The present invention relates to a positioning of a spindle with micrometric forwarding control and tilting of its rotation axis in the plane perpendicular to the working plane.
In order to make the present description as clear as possible, reference will be made hereunder to applications of this spindle in the grinding field, without limitation, however, with respect to possible applications in other fields. For a better understanding of the field of the invention, the following should be specified.
It is well-known that grinding consists of a mechanical processing for removing chippings, generally used for obtaining high-precision end-products with respect to both geometric and dimensional tolerances and also with respect to the roughness of the surface processed.
Machines that effect this type of processing are called grinding machines and can have various configurations depending on the specific application in which they are used (processing precision, dimension and shape of the piece being processed, required productivity, working environment, etc.).
This tool 50 is rotated in contact with a piece to be processed 51, in the presence of a cooling lubricant fluid 52, and in a parallel translation motion with respect to the surface to be processed, according to the arrow 53. In this way, the tool 50 removes a certain thickness in excess, producing scraps 54 of the piece to be processed 51, until the required size and geometry of said tool is obtained.
Having said this, the applications of the grinding process can be divided, for example, into two main categories:
The field of interest in this context is the second category and, in particular, even if there are no specific limitations, it relates to the grinding of cylinders for rolling mills of flat metallic products.
It should be remembered in this respect that rolling mills for flat metallic products are plants whose purpose is to reduce the thickness of a slab of metal to the desired value and, in some cases, to confer certain surface and structural characteristics to the final product.
It is also known that there is a wide variety of rolling mills, which are used according to the production requirements, the surface quality and structural characteristics to be conferred to the rolled product.
The main types of rolling mills are the following:
In the various exemplifications shown, it can be seen that the cylinders can have a wide variety of forms and dimensions. The dimensions, in fact, range from a few tenths of mm in diameter and about 1 m in length in the case of “Z-High” or “20-High” applications, up to about 2,000 mm in diameter and lengths of over 8 m in “Heavy plate” applications, not shown in the above-mentioned figures.
What is important for the topic in question, however, is that, regardless of their application, these cylinders rarely have a straight generatrix, as this is, in most cases, a curve.
The cylinders therefore generally have conical (a), rounded concave (b), rounded convex (c) or sinusoidal (d) profiles, as represented for purely illustrative but non-limiting purposes, in the above-mentioned schemes of
In addition, this profile can sometimes be defined by a polynomial of a relatively high degree, or it can be represented in numerical form by means of a table of coordinates.
Considering now, as reference, a cylinder having any non-straight profile as schematized in
In order to operate optimally, a grinding wheel 50 should ideally follow the profile of the piece being processed 51 in terms of both contact point P (which should always be in correspondence with the intersection point between the midplane of the grinding wheel and the generatrix of the cylinder), and also in terms of contact angle α (angle of the profile), ensuring that the tangent of the generatrix angle of the grinding wheel is always equal to the first derivative of the curve of the profile (profile angle) along the whole longitudinal development of the profile itself, as represented in various positions of the grinding wheel 50 in
If the angle α of the grinding wheel 50 cannot be modified, so as to make it equal to that of the profile, the grinding wheel 50 will operate anomalously. In particular, a gouging phenomenon will arise, which occurs when the grinding wheel 50 approaches the surface of the piece 51 edgewise, reducing the grinding wheel-cylinder contact area, increasing the processing times and, in general, causing a deterioration in the end-quality of the surface of the cylinder.
Considering the grinding-wheel centre P as reference point for controlling the position of the grinding wheel 50, in fact, operating in a gouging condition leads to the production of a real profile 55 which is different from an ideal profile 57, indicated in dashed lines in
Consequently, not only do the non-homogeneities in terms of surface roughness become more marked, but, without adequate error compensations, it is difficult to guarantee the correct formation of the required profile of the cylinder. This occurs as the edge 56 of the grinding wheel 50 moves the real operating point, removing a different quantity of material and varying the final geometry of the piece, as illustrated in
It can also be easily understood that the greater the length of the grinding wheel 50, the more marked the gouging phenomenon will be and, as, in order to improve the productivity of the grinding process, there is the tendency to increase this dimension, machines that are not equipped with a suitable device which allows the grinding wheel to be always parallel to the profile of the cylinder, consequently have difficulty in obtaining the desired and required profile, for the reason described above.
Furthermore, in order to have an even better understanding of the technical problems at the basis of the invention and having a better overall view of the state of the art so far known, it would be useful to introduce some further concepts concerning the grinding field for rolling-mill cylinders, describing the main elements of a grinding machine for cylinders, peripheral and fixed for the outside, as represented in
A cylinder 51 being processed is caused to rotate by the workhead and is sustained on a base 58 by means of suitable hydrostatic or more commonly hydrodynamic supports 59, called lunettes, or, in the case of relatively small cylinders or during the manufacturing process of the cylinders, they can be supported directly between the headstock and tailstock of the machine.
