com a <a href="http://www.logispro.com.br/v2/logispro/Resolucao_dnit_01-16.pdf">Resolução 01/16 do DNIT</a> </strong>é aquele construído com características específicas, destinado ao transporte de cargas indivisíveis excedentes em peso e/ou dimensões, assim como os dotados de equipamentos para prestação de serviço especializado, que se configurem como carga permanente, tais como: guindastes, máquinas perfuratrizes, usinas ou subestação móveis, semirreboque extensivo, caminhão munk ou guindauto, entre outros;</p> <p>É o veículo cujas dimensões de largura, comprimento e altura ultrapassam as dimensões do veículo padrão, conforme resolução 210/06 do Contran.</p> <p><strong>Exemplos de veículos especiais</strong></p> <p> </p> <p><a href="http://www.guiadotrc.com.br/logis/frota/prancha-reta.asp"><img alt="" src="http://www.guiadotrc.com.br/figuras/carretas/srplana2e_noma.jpg" style="height:231px" /></a></p> <p> </p> <p> </p> <p><a href="http://www.guiadotrc.com.br/logis/frota/lagartixa.asp"><img alt="" src="http://www.guiadotrc.com.br/figuras/carretas/sr-lagartixa2.jpg" style="height:142px; width:430px" /></a></p> <p><a href="http://www.guiadotrc.com.br/logis/frota/extensiva.asp"><img alt="" src="http://www.guiadotrc.com.br/figuras/carretas/extensivel.gif" /></a></p> <p> </p> <p><img alt="" src="http://www.guiadotrc.com.br/figuras/Excedentes/8eixos-plataforma-pescoco.jpg" style="height:82px; width:440px" /></p> <p> </p> <p><a href="http://www.guiadotrc.com.br/logis/frota/linha.asp"><img alt="" src="http://www.guiadotrc.com.br/figuras/Excedentes/25eixos.jpg" style="height:119px; width:450px" /></a></p> <p><a href="http://www.guiadotrc.com.br/logis/frota/doly.asp"><img alt="" src="http://www.guiadotrc.com.br/figuras/Excedentes/autoportante2.gif" style="height:75px; width:430px" /></a></p> <p><img alt="Resultado de imagem para guindaste" 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" /></p> <p><img alt="Resultado de imagem para perfuratriz" src="http://3.bp.blogspot.com/-YBy0Vf2oCSQ/UaP5kfWe3mI/AAAAAAAAAP0/eQbC5n5P9H4/s1600/Perfuratriz+Cl%C3%B3+Zironi+sobre+Caminh%C3%A3o+HC+916.png" /></p> <p><img alt="Resultado de imagem para faktor 5" src="http://www.cranestodaymagazine.com/Uploads/NewsArticle/4355032/images/458224/small/Impact-Factor1.jpg" /></p>