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DESCRIPTION
The TruStability Standard Accuracy Silicon Ceramic (SSC)
Series is a piezoresistive silicon pressure sensor offering a
digital output for reading pressure over the specified full scale
pressure span and temperature range.
The SSC Series is fully calibrated and temperature
compensated for sensor offset, sensitivity, temperature effects,
and non-linearity using an on-board Application Specific
Integrated Circuit (ASIC). Calibrated output values for pressure
are updated at approximately 2 kHz.
The SSC Series is calibrated over the temperature range of
-20 C to 85 C [-4 F to 185 F]. The sensor is characterized
for operation from a single power supply of either 3.3 Vdc or
5.0 Vdc.
These sensors measure absolute, differential, and gage
pressures. The absolute versions have an internal vacuum
reference and an output value proportional to absolute
pressure. Differential versions allow application of pressure to
either side of the sensing diaphragm. Gage versions are
referenced to atmospheric pressure and provide an output
proportional to pressure variations from atmosphere.
The TruStability® pressure sensors are intended for use with
non-corrosive, non-ionic gases, such as air and other dry
gases. An available option extends the performance of these
sensors to non-corrosive, non-ionic liquids.
All products are designed and manufactured according to ISO
9001 standards.
Industry-leading long-term stability
Extremely tight accuracy of 0.25% FSS BFSL (Full Scale
Span Best Fit Straight Line)
Total error band of 2% full scale span maximum
Modular and flexible design offers customers a variety of
package styles and options, all with the same industry-
leading performance specifications
Miniature 10 mm x 10 mm [0.39 in x 0.39 in] package
Low operating voltage
Extremely low power consumption
I2C- or SPI- compatible 14-bit digital output (min. 12-bit
sensor resolution)
Precision ASIC conditioning and temperature compensated
over -20 C to 85 C [-4 F to 185 F] temperature range
RoHS compliant
Virtually insensitive to mounting orientation
Internal diagnostic functions increase system reliability
Also available with analog output
Absolute, differential, and gage types
Pressure ranges from 1 psi to 150 psi (60 mbar to 10 bar)
Custom calibration available
Various pressure port options
Liquid media option