MyBinding Standard 3030x Bedienerhandbuch Seite 25

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6.0 Operation
6.10.2 Backlash Indicator
To insure accurate cuts, the backgauge must be brought to the cut position from the rear of the table.
In the display, to the right of the backgauge position, there is a small arrow to indicate reverse travel
(Figure 20). This arrow should be off when making a cut. Moving back past your cut position, then
forward to it, compensates for any play in the backgauge nut and leadscrew.
6.11 Send Mode
5.000 in /\
>_
A) Maint
B) Job
Reverse
Indicator
Arrow
Figure 20
The send mode is the first screen displayed after the backgauge is preset. From this screen the
backgauge can be positioned with the backgauge pinpoint control or by entering a value and pressing
the SEND key. If the send value is less than approximately 4”, either the hood must remain down or
the push out button held in, for the backgauge to continue to the send position. A mathematical
expression can also be entered as a send value. Simply type the expression and press SEND. You
can also enter an equation, which begins with the current backgauge position. For example, if you
want to send the backgauge 2” forward from its current position, just press [-] [2] and SEND.
The send mode screen can also be used for doing math calculations that are larger than the
backgauge’s reverse limit. In this case, you must press ENTER to have the result displayed on the
screen.
6.11.1 Entering Math
In the simple send mode, the Titan 200 is capable of calculating an entire math string such as, 10-
5+5x6+2_3/4. However, the result is limited to 29999.000 and the result cannot be a negative value.
In the job mode, and during a send, the result of the calculation must be less than the backgauge limit
of 20.000 inches.
6.11.2 Entering Fractions
Fractions are entered with the priority add key X/Y. The symbol displayed when this key is pressed is
the underline symbol “_”. This instructs the computer to add the fractional portion of the entry before
performing the remaining math. This key is useful when entering a formula as follows: 3x2_3/4 =
8_1/4. If a simple plus had been used instead, the result would be as follows: 3x2+3/4 = 6_3/4.
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