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Humidity Sensor
www.vishay.com For technical questions contact: nlr.europe@vishay.com Document Number: 29001
66 Revision: 10-Oct-03
2322 691 90001
Vishay BCcomponents
APPLICATIONS
•
Humidity measurements in electronic hygrometers for
domestic use
•
Self-regulating air humidifiers, etc.
QUICK REFERENCE DATA
Note
Unless otherwise stated, measurements are in accordance with
“IEC publication 60539”
.
Stability is in accordance with
“CECC 43000”
and
“IEC 60068-2”
.
PARAMETER VALUE UNIT
Humidity range (RH) 10 to 90 %
Capacitance at +25
°
C; 43% RH; 100 kHz 122
±
15% PF
Tan
δ
at +25
°
C; 100 kHz; 43% RH
≤
0.035
Sensitivity between 12 and 75% RH 0.4
±
0.05 PF/%R
Frequency 1 to 1000 kHz
Temperature dependence 0.1 %RH/K
Response time in minutes
(to 90% of indicated RH change at
+25
°
C, in circulating air):
between 10 and 43% RH
<
3
between 43 and 90% RH
<
5
Hysteresis (for RH excursion of
10 to 90 to 10%)
≈
3%
Maximum AC or DC voltage 15 V
Storage humidity range (RH) 0 to 100 %
Ambient temperature range:
operating 0 to +85
°
C
storage
−
25 to +8
°
C
Drop test:
height of free fall 1 M
Mass
≈
1.3 G
DESCRIPTION
This capacitive atmospheric humidity sensor consists of a
non-conductive foil, which is covered on both sides with a
layer of gold. The dielectric constant of the foil changes as a
function of the relative humidity of the ambient atmosphere
and, accordingly, the capacitance value of the sensor is a
measure for relative humidity. The foil is clamped between
contact springs and assembled in a plastic housing. It is
provided with two connecting pins which fit printed-circuit
boards with a grid pitch of 2.54 mm, provision is also made
for fastening with 3 mm bolts. The characteristics are not
affected by incidental water condensation on the sensor foil.
It should not be exposed to either acetone or chlorine
vapours.
MOUNTING
The device can be soldered directly on to a printed-circuit
board or fastened with 3 mm bolts.
SOLDERING
Solderability:
≤
240
°
C;
≤
4 s.
Resistance to heat:
≤
240
°
C;
≤
4 s.
ROBUSTNESS OF TERMINATIONS
Tensile strength: 10 N.
DIMENSIONS
in millimeters
ELECTRICAL CHARACTERISTICS
MBD125
5.0 0.5
3.1 0.1
11.5
0.5
17.0
0.5
5.08
1.15 max
3
23.0
0.5
15.5 0.5
Component outline.
0 100
150
110
MEA832
120
130
140
50
C
(pF)
RH (%)
Typical capacitance as a function of relative humidity.