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Email: norisk@noriskste.com.br                                                                          Telefones:   Laboratório => (18) 3341-7272 e OCP => (18) 3341-2281

Calibrações

O laboratório da No Risk STE realiza calibrações rastreadas à RBC, operando conforme a ABNT ISO/IEC 17025, para os seguintes equipamentos:​

  • Analisadores de segurança elétrica​;


  • Medidores de corrente de fuga​;

  • Medidores de impedância de aterramento​ (Ground bond tester);

  • Aplicadores de tensão (HIPOT​);

                 

  • Fontes de alimentação ajustáveis DC (tensão/corrente contínua) e AC (tensão alternada);

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NWtQNq1mtYLWxaDNaUCeWHZ+1m0Og8kV6x90nXJl13q3g4tKBfLDsgw0yDoPJZc76atrky+aynhQa8K4AudvJ2UPbExpGa7I1uaQRO5U515aSLKGAmQgyxz3LMWSs3NW6y6JynXUEmaywrgC528kKh7YnLpGa6TvuaQRO5U50W0y2UMBMhBljmezForNzU9ZcE5TrrmmaDzFArbTv28tlzr5Tq8qrqNDnvL9nfIz76Yxd1heAUqSOrEElQge4qvng6syg9WI7ykca0Yvs20Pbt5LLtL+U6rKq9tjrnurwE9oF99b8aJugZVeDaOWdF8qpLXN4zLGa3p3lbUUG35w/XZSDBMBRlPYy5uuY6EDNKZddYO41NJuFV+AL8QyzdzQPtt1OXrWg6WoGSCO+oPpqwpuHqqwGGr52219Zv/AK+9/Eavoo1867Z+sX/197+I1WSVVx32ZEjtzrG8DjBowOAN0kWrOciJDXVG/dA7M+qa3YiwzAZRMTOoG+I3+FY2sLeXc2TweD/hNcpi5ZnGJbMVsW9btm49m2qjLIzsWGckLpn13Vu2jse5ZTOTZ3iQq5t+m9+M8IHOl7mGut37ubSNWdtJmNfTWVzDM3evM0c8zRw0zNTlhOSGOxPp7e76S1uCj+tTkBStjGXVUAXLgAG5WK6b4kVIYSx1bq6kkqyNqIBysGjQ+it1vB4cf1V0/euj+W2Kxlhv/bcbeXv8242jZtnAkHPicU2ohQWMjMZ1KQezEbtZpbBLgAjdYCXzNE9ZqmuXLlWJiO9Gs7hFb/m9vhh7fre+fhdHwrZlHCzYX+7Df581WL7Y18vtYidgKPnFrdOYfA0/g+Hh+VMDPBAKKCCOxatIYOhEqoOootWo/wCxWsMcrmZ933HS/kj7uJ8bP+pT39BYNxcvXredmvsk9YyQMoiADBP50p8kdlsmJbgWtKD6VDkj/EvtqyDZN5WbLeVVdsxBQMQ0RKse6YEflXLitLPUwiMfNz1MZyjYYS6LdiYBhiokkc+QOunKl7WJdFui3JPWaAAExPI6cKksJgWtjKLp9QNaRsS1xZjXn0eBmMtSZr9U38d5lcsZy6yYwLSgY8Znxk1tfEIN7KPEgVi+Ft9X1ZUlIgjXdv4a0jawODBCraSQMomJA5a8PRX0oiopqIPWcZaclUdGIEkKwJA5kDhUjsoeWX0Bvf8A+qjLCW0YqtsKcoMgAAgkgaj7tS2xD5Q/dPxFJ6KnaKKK5ildJ/rDfdX4VGrUn0o+sH7q1DYfEqzOqmTbYK2hEEqrRJ36MN3OtQG1rYtalrYtBtWk4BvDsqcrzIPdPVEZ201uQ2WJ7rzwptaU33horZX37snkjqdNbvaiNOw55UGOFcAXO2UhU7wzZNN9wnvXOBE90JRbTLZQ5QmQgyzZmsxZKzd1PWXBOU665pnSjDOFFzt5Mqr3hmCab7h+1c5693JRbTLZU5QmQgyzZmtRZK5r2p6xxOU66zPCg9xRK20MumSy7TcGfqsqr5W42ua4k7p7QL74rdjVm6BkD62iFB826rF7hI0NuM6CdSGArRi3K27Zlly2Xfy2otlFXyt5uJSYK5u0GY8K345QboBTNJtEBYlil1WzOeAtGHAntDOINAaC9vdZu+kl26n1xYyj0DOnM62FNwqvyBenMVm7llhJZupDdUkjS1AzyD30YcxVhTcKsDea+dds/Wb/AOvvfxGr6IvtCzVI2n0NwN6815hdVnMsqMoUsd7QVJBPoNUlx4YdeVe9UvKuxWehWzl/+u7feuXD7gYp610cwS7sHZ/aQN/mpSOH5VHL3Vss2GbuqzfdBPwrvVnBIncs2U+6iD4CtmIxJtrmdwqj0fkKUOH2dg4x+7hr5/unj2kRT9noXtFt2GcfeKL/AJmFdRfbtnXyjmPNRvjx3U9g2W6gcF4PnaH1jhShy618nm0DvW0n3rg/lmmrXybYj7d+wvgXb+UV035uv/TXosrypQ55a+TVft4wfs2T8S9N2vk8wY71++3gLa/EGr0LY5D2CvaBPZuEt2ba2rKZLa7hqSSd5YneTTEVXdrbOuuWYXWAzzHlTpqICqRy51v2VgOpbOSWZlE/Z5ecxjjpS2uWatORRFFp5ExHrB940oZqrJXauFNyy9sPcQsBDW2yuIIOjQYmI8Cajej+zntWRaYAlQBnJ7TEGSzfpHUk8yaYxO10kopfMDrlUEaaESdKUubUfMQLd4jKNe6upI3gd7T31nL4LaaC/AD2f9NSOwm8oRyB/CqxszFM9yCkAcesLEGDvWdOVWfYf0jeH5VZ6CeooormK50q2NeuRcw4UuNGViRmUbsp3AzzqmsjWHY3rFy0XIzHVkJAAkEaTAG4cBXVa8IB0NWxzfD30bVWB8DPt5UyDVkx/RTB3Tm6vI/nWzkPsGnurmnTbbh2ViUsXC9y29sOrkAxLMpVgCDplBmeO6rcItamtJszdVt8EkSNFlCsj9PUifNZhUBsfpnhL/dcTyB1/daG9xqT2RZUXb1xbisLzK2UCGBChTmO890RyopjDqVFztZYCx9tUgfa4s/P9HJyrG2MtlTlCZTMu0m1FkjNf1PWOO6dTvnhUkta/m4ygCJXulu12suWTzMEj10Qji7kJb1IItO8XvslAo62+86hc0Ms6hyeFb8co6wSp7Rs9w9q4UuqQSZBC2ycx17SswgxFbcThiVVQSYBAB1BaOy1ziwEEEccxrHF2vKA6jMbU5SQ75LmYDeIVZlvOVmFFYhh15If+syEvG/qlb5vbBA0iLmYTqHHhYUGgqvmevmQe3EuICjqlbqre7M09vNroXHCrCnCrAzxJhSf+7jSa07ih2T4H4GkLytlOUwY0J4Volh85SYnWY3HnHKmAKrjXM2hxokHXqwDz0O+P+KncHHVjK+cedMzUJbCaQ2hdtMuXOm+d/oMbvTWrbO0VsozngD6+QFb9g9H5tLcugB3UErvCgiQpJ1JE6+mkyUhGtYJLkwpOrfbYyeInQampDB7WtAi2oYzJkLAGoGpn0/Gk+k+1MJhXNo3LXXR3IMgkSodgMqTp3iNCDurb0SuqbStdM3H7TZhGWdyBfswNPGazFQRCeuNFVPau3McMQbOGsoyAJ22gksQS0Kbi6AFNYO+pHpd0kwuFKo5OZ8vGAM0wJymToTGgAiTrUL0SxgFzEO0G4bsE8eryhrQjh2W3c+dTxMZmodsuH1MMIzyionp+flrPsm9fawjYhVW7BDhe7mBIldToYB3nfSG0cczXEsW3Idgx7MSAI1JOgA9PvpjpR0iGGwhvBcxAY7gdFEmJ0nUb/TVM6PbSa66YzKym/ZykQIUo2YbhpmDegdkc6niRzcrx+Nj4vh9/p0uvkul/YrOhDXLhkQcp115b6hHwyNiPm5VoC5nZ5iJgADSST8Kz6WbVxC7OxRsFhdFsQVnMELqLjLGoIQsZGogmuf/ACU2sU63W7XVswy8F6zXMVG4aE5o/QnhWpl22dowtpEtmGAVQSSTAA3kkncKjcZtW0bbvbdXCSGymYI4EbxSGOwGKfDXbSzmZVymRqVdWKzwkKd+kxUD0K6M4jD2Li4iZc6AkExrqYJjfp4msTnlzxjWz2Y6GlPD5ak5fqielx7u3Xe56dK3T/RW8r2lusZa5LehQSYVRy99R/ymdKLOCtImVmu3VYgK4TKgIXNmKt2iSYER2Wk6AGQ2Jsbq1yBiFHdHIch6KjOnHQu1j+qL3WR7QKhlAOZCZykE8DJB/SOh4bqaeO2XRnpBaaxbNsHIVETv5HNzaZmtHS7p9dwmJt28OonslyVnNKByGPKGXdyPqnNidH7Fm0tpUJVBAmZ8SdNSdfXUrg+i2EvXVuXrIY2gMsk8D2QwBhuOhn8KxqYZTj+maevhNXS085nVxuK8r8vP3XHuu+y24a7nRXiMygweEiYorbRVeSSO1NppYALAkncBE6eNV/EdNY3WT62j+WmNu2Q10yJ0HwFRFzAgyBrHA/nW4iGZmSWL6fYwHsWrIHpDsY9TCue9LdqXsZixdvKoK2wgCggQMzcSfOq/YrZI5R7xUDtDYbTMT6RVpLcxuYQHXkas39LYgnPm1ME6CPZTeI2MOVYPs5hupSHsD00vW4FwSOY19za++rNs3phh7mhIB5TB/daPcTVBu2CN4pS5hQaFu04fF223MPDcfYaNo32S1cuIuZ0tuyr5zKpIX1kRXGcNi8Ra+juNHmntL+6dKsGzunl1IF1DHND/ACPp7CKlNczoOx7/AF1pLzjtQwgTl7LFc6g840PI1YEqk7K6Z4a7pnXNyPYb1K2h9Rq62zoPAVYhYltxHdPh+BqF2woItI0FHvKrg7mGV2CtzBZV047uNTd4SCPRSOIw6XFKXEDKd6ssg+INVW12jdAUeAA/6KSwhlrrDVWYQeBhFBI9YNCbGsCD1K6bpAMeE04ygDgB4xUFW6UYA3kKTE8eR4Gp3YPShGtqtwMrqoDEKxUndKmPRurG81rjcT2zSSW8EupZmP7VKRyzpn0QxV7aN68GDWrl43FuZky5Wg5WBbMGUdmI1CiJq37F6xSAYy6mSZYGRAIA14+zjU/fxmCXXq/WYHvJpK70ywNrTNZXxuLPsqVAj+lGwbOKdLj52y5ZGRtSkgMDmHAwQeQM1vwNl8xKYR50WWdFzBdBMEn3eyl8X8peFG50/ZR298RUVd+VJDonWHwVB8TNZjDGJmY7u2pxOpqYRhlO0fnrsuj4O/cQo9i2FJnKXdtdRMiCDBPtrVY2TeWO0iKNwAmPWxJPiaoGI+Ua825G9dwj3AUjc6YYltyoP3ifbNWou63ebkx5uat/Pu6xesiO3iY8GAqPuYTCf1l1n9bHSuZf07im+3Hgq/lVdxGOxlxmJv3YkwA7KBryBrVtW72m18OgCqHInQaak++thxd1+5hbp9JDR8Irhmwb1/DXbOKRm6y3dmSScy6ZkaeBEj119A7P6e4Z4zq6H1MPaIPuqXK3BW1hcee5hkXxKj+atw2Lt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

