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2 Hans Turck GmbH & Co. KG | 45466 Mülheim an der Ruhr, Germany | T +49 208 4952-0 | F +49 208 4952-264 | more@turck.com | www.turck.com
Ultrasonic Sensors
Ultrasonic Sensors
The RU-U ultrasonic sensor series from Turck enables the user
to cover large sensing ranges with fewer sensor variants. The
Turck ultrasonic sensors in M08, M12, M18 and M30 and
40 x 40 housing styles thus effectively reduce the range of
variants required for stock-keeping. This is made possible
by the particularly short blind zones of the sensors, which
offer large sensing ranges at the same time. In order to offer
the right sensor for every application with only a few sensor
variants, Turck has increased the versatility of the individual
models: The simple compact version of the RU40 and RU100
modules thus enables the user to set diffuse mode and retro-
reflective operation as well as NC and NO switching outputs
with a teach adapter. The standard sensor variants offer sever-
al operating modes and enable the setting of switch windows
or two separate switch points, either by a teach adapter or via
a teach button directly on the sensor. The High-End versions
can be operated as a switch and as an analog sensor. Different
operating modes, temperature compensation or the output
function can also be set via IO-Link. If several sensors are
installed next to each other, the customer can set the sensor
parameters in synchronization or multiplex mode, in order to
prevent mutual interference of the sensors.
Ultrasonic sensor technology is generally an important link
in the field of industrial sensors, which is positioned between
inductive and photoelectric sensors on account of its possible
object detection ranges. However, the measuring principle
takes a special place as it is not based on an electromagnetic
but a mechanical operating principle and therefore requires
some additional knowledge for the application. Useful infor-
mation on this is available at: www.turck.en/ru
Operating principle
The operation of the sensors is based on the time of flight
principle. With this a sonic pulse is emitted and the time
required by the reflected signal to be received again by the
same sonic transducer is measured. The distance to the object
is calculated on the basis of the known speed of sound in air
and output as the measured value or as a switch signal. As the
speed of sound depends on the air temperature, the sensors
use a separate temperature measurement to compensate the
time of flight difference at different temperatures.