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7n9ofxbDHbMunaITLFvbMEvXcRx+89qKKPs/P8AzGjt4fitrsml6zdG007fY3dzBGBG+CsZXbn5+vzHOMVxmk/tCeLL/WbGzl0/RRHPcRxMVhlyAzAHH7zrzRRWbf5L8hU9aab7v9DS0/44+J7yxinez0lWfOQsMmOpHd6KKK8SvWqKrJKT3fXzOmMVZaH/2Q==)
E / 11815 / D 9/13
LDE Series
Digital low differential pressure sensors
www.first-sensor.com
Data read – pressure
When powered on, the sensor begins to continuously
measure pressure. To initiate data transfer from the
sensor, the following three unique bytes must be written
sequentially , MSB first, to the MOSI pin (see Figure 5):
petSlamicedaxeHyraniBnoitpircseD
1D2x010110100B
nemerusaemerusserptnerruclloP
241x000101000BretsigeratadottluserdneS
389x000011001BretsigerataddaeR
The entire 16 bit content of the LDE register is then
read out on the MISO pin, MSB first, by applying 16
successive clock pulses to SCLK with /CS asserted
low . Note that the value of the LSB is held at zero for
internal signal processing purposes. This is below the
noise threshold of the sensor and thus its fixed value
does not affect sensor performance and accuracy .
From the digital sensor output the actual pressure
value can be calculated as follows:
[] []
=
Pa
counts
factorscale
countsoutputdigital
Pa
ressure
Fig. 5: SPI data transfer
For example, for a ±250 Pa sensor (LDES250B...)
with a scale factor of 120 a digital output of 30 000
counts (7530’h) calculates to a positive pressure of
250 Pa. Similarly, a digital output of -30 000 counts
(8AD0’h) calculates to a negative pressure of -250 Pa.
Data read – temperature
The on-chip temperature sensor changes 95 counts/°C
over the operating range. The temperature data format
is 15-bit plus sign in two’s complement format. To
read temperature, use the following sequence:
petSlamicedaxeHyraniBnoitpircseD
10x2AB00101010
emerusaemerutarepmettnerruclloP
241x000101000BretsigeratadottluserdneS
389x000011001BretsigerataddaeR
From the digital sensor output, the actual temperature
can be calculated as follows:
temperature [°C] = TS - TS0 [counts] + T0 [°C]
scale factorTS[counts/°C]
where
TS is the actual sensor readout;
TS0 is the sensor readout at known temperature T014;
Scale factorTS = 95 counts/°C
SPI - SERIAL PERIPHERAL INTERFACE
Note: It is import ant to adhere to the communication protocol in order to avoid damage to the sensor.
SCLK
(CPOL=0)
(CPHA=0)
MOSI
MISO
/CS
0 1 0 1 1 10 0 0 1 0 1 0 000
Step 2Step 1
SCLK
(CPOL=0)
(CPHA=0)
MOSI
MISO
/CS
1 0 1 1 000
Data from s e nso rStep 3
0
15 14 13 12 11 10 9876543210
MSB LSB