Campbell Scientific CR10 CR10 Measurement and Control - Page 97

Soil Moisture Block

Page 97 highlights

SECTION 7. MEASUREMENT PROGRAMM]NG EXAMPTES The average is used, instead of a sample, in order to cancelout effects of wind loading on the lysimeter. PROGRAM 01: P9 01: 1 02: 25 Full BR w/Compensation Rep 2500 mV 60 Hz rejection 03: 22 EX Range 7.5 mV 60 Hz rejection BR Range 04: 1 lN Chan 05: 1 Excite all reps w/EXchan 1 06: 2500 mV Excitation 07: 08: 1 Loc [:RAW mm ] 46.583 Mult 09: 0 Offset 02: P34 01: 1 02: 266 03: 2 Z=X+F X Loc RAW mm F Z Loc [:mm H20 I 7.',a4 227 GYPSUM SOIL MOISTURE BLOCK Soil moisture is measured with a gypsum block by relating the change in moisture to the change in resistance of the block. An AC Half Bridge (lnstruction 5) is used to determine the resistance of the gypsum block. Rapid reversal of the excitation voltage inhibits polarization of the sensor. Polarization creates an error in the output so the fast integration option is used. The output of Instruction 5 is the ratio of the output voltage to the excitation voltage;this output is converted to gypsum block resistance with Instruction 59, Bridge Transform. The Campbellscientific 227 Soil Moisture Block uses a Delmhorst gypsum block with a 1 kohm bridge completion resistor. Using data supplied by Delmhorst, Campbell Scientific has computed coefficients for a Sth order polynomial to conveft block resistance to water potential in bars. There are two polynomials: one to optimize the range from -0.1 to -2 bars, and one to cover the range from -0.1 to -10 bars (the minus sign is omitted in the output). The -0.1 to -2 bar polynomial requires a multiplier of 1 in the Bridge Transform lnstruction (result in kohms) and the -0.1 to -10 bar polynomial requires a multiplier of 0.1 (result in 10,000s of ohms). The multiplier is a scaling factor to maintain the maximum number of significant digits in the polynomial coefficients. In this example, we wish to make measurements on six gypsum blocks and output the final data in bars. The soilwhere the moisture measurements are to be made is quite wet at the time the data logging is initiated, but is expected to dry beyond the -2 bar limit of the wet range polynomial. The dry range polynomial is used, so a multiplier of 0.1 is entered in the bridge transform instruction. When the water potential is computed, it is written over the resistance value. The potentials are stored in Input Locations 1-6 where they may be accessed for output to Final Storage. lf it was desired to retain the resistance values, the potential measurements could be stored in Locations 7-12by changing the value in Parameter 3 to 7 in Instruction 55. Section 8.3 gives an example using the AM416 Multiplexer to measure 16 Soil Moisture Blocks. LI RED LEADS TO SINGLE- ENDED H1 INPUTCHANNELSl_6 L1 H2 CR1 O L2 H3 LJ WHITE LEADS TO ANOLOG GROUND FIGURE 7.14-1. 6 227 Gypsum Blocks Connected to the CR10 7-13

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The average is used, instead of a
sample,
in
order
to
cancelout
effects of
wind
loading
on
the
lysimeter.
PROGRAM
Full BR w/Compensation
Rep
2500
mV
60
Hz rejection
EX Range
7.5
mV
60
Hz rejection
BR
Range
04: 1
lN
Chan
05:
1
Excite
all
reps
w/EXchan
1
06:
2500
mV Excitation
07:
1
Loc
[:RAW
mm
]
08:
46.583
Mult
09:
0
Offset
7.',a4
227
GYPSUM
Z=X+F
X Loc RAW
mm
F
Z
Loc
[:mm
H20
I
SOIL MOISTURE BLOCK
Soil moisture is measured with a gypsum block by
relating
the change
in moisture to the change
in
resistance of
the
block.
An
AC
Half Bridge
(lnstruction
5)
is used to determine
the
resistance
of
the
gypsum
block.
Rapid reversal of
the
excitation
voltage
inhibits polarization
of
the
sensor.
Polarization creates an
error
in
the
output
so the
fast
integration option is
used.
The
output
of
Instruction
5
is
the
ratio
of
the output voltage
to
the
excitation
voltage;this
output
is
converted
to
gypsum
block
resistance
with
Instruction
59,
Bridge
Transform.
SECTION
7.
MEASUREMENT PROGRAMM]NG
EXAMPTES
The
Campbellscientific
227
Soil Moisture Block
uses
a
Delmhorst gypsum block
with a
1
kohm
bridge
completion
resistor.
Using data supplied by
Delmhorst, Campbell Scientific has computed
coefficients for a
Sth
order
polynomial to
conveft
block
resistance to
water
potential in
bars.
There
are
two polynomials:
one to optimize
the
range from
-0.1
to
-2 bars, and one to cover
the
range
from
-0.1
to
-10
bars
(the minus sign is
omitted
in
the
output).
The
-0.1
to
-2
bar
polynomial
requires
a
multiplier
of
1 in
the
Bridge
Transform lnstruction
(result
in
kohms) and
the
-0.1
to
-10 bar
polynomial
requires a
multiplier of
0.1
(result
in
10,000s of
ohms).
The
multiplier is a scaling factor
to
maintain
the
maximum number of significant
digits
in
the
polynomial coefficients.
In
this
example, we wish
to make
measurements
on six gypsum blocks and output the
final data
in
bars.
The
soilwhere
the moisture
measurements
are
to be
made
is
quite wet
at
the time the data
logging is initiated, but
is
expected to dry beyond
the
-2 bar limit
of
the
wet
range
polynomial. The
dry
range polynomial is used, so
a
multiplier of
0.1
is
entered
in
the
bridge
transform
instruction.
When the
water
potential is
computed,
it
is
written over
the
resistance
value.
The
potentials are stored
in
Input
Locations
1-6
where
they
may be accessed for output
to
Final
Storage.
lf
it
was desired
to
retain the
resistance values,
the
potential measurements
could be stored in Locations
7-12by
changing
the
value in
Parameter
3
to
7 in
Instruction
55.
Section 8.3 gives an
example
using the AM416
Multiplexer
to measure
16
Soil Moisture Blocks.
01:
P9
01:
1
02:
25
03:
22
02:
P34
01:
1
02:
266
03:
2
LI
H1
L1
H2
CR1
O
L2
H3
LJ
RED LEADS TO
SINGLE-
ENDED
INPUTCHANNELSl_6
WHITE
LEADS TO
ANOLOG
GROUND
FIGURE
7.14-1.
6
227
Gypsum Blocks Connected to the
CR10
7-13