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Wiki Alutal
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Acessories
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Bimetallic thermometer
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Calibration
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Resistance Thermometers
- 01 - Introdução
- 02 - O Sensor
- 03 - Measurement principle
- 04 - Montagem típica
- 05 - Recomendações
- 06 - Termorresistência Padrão
- 07 - Industrial Thermoresistance
- 08 - Auto Aquecimento
- 09 - Resistência de isolação
- 10 - Vantagens em relação aos termopares
- 11 - Desvantagens em relação aos termopares
- 12 - Tolerância
- 13 - Tabela de Conversão Resistência x Temperatura
- 14 - Tempo de Resposta
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Temperature
- 01 - Heat and Temperature
- 02 - Heat Transmission
- 03 - Thermal Equilibrium
- 04 - Zeroth Law of Thermodynamics
- 06 - Second Law of Thermodynamics
- 07 - Third Law of Thermodynamics
- 08 – Thermometric Scales
- 09 - International Temperature Scale
- 10 – Types of Temperature Sensors
- 11 - Thermoelectric Theory
- 12 - Daniel Gabriel Fahrenheit
- 13 - Anders Celsius
- 14 - Thomas Johann Seebeck
- 15 - Jean Charles Athanase Peltier
- 16 - Willian Thomson (Lorde Kelvin)
- 17 - William John Macquorn Rankine
- 18 - René-Antoine Ferchault de Réaumur
- 19 - Max Karl Ernst Ludwig Planck
- 20 - Electromotive Force
- Temperature > 05 - First Law of Thermodynamics
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Temperature Transmitter
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Thermocouples
- 01 - Introdução
- 02 - Fios termopares
- 03 - Tipos de Termopares
- 04 - Efeito Seebeck
- 05 - Efeito Peltier
- 06 - Efeito Thomson
- 07 - Correlation of Electromotive Force (EMF)
- 08 - As Leis Termoelétricas
- 09 - Homogeneous Circuit Law
- 10 - Intermediate Metals Law
- 11 - Law of Intermediate Temperatures
- 12 - Envelhecimento de Termopares
- 13 - Oscilação de medidas
- 14 - Erros comuns de ligação
- 15 - Normas Temperatura
- 16 - Tipos de Atmosferas
- 17 - Termopar Convencional
- 18 - Termopar de Isolação Mineral
- 19 - Termopares Flexíveis
- 20 - Blindagem Eletrostática/Tempo de Resposta
- 21 - Termopar padrão
- 22 - Thermocouple association
- 23 - Recomendações para instalação de termopares
- 24 - Termopares Especiais
- 25 - Imersão do sensor
- 26 - Magnetização do termopar tipo K
- 27 - Green-Root
- 28 - Termopares partindo de Fios/cabos de Extensão
- 29 - Tabela de conversão Milivoltagem x Temperatura
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Wells
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Wires and extension cords / compensation
Calibration > 02 - Uncertainty of Measurement
A measurement process can not display errors ( or existing and identified time , errors can be corrected and / or eliminated ), but there will always be uncertainty in the final result of the measurement. Uncertainty will never be eliminated, and , at best , may be reduced.
In normal use , the word " uncertainty " does not inspire confidence . But when used as a " measurement uncertainty " , it adds a specific meaning . It is a parameter associated with the calibration result , indicates the level of confidence this result, ie : is the measurement of quality because there are several sources that generate errors / flaws in the measurements : temperature fluctuations , humidity and pressure, errors systemic , among others.
When reporting the result of measurement of a physical quantity , it is required to be expressed any quantitative indication of the quality of the result in such a way that those who use it can assess its reliability . This confidence interval is what we know as " measurement uncertainty " , it is usually expressed with approximately 95 % per ISO - GUM , which is the "Guide to Measurement Uncertainty expression " and the standard NIT DICLA 21 Inmetro.
Smaller and better uncertainties are obtained by calibration by fixed points .
To view our RBC calibration scope click here Click Here
View full line of Alutal Temperature thermocouples
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In normal use , the word " uncertainty " does not inspire confidence . But when used as a " measurement uncertainty " , it adds a specific meaning . It is a parameter associated with the calibration result , indicates the level of confidence this result, ie : is the measurement of quality because there are several sources that generate errors / flaws in the measurements : temperature fluctuations , humidity and pressure, errors systemic , among others.
When reporting the result of measurement of a physical quantity , it is required to be expressed any quantitative indication of the quality of the result in such a way that those who use it can assess its reliability . This confidence interval is what we know as " measurement uncertainty " , it is usually expressed with approximately 95 % per ISO - GUM , which is the "Guide to Measurement Uncertainty expression " and the standard NIT DICLA 21 Inmetro.
Smaller and better uncertainties are obtained by calibration by fixed points .
To view our RBC calibration scope click here Click Here
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