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LIBRARY ı6ıul 0) - Cranfield University

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contact tip and the weld pool and consequently, the measured resistance. It was also<br />

observed that this under estimation would depend on the deposition rate, that is, on<br />

the ratio between the wire feed speed and the welding speed, WFS/S . For a fixed<br />

wire feed speed, the smaller the travel speed is the smaller the estimation will result,<br />

or in other words, a larger bead build-up will occur.<br />

Figure 6.29 shows the comparison between the stand-off estimations obtained<br />

for fillet welding trials carried out with the same setup welding voltage (20.3 V) , wire<br />

feed speed (5.5 m/min) and stand-off (15 mm), and with two different levels of travel<br />

speed: (a) 0.4 m/min and (b) 0.8 m/min. Both estimations were filtered with a third<br />

order moving average filter. Note that the estimation obtained for the welding trial<br />

carried out with 0.4 m/min travel speed is generally lower than the one obtained for<br />

0.8 m/min travel speed. It should be noted that the difference between the actual<br />

stand-off and the estimated values for both welding trials is almost constant.<br />

Considering that, in normal welding conditions (constant gap or no gap at all),<br />

the wire feed speed and the travel speed should be kept constant during the welding<br />

process, it is acceptable to assume that the bead build-up below the welding arc would<br />

also have a constant average size. Hence, the observed estimation error should also<br />

have a constant average value and it would, therefore, behave as an off-set in the<br />

stand-off estimation. Since in the implemented system the initial stand-off is always<br />

known, such off-set can be estimated at the beginning of the weld and added to the<br />

subsequent dip resistance based stand-off estimates. This strategy was successfully<br />

implemented and the results are presented in Chapter 7.<br />

6.3 System integration<br />

The integration of the system involved determining and combining the<br />

communication capabilities of each sub-system such that a master and slave control<br />

scheme could be defined. Three different ways of communicating were available in the<br />

sub-systems used: (a) digital inputs and outputs, (b) analogue inputs and outputs and<br />

(c) RS232 serial communications ports.<br />

Digital inputs and outputs were freely available in the robot controller and in<br />

the table controller. Analogue inputs and outputs were available in the robot interface<br />

installed in the welding power source and also in the monitoring personal computer<br />

(PC). RS232 serial communication ports were available in the monitoring PC and in<br />

the table controller. Having determined the communication capabilities of each sub-<br />

system and the specific requirements of each type of communication channel, all the<br />

sub-systems were interconnected in such a way that the monitoring PC could have a<br />

supervisory function. Figure 6.30 shows the interconnections in a diagrammatic form.<br />

Table 6.10 shows the interconnections between the digital inputs and outputs and<br />

Table 6.11 shows the connections in the analogue inputs and outputs.<br />

The communication between the robot controller and the monitoring PC was<br />

made via the table controller through digital inputs and outputs. The interconnection<br />

between the robot and the table digital inputs and outputs was provided by a specially<br />

built interface box (see Appendix G), whose primary function was to convert the two-<br />

terminal "switch-type" robot inputs and outputs to 24 V inputs' and outputs, as<br />

required by the table controller. Such a box was also used to house the touch sensor,<br />

141

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