A Fitting Method of Resistance Wire Resistance
A resistance wire and resistance value technology, which is applied in electrical digital data processing, instruments, design optimization/simulation, etc., can solve problems such as inability to accurately reflect the real-time resistance value of resistance wire, and inability to control temperature accurately, achieving small error and high accuracy High, data continuous effect
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Embodiment 1
[0021] In this example one, Ni200 heating wire resistance is used for fitting, the nickel content is 99.85%, the test resistance range is 0.08-0.3Ω, every 0.01Ω is a resistance value file, and the temperature range is from 148-371°C, one for every 25°C Temperature range, respectively measure the resistance value of a certain resistance heating wire in different temperature ranges, record the data, measure three groups in parallel, and take the average value;
[0022] Table 1 Resistance value of Ni200 0.08Ω300-700°F
[0023]
[0024]
[0025] Table 2 Resistance value of Ni200 0.09Ω300-700°F
[0026]
[0027] Table 3 Resistance value of Ni200 0.1Ω300-700°F
[0028]
[0029] According to the above method, and so on, 0.3Ω is measured, and the average TCR value is shown in Table 4;
[0030] ② Formula fitting, R 2 =R 1 +TCR AVG · R 1 ·(T 2 -T 1 ), R 2 --Target temperature resistance; R 1 --Initial temperature resistance; T 2 --Target temperature; T 1 --Initia...
Embodiment 2
[0047] In Example 2, a 316L heating wire is used for resistance fitting, the test resistance range is 0.5-1.0Ω, each 0.1Ω is a resistance value range, the temperature range is from 148-371°C, and each 25°C is a temperature range, respectively measured Find the resistance value of a certain resistance heating wire in different temperature ranges, record the data, measure three groups in parallel, and take the average value;
[0048] Table 9 Resistance value of 316L 0.5Ω300-700°F
[0049]
[0050]
[0051] According to the above method, and so on, 1.0Ω is measured, and the average TCR value is shown in Table 10;
[0052] ② Formula fitting, R 2 =R 1 +TCR AVG · R 1 ·(T 2 -T 1 ), R 2 --Target temperature resistance; R 1 --Initial temperature resistance; T 2 --Target temperature; T 1 --Initial temperature; TCR AVG--The average TCR value at the target temperature; use this formula to calculate the fitted value and calculate the error;
[0053] Table 11 Deviation bet...
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