Conductance To Resistance Conversion; Conversion Scales - Fluke 8010A Instruction Manual

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OPERATION
APPLICATIONS
Interpolation
Table
(I/no.)
DIGIT
0
1
2
3
4
5
6
7
8
9
1
1
.909
.833
.769
.714
.667
.625
.588
.556
.526
2
.500
.476
.455
.435
.417
.400
.385
.370
.375
.345
3
.333
.323
.313
.303
.294
.286
.278
.270
.263
,256
4
,250
.244
.238
.233
.227
,222
.217
.213
.208
.204
5
.200
.196
.192
.187
.185
.182
.179
,175
.172
.169
6
.167
.164
.161
.159
.156
.154
.152
.149
.147
.145
7
.143
.141
.139
.137
.135
.133
.132
.130
.128
.127
8
.125
.123
.122
.121
.119
.118
.116
.115
.114
.112
'
9
.111
.110
.109
.108
.106
.105
.104
.103
.102
.101
*mS
to
kQ
*yuS
to
Mfi
*nS
to
MO
2
mS RANGE
20
aS
range
200
nS
RANGE
(1/ms
=
kO)
(1/aS
=
1
MO)
(1000/nS
=
=
MO)
mS
MS
ivil2
nS
Win
2.0
13
_
.5
20
.05
200
5
-
-
_
'
i
"
1.0
~
1
10
r
.1
100
z
10
E
r
E
0.5
_
2
5
E"
.2
50
20
0.2
T
5
2
.5
20
z
50
"
I
~
0.1
10
1
— —
1
10
i—
100
0.05
-
-
20
.5
-
2
5
t
u
200
_
0.02
~
50
.2
5
2
z
IZ
500
z
I
z
"
"
-
0.01
=
100
.1
10
1
z
1000
j
"
-
I
0.005
z
200
.05
— —
20
0.5
2000
~
!
0.002
500
.02
-
50
0.2
5000
0.001
1000
.01
E
100
0.1
10000
CONVERSION SCALES
*S
=
siemens
=
I/O
=
Internationa!
Unit
of
Conductance
Formerly
Known
as
the
mho.
Use
the following
procedure
to
convert a
conductance
reading (displayed
in
siemens)
to
equivalent resistance
(in
ohms):
1.
On
the
Interpolation
Table
locate the
most
significant
digit
of
the
conductance
display
under
the
DIGIT column
heading.
2.
On
the
Interpolation
Table
locate the
second most
significant
digit
of
the
conductancedisplay
across
from
the
DIG
IT
row.
3.
On
the Interpolation
Table
locate the
value
(of
resistance)
atthe
intersection
ofthetwo
digits
in
Steps
1
and
2,
then
use
the appropriate
Conversion Scale
to
determine
the
position of
the
decimal
point.
For Example:
A
reading
of
52.0
nS
is
displayed
on
the Multimeter.
The
Interpolation
Table
shows
a value
of .192,
Using
the
Conversion
Scale,
under
the
200
nS Range
heading,
'52.0
nS
corresponds
to
approximately 20
MG.
Therefore, the
actual
equivalent
resistance
is
19.2
MD
Figure
2-12.
Conductance
to
Resistance Conversion
2-11

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