  • Cargas eletrônicas DC e Medidores de capacidade de bateria;

                  
Carga Eletrônica DC,ET5410A+ Carga Eletrônica DC de Canal Único Programável  150V 40A 400W Testador de Carga Eletrônica Programável DC de Canal Único CC  CV CR CP CC+CV Modo CR+CV Bateria de tela            Meastech - Instrumentos de Medição       Meastech - Instrumentos de Medição


  • Osciloscópios digitais;

                 Para que serve o osciloscópio: conheça 3 aplicações! | Blog Instrusul TEKTRONIX TBS1052C – OSCILOSCÓPIO 50MHZ, 02 CANAIS - Grupo ... MO-1102C | Osciloscópio Digital 100MHz - Minipa
  • Resistores de carga e décadas resistivas em DC;

                 Resistor de carga - Todos os fabricantes do setor industrial Kit 2 Década Resistiva Faixa 1 A 11111110 Ohms | Extra Década de Resistência 279301 - Tecnofluid

  • Termômetros digitais com sensores de termopar/PT100/termistor, controladores de temperatura, dataloggers, termômetros infravermelho, câmeras de imagem térmica (faixa de -25ºC a 140ºC);

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  • Cronômetros e temporizadores.

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
  • Simuladores pulmonares (complacência).


Instrumento de Medição

Manter seus instrumentos calibrados é o que garante a validade técnica e a conformidade dos seus processos. Nossas calibrações asseguram a rastreabilidade necessária para um controle de qualidade de excelência."


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