180
────────────────────────────────────────────────────
7.5 Test Accuracy
────────────────────────────────────────────────────
Z
θ
RANGE
Basic Accuracy Coefficient Table
A=0.08 B=0.001
A=0.05 B=0.001
1kHz - 10kHz
1k
Ω
0.001
x
|10
x
500 - 1
x
10
3
|
Z accuracy =
(0.08 +
________________________
) =
0.084%
1
x
10
3
0.001
x
|10
x
500 - 1
x
10
3
|
θ
accuracy =
(0.05 +
________________________
) =
0.054
1
x
10
3
Z
θ
RANGE
Basic Accuracy Coefficient Table
A=0.1 B=0.002
A=0.05 B=0.001
100Hz - 1kHz
10k
Ω
0.002
x
|10
x
1.0144
x
10
3
- 10
x
10
3
|
Z accuracy =
(0.1 +
________________________________
) =
0.1%
10
x
10
3
0.001
x
|10
x
1.0144
x
10
3
- 10
x
10
3
|
θ
accuracy =
(0.05 +
________________________________
) =
0.05
10
x
10
3
Example calculation
1. Impedance (Z=500
Ω
) basic accuracy
Measurement conditions: test frequency = 10 kHz, speed = SLOW2,
range = 1 k
Ω
From Basic Accuracy Coefficient
Table, basic Z accuracy
coefficients A=0.08, B=0.001.
Inserting these in the calculation expression yields:
Similarly for
θ
basic accuracy coefficients A = 0.05, B=0.001, and thus:
2. Capacitance(Cs=160 nF) basic accuracy
Measurement conditions: test frequency = 1 kHz, speed = SLOW2
Test Z and
θ.
Measurement range: AUTO
When Z = 1.0144 k
Ω
,
θ
= -78.69
,
test range is 10 k
Ω
From Basic Accuracy Coefficient
Table, basic Z accuracy
coefficients A=0.1, B=0.002.
Inserting these in the calculation expression yields:
Similarly for
θ
basic accuracy coefficients A = 0.05, B=0.001, and thus:
Содержание 3522-50
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