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AN2299 数据表(PDF) 7 Page - STMicroelectronics |
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AN2299 数据表(HTML) 7 Page - STMicroelectronics |
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7 / 26 page ![]() AN2299 Calibration principles and underlying theory Rev2 7/26 P‘ measured active power; U‘=U(1+ εU); I‘=I(1+ εI); ϕU`=ϕU+δU; ϕI`=ϕI+δI; φ`=ϕU`-ϕI`=ϕU-ϕI+δU-δI=φ+δ εU voltage amplitude error; εI current amplitude error; δ current to voltage phase angle error δ=δU-δI; δU voltage phase angle error; δI current phase angle error. Then, negleting the term εU*εI: 1.3 Accuracy and stability influence factors Even in a digital measuring system, all components which have any influence on the system accuracy and stability are located in the input analog section. Generally, there are only a limited number of internal components which determine the accuracy characteristics of the system: ● voltage and current sensors ● signal conditioning section ● oscillator frequency ● internal reference voltage source ● analog to digital converters' gain The components used must be of highest quality to reach the desired stability and linearity. The circuit must be carefully designed to minimize any influences on these components which could degrade short time repeatability, linearity or immunity. Also external influences can affect the meter accuracy, such as: ● capacitive and inductive coupling to the inputs and between the phases (cross talking1) ● influences of high frequency electrical and magnetic fields (EMC) ● common mode voltage between inputs and to earth ● influence of low frequency magnetic fields ● measuring setup (wiring, earth connection ground loop) ● influence of source (stability of U, I, φ, signal quality) ● long-time drift ● humidity Unwanted external influences must be minimized. This can be achieved by careful shielding of the analog part or by compensating for the influences in hardware or software. P' UI • 1 ε U ε I ++ () •φ δ + () cos • = Eq. 6 |
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