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APEMwww.apem.comJOYST1609R3US
Note: The company reserves the right to change specifications without notice.
9000 series
Inductive sensing joysticks
Overview
The 9000 series joystick operates by passing an oscillating current through a drive coil, directly mounted at
the lower end of the operating lever, and immediately above the four sensing coils. When the shaft and drive coil moves away from
the center, the signals detected in each opposing pair of coils increase nominally in proportion to deflection. The phase of those
signals determine the direction. Synchronous electronic switches followed by integrating amplifiers provide DC signals directly equiv-
alent to those of potentiometer joysticks, but with fixed output impedance and free of wiper noise and track wear.
Designed for use in the most safety-critical applications, the 9000 series incorporates comprehensive internal monitoring circuitry
whereby output signals are continually compared with separately generated ‘mirror signals’. In the unlikely event of an internal fault,
the dual decode system will generate a separate fault signal, enabling the controller to fail-to-safe. The dual decode system is a
complete internal self-monitoring system, providing a far higher standard of protection. An additional,‘away from center’ signal is also
available whenever required. Although the monitoring of the joystick is fully internal, the inverse ‘mirror signals’ can be available as
external outputs where the monitor function is incorporated within the controller circuitry.
The 9000 series may also be specified with guided feel. A joystick with guided feel moves more readily towards the poles ( N, S, E and
W ) and while it can still move away from the poles, the force required to do so is greater. Unless specified otherwise, joysticks are
supplied as standard without guiding. This standard configuration allows the user to move the joystick anywhere within the limiter with
the same force and without any bias.
The 9000 series can be configured in three different modes:
• Orthoganol, standard signals - Replicating that of a potentiometer.
• Deliberate signal mixing - Ideal for those applications whereby the method of steering is by controlling two motors. For example one
motor uses X+Y signals and the other uses X-Y signals. This mixing is achieved by internally orientating the signals at 45º to normal.
Typical applications may be twin propeller boats, tracked vehicles, or wheelchairs.
• Deliberate signal interaction - Enables reduction in one signal as the other increases. This option is
particularly beneficial where it is undesirable to maintain full forward speed while turning and vice versa.
GUIDED FEEL
CIRCUITRY
DUAL DECODE
FUNCTIONAL OPTIONS
SINGLE OUTPUT
DUAL OUTPUT
Output 1
Output 2
±50% ±40% ±30% +/-25% +/-10%
±50% ±40% ±30% +/-25% +/-10%
(+2.5) 5.0
(+2.0) 4.5
(+1.5) 4.0
(+1.0) 3.5
(+0.5) 3.0
(+0.0) 2.5
(- 0.5) 2.0
(- 1.0) 1.5
(- 1.5) 1.0
(- 2.0) 0.5
(- 2.5) 0.0
(+2.5) 5.0
(+2.0) 4.5
(+1.5) 4.0
(+1.0) 3.5
(+0.5) 3.0
(+0.0) 2.5
(- 0.5) 2.0
(- 1.0) 1.5
(- 1.5) 1.0
(- 2.0) 0.5
(- 2.5) 0.0
(+2.5) 5.0
(+2.0) 4.5
(+1.5) 4.0
(+1.0) 3.5
(+0.5) 3.0
(+0.0) 2.5
(- 0.5) 2.0
(- 1.0) 1.5
(- 1.5) 1.0
(- 2.0) 0.5
(- 2.5) 0.0
(+2.5) 5.0
(+2.0) 4.5
(+1.5) 4.0
(+1.0) 3.5
(+0.5) 3.0
(+0.0) 2.5
(- 0.5) 2.0
(- 1.0) 1.5
(- 1.5) 1.0
(- 2.0) 0.5
(- 2.5) 0.0
(+2.5) 5.0
(+2.0) 4.5
(+1.5) 4.0
(+1.0) 3.5
(+0.5) 3.0
(+0.0) 2.5
(- 0.5) 2.0
(- 1.0) 1.5
(- 1.5) 1.0
(- 2.0) 0.5
(- 2.5) 0.0
MIN TRAVEL (º) MAX
OUTPUT VOLTAGE (V)
(+2.5) 5.0
(+2.0) 4.5
(+1.5) 4.0
(+1.0) 3.5
(+0.5) 3.0
(+0.0) 2.5
(- 0.5) 2.0
(- 1.0) 1.5
(- 1.5) 1.0
(- 2.0) 0.5
(- 2.5) 0.0
(+2.5) 5.0
(+2.0) 4.5
(+1.5) 4.0
(+1.0) 3.5
(+0.5) 3.0
(+0.0) 2.5
(- 0.5) 2.0
(- 1.0) 1.5
(- 1.5) 1.0
(- 2.0) 0.5
(- 2.5) 0.0
(+2.5) 5.0
(+2.0) 4.5
(+1.5) 4.0
(+1.0) 3.5
(+0.5) 3.0
(+0.0) 2.5
(- 0.5) 2.0
(- 1.0) 1.5
(- 1.5) 1.0
(- 2.0) 0.5
(- 2.5) 0.0
(+2.5) 5.0
(+2.0) 4.5
(+1.5) 4.0
(+1.0) 3.5
(+0.5) 3.0
(+0.0) 2.5
(- 0.5) 2.0
(- 1.0) 1.5
(- 1.5) 1.0
(- 2.0) 0.5
(- 2.5) 0.0
(+2.5) 5.0
(+2.0) 4.5
(+1.5) 4.0
(+1.0) 3.5
(+0.5) 3.0
(+0.0) 2.5
(- 0.5) 2.0
(- 1.0) 1.5
(- 1.5) 1.0
(- 2.0) 0.5
(- 2.5) 0.0
OUTPUT VOLTAGE (V)
MIN TRAVEL (º) MAX MIN TRAVEL (º) MAX
MIN TRAVEL (º) MAX MIN TRAVEL (º) MAX MIN TRAVEL (º) MAX MIN TRAVEL (º) MAX MIN TRAVEL (º) MAX
MIN TRAVEL (º) MAX MIN TRAVEL (º) MAX
VOLTAGE OUTPUT OPTIONS