The grinding wheel 50 is fixed to the end of a spindle, the latter being assembled in a suitable seat formed on the so-called wheelhead (TPM) in turn moved in a perpendicular direction (axis X) with respect to the rotation axis of the cylinder on the wheelhead trolley which, on the contrary, moves along the longitudinal development of the base (axis Z). Finally, as better described hereunder, the TPM can have, according to necessity, two further degrees of freedom. The first is commonly called axis U (micrometric forwarding of the grinding-wheel centre in the direction X). The axis U has the purpose of allowing a forwarding of either the spindle alone (solution with “eccentric spindle”, better described hereunder) or of a part of the TPM (solution called “tilt infeed” better described hereunder) so as to guarantee the best possible accuracy in following the profile of the cylinder 51, which, in certain applications, cannot be fully guaranteed by the movement of the axis X alone. The second, commonly called “Axis B”, is represented by the rotation of the grinding wheel around a vertical axis, perpendicular to the axis of the cylinder.
Consequently, as described, in order to have a perfect relative positioning between the grinding wheel 50 and the cylinder 51, three fundamental axes are necessary, X, U and B, whereas the movement of the spindle-TPM together to effect the profile of the cylinder in its entire length is entrusted to the axis Z. For a series of reasons, the axes X, U and B, however, are not all present in the various construction solutions.
The market in fact proposes various solutions as described hereunder.
In this case, the axes U and B are not envisaged and the position of the grinding wheel is regulated only by means of the axis X which, through a linear movement system (often consisting of a motor or gearmotor coupled with a recirculating ball screw, or a linear motor) fixed to the wheelhead trolley, allows the approach or withdrawal of the whole TPM with respect to the cylinder 51 being processed (
The advantages of this solution are:
There are also disadvantages, however, such as:
In addition to the axis X, whose construction form remains unaltered with respect to what has been described for the first solution, on this type of TPM, the presence of the axis U is envisaged. This axis has a high resolution which moves by certain degrees along the direction of the same axis X, but without using the latter. Various construction forms have been proposed for this solution of which the main ones are described hereunder.
In a first proposal (represented in
By rotating the eccentric, for example by means of a suitable lever system (not shown), the distance of the grinding wheel 50 with respect to the cylinder 51 can be varied. The transmission ratio of this command can be as large as desired and the possibilities of regulating and controlling the system are therefore improved, the masses involved are reduced and the capacity of the dynamic response of the system is increased. Solutions such as those described above are defined as “eccentric spindles”.
A second proposal (represented in
With respect to the first solution of
It can be easily understood that advantages can be obtained such as the high resolution of the movement of the grinding wheel in producing the profiles.
Some disadvantages, however, are present, such as:
This solution allows the grinding wheel 50 to be always tangent to the profile of the piece, obviously in addition to guaranteeing micrometric forwarding. The rotation of the grinding wheel 50 around a vertical axis (whose control is commonly defined as axis B) is obtained by rotating the whole TPM (and the underbase, in the case of mechanisms with a micrometric forwarding according to the “tilt infeed” scheme) around a vertical axis 69. Said axis can be positioned in any point (
An immediate advantage is that this solution is conceptually easy and reliable.
There are however some disadvantages such as:
An interesting evolution of this mechanism can be obtained by observing the functioning principle of the “tilt infeed” mechanism. If, in fact, the rotation axis 68 of the TPM is tilted with respect to the underbase 67 as in
It can also be immediately seen that the efficiency of the mechanism increases, the closer the intersection point of the spindle and the tilted rotation axis of the TPM moves towards the intersection point between the midplane of the grinding wheel and the same axis of the spindle, proving to be maximum when these two points coincide.
It is specifically this consideration that led to the solution proposed in U.S. Pat. No. 6,234,885 B1.
According to this known solution, represented in
As the main advantage, this is an extremely compact solution.
It cannot be denied, however, that there are a series of disadvantages as described hereunder:
As all of these devices must find housing in a limited space (a TPM that is too large limits the practical use of the machine), the spindle 7 must be relatively small and therefore have a limited intrinsic rigidity.
Finally, the above-mentioned bearings must also contribute to a general loss in rigidity of the system.
A general objective of the present invention is to solve the problems indicated above.
In particular, an objective of the present invention is to provide a positioning that is such as to guarantee maximum performances of the grinding process for cylinders for rolling mills.
In order to achieve this objective, as can be clearly seen, the grinding wheel should be able to follow the profile of the cylinder always remaining tangent to it, so as to avoid the danger of gouging.
A further objective of the present invention is to find a positioning that, on the one hand, can guarantee the requisites mentioned above and, on the other hand, to obtain this result with a simple, compact mechanism with a high static and dynamic rigidity and with easy maintenance.
