7
R
p
accuracy
Rp accuracy Rpe is given as
R
px
D
e
R
pe
= ±
D
x
D
e
[Ω]
where:
R
px
= Measured Rp value [Ω]
D
x
= Measured D value
D
e
= D accuracy
R
p
accuracy applies when D
x
(measured D value) ≤ 0.1.
R
s
accuracy
R
s
accuracy R
se
is given as
where:
X
x
= Measured X value [Ω]
C
x
= Measured C value [F]
L
x
= Measured L value [H]
D
e
= D accuracy
f = Test frequency [Hz]
R
s
accuracy applies when D
x
(measured D value) ≤ 0.1.
Basic accuracy equations
The basic accuracy A
n
is calculated from the
following procedure:
1. Determine A
n
equation from Figure 1-3 or
Figure 1-4. In both charts, boundary line belongs
to the better accuracy area.
When the oscillator level is ≤ 1 V
rms
, determine A
n
to be applied, value of K
i
and value of K
osc
from the
Figure 1-3. If the determined K
osc
≤ 1, then round
up K
osc
to 1.
When the oscillator level is > 1 V
rms
, determine A
n
to be applied and value of K
i
from the Figure 1-4.
2. Calculate A
n
from the formula to be applied. The
n accuracy factor included in the A
n
equation is
shown in Table 1-2. Use K
i
and K
osc
factors deter-
mined in previous step.
Table 1-1. A
n
equations
|Z
m
|: Absolute value of measured impedance in [Ω]
f
m
: Test frequency in [MHz]
N accuracy factors
N
1
and N
2
in the A
n
equations have the following
values:
Table 1-2. N accuracy factors
Frequency(f) N
1
N
2
75 kHz ≤ f ≤ 200 kHz 0.15 0.15
200 kHz < f ≤ 3 MHz 0.08 0.15
3 MHz < f ≤ 5 MHz .15 0.38
5 MHz < f ≤ 30 MHz 0.30 0.38
Kommentare zu diesen Handbüchern