The present invention related to I.S. machines which transform a gob of molten glass into a bottle.
Glass bottles are formed in an I.S. machine in a two step process. First a gob of molten glass is formed into a “parison” in a blank station. The skin of the parison is chilled to give the parison sufficient rigidity so that in can be transferred, by an invert mechanism to the blow station. At the blow station blow molds will be closed and the parison will be blown into a bottle. The skin of the bottle will be chilled sufficiently so that it can be transferred to a dead plate by a take out mechanism. At the dead plate, the bottles will be further cooled and then pushed onto a conveyor by a pusher mechanism. Each of these displacements may have very difficult segments where very small variations may have significant importance.
For example, when bottles are being produced at more than 600 per minute on an I.S. Machine, it is very difficult to coordinate the placement of the bottles on the conveyor without causing the bottles to fall. Bottles are deposited on a dead plate, where they will be cooled for short period of time, and then pushed by a pusher mechanism (pusher) through an angle of about 90 degrees onto a moving conveyor. The pusher has a finger assembly which defines a pocket for each of the bottles deposited on the deadplate. The finger assembly is located on the deadplate before the bottles are deposited. A pair of servo motors displaces the pusher pursuant to defined cam profiles and numerous cams are stored in memory to handle a variety of bottles and machine speeds. To vary such displacement, a cam profile will be changed. As the speed of these machines increases, the difficulty involved in controlling the bottles, as they are displaced, increases. One of the most difficult segments of pusher displacement is the displacement of the bottles onto the conveyor and the immediate displacement of the pusher away from the conveyor once the bottles have been properly positioned on the conveyor.
It is accordingly an object of the present invention to provide a control for a displaceable mechanism which will enable an operator to make very precise changes in the displacement profile.
Other objects and advantages of the present invention will become apparent from the following portion of this specification and from the accompanying drawings which illustrate, in accordance with the mandate of the patent statutes, a presently preferred embodiment incorporating the principles of the invention.
A pusher mechanism PM/10 is schematically disclosed in
The overall motion of the finger assembly is defined by specifying the angular positions of the arm and finger as a function of time as given by the cams Φ(t) and θ(t) respectively (
A Bezier curve is used to represent specific cam segments. A typical representation of a cam segment using a Bezier curve is shown in
P(Z)=(1−Z)3P1+3(1−Z)2ZC1+3(1−Z)Z2C2+Z3P2
with 0≦Z≦1
In this equation P, P1, C1, C2, and P2 are length two vectors whose first component is time (the horizontal axis) and the second component is the cam position. For fixed end points, the shape of the curve C, connecting P1 and P2 can be modified by changing the location of the control points, C1 and C2. The resulting curve is always tangent to the line P1-C1 at endpoint P1, and is tangent to the line P2-C2 at the endpoint P2. As the length of the line P1-C1 is increased the curve will tend to maintain its initial slope “sticking” to the P1-C1 line longer. Similarly as the length of P2-C2 increases the curve will become approximately tangent to line P2-C2 sooner, “sticking” to the P2-C2 line sooner. To define a Bezier curve segment for the pusher, the end points, P1 and P2, the slope of the cam, M1 and M2 at the endpoints and the lengths L1, L2, of the lines P1-C1 and P2-C2 are specified. The coordinates of the control points C1 and C2, can be computed using:
The location of C1 and C2 is restricted to being inside of the rectangle 28 whose corners are P1 and P2 as shown in
Individual points (pairs of time and position values) are provided by evaluating Equation at 1 for a sequence of values of the argument z ranging between 0 and 1. In general, even if z is incremented with uniform spacing, the sequence of time values returned by Equation 1 will not be uniformly spaced. This is an issue because typical motion control software requires that the points along a cam are uniformly spaced. To resolve this, points are first computed along each segment of the overall cam using Equation 1. Then the points are concatenated for the individual segments to form an overall table of time, position values representing the cam. Finally, new time and position value pairs are interpolated at equal time increments. A cubic spline interpolation has been used for this purpose. This has the added benefit of making the second derivatives of the interpolated curve continuous while also preserving the original continuity properties (continuous position and velocity).
The Arm Cam and Finger Cam are each broken into a number of Bezier segments. The arm cam, which controls the displacement of the arm from the bottle pick up position to the rest position (the position prior to the bottle deposit location) is broken into 6 Bezier segments as follows:
The finger cam, which controls the displacement of the arm from the bottle pick up position to the rest position (the position prior to the bottle deposit location) is broken into 3 Bezier segments as follows:
When an operator is observing pusher performance he will observe structure related variables. As shown in
These inputs are supplied to a Mapping Device 58. When the Operator Inputs are received by the Converter 66, the Converter converts these Operator Inputs, using a predefined mapping (each performance related input throughout its defined range) to Bezier Inputs P1,P2,M1,M2,α1,α2 which will be processed to compute the new control and end points.
It has been found that linking the Bezier coefficients and the Arm Retract Speed in a Bezier segment may be advantageous. Accordingly, when the Arm Retract Speed Is Being Changed 60, linkage is desired between the Bezier coefficients and the Arm Retract Speed. The Mapping Device will accordingly Equate And Factor α1, α2 For Speed 64 (keep these coefficients equal while changing them pair wise as a function of speed). For example, as the Arm Retract Speed proceeds from (20 to 80), the Bezier coefficients α1, α2 will be kept equal and will vary through their ranges (0.2 to 0.8) at the same rate as the speed changes. For example, should the speed be changed to 30, both coefficients would be changed to 0.3.
Linkage may also be desirable between cams. For example, the finger cam motion may be coupled to the arm cam motion so that they will continue to move in a coordinated fashion as the shape of one of the curves is varied. The parameters which have been tied together are shown in
As shown in
1. Specify Coincident Position Values x1 and x2 Of The Independent And Dependent Cam (Respectively) 40;
2. Compute Intermediate Time And Position Values For Independent Cam Section Containing x142;
3. Use Inverse Table Lookup On The Independent Cam Data To Interpolate The Time value t1 Associated With The Position x144;
4. Assign The Value t2=t1, and x2 As The Time And Position Respectively Of Endpoint P2 Of The Dependent Cam 46;
5. Repeat Steps 1-4 for any Remaining Pairs? 48 of coupled position values;
6. Compute Intermediate Values Of: The Independent Cam For Any Remaining Segments 50 not already computed in the above steps in the usual way; and
7. Compute Intermediate Values Of All Segments Of Dependent Cam f 52. Such structure could conveniently be located within the Compute Intermediate Segment Points Using Bezier Formula 34 block of the Segment Generator 29.
While a two-axis mechanism has been disclosed as the preferred embodiment, this technology can be used with a single or two-axis mechanisms, such as an invert mechanism or takeout mechanism of an I.S. machine.
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