In view of the above objectives, according to the present invention, a positioning has been conceived, having the characteristics specified in the enclosed claims.
The structural and functional characteristics of the present invention and its advantages with respect to the known art will appear even more evident from the following description, referring to the enclosed schematic drawings, which, in addition to elements and characteristics of the known art, also show an embodiment of the invention. In the drawings:
With reference to
The arrangement of
The coupling between the spindle 11 and the spherical elements 13, 14 can be effected using the normal techniques adopted in this field, i.e. by means of hydrostatic or hydrodynamic or rolling bearings.
Each spherical element 13, 14 is, in turn, positioned in a suitable housing which, in the construction form proposed, is composed of two parts, or half-bodies 17 and 17′ for allowing the assembly. Also in this case, the coupling between the spherical elements and relative seats can be easily obtained with the techniques mentioned above. The two half-bodies 17 and 17′ are housed either directly in a wheelhead (TPM), or in a cartridge or shaped sleeve 18 that can be easily installed on a TPM.
This solution of
Furthermore, with reference to both
The spindle 11 can be rotated according to the classical motor with pulley 22 scheme (as represented in
The arrangement of the present invention is completed by two control means, in the example consisting of levers 23 and 24 which are connected, or in any case extend from the two spherical elements 13 and 14 and allow the desired rotations to be effected by the above-mentioned elements. The two control means, i.e. the two levers 23 and 24, are such as to cause an independent rotation of each of the two spherical elements 13 and 14. In an alternative embodiment, the rotation means can be torque motors or similar means.
As an embodiment but non-limiting choice, the rotation of spherical elements 13, 14 is regulated with the system represented in
The levers 23, 24, integral with the spherical joints 13, 14, positioned in respective housings 17, 17′, are in turn constrained, by means of two ball joints, schematized in 27, 28, to a pair of connecting rods 29, 30. This pair of connecting rods 29, 30, through a second stage of ball joints 31, 32, is activated with respective linear movement systems schematized with u1 and u2, which effect the movements defined above as dependent variables U1 and U2, of a system with two degrees of freedom.
The mechanism is in fact as such, as, as many pairs of positions of the control levers 23 and 24 univocally correspond to each pair of independent variables (U, α), and consequently pairs of the above-mentioned coordinates U1 and U2.
In order to control the variables (U, α) and allow the applicability of the present kinematic system in a tool machine, in addition to knowing its limits and possibilities of improvement, it is crucial to solve the equations that govern its physical behaviour. In this respect, the writing of non-linear equations and their solution by numerical integration, through suitable software, allows the mathematical solution of the kinematic mechanism to be obtained, by univocally linking the two independent variables (U, α) with the dependent variables (U1, U2), as shown in the diagrams of
This type of solution allows the dimensions and geometrical characteristics of the components used to be rationally and optimally selected and also to know and define the functioning limits of the kinematic mechanism itself. If the limits of the variables U1 and U2 are set so as to allow an oscillation of the levers 23, 24 of about +/−20° with respect to its own vertical axis, a diagram of the type shown in
For a clearer understanding of the functioning of the mechanism, some particularly significant situations are described hereunder. Let us begin by imagining that the grinding-wheel centre P is to be forwarded by a quantity U, according to the micrometric eccentric command principle previously described (or “Tilt Infeed” command), maintaining, however, the rotation axis of the grinding wheel parallel to the axis of the cylinder: one starts with the commands of the levers 23, 24 arranged so that the two coordinates U1 and U2 are identical, as indicated in
In order to subsequently also obtain, in addition to the variation U in the position of the grinding-wheel centre P along the direction X, the variation in the angle of the spindle α, one should proceed as shown in
By activating, the commands u1 and u2 and, consequently rotating the control levers 23 and 24, for example according to the directions 25 and 26, independently with respect to each other (obviously within the limits of their run), not only will a variation in the position of the grinding-wheel centre P be obtained (first degree of freedom U), but also the tilting of the axis 15 of the spindle shaft 11 and consequently of the grinding wheel 50, thus obtaining the second degree of freedom α.
It is also possible to tilt the axis of the grinding wheel, without shifting the contact point P with respect, for example, to a starting situation analogous to that indicated in
In short, by combining and controlling the movements described above with suitable actuations, both the position of the grinding-wheel centre P and the tilting α of the grinding wheel itself 50 can be regulated, thus allowing the geometries of cylinders for rolling mills presented in
Finally, let us examine a practical case considering a common back-up roll cylinder for CRM applications. Representing in
It can be clearly observed how the operating points of the present spindle (indicated by the central curved section) are extremely far from the kinematic limits previously defined and already shown in
It will therefore be possible to obtain profiles that are much more complex than that considered herein, therefore operating with greater angles and fully satisfying market requirements, competitively from both an economic and technological point of view.
In short, the problems of the prior art have been solved through the solution proposed according to the present invention. In this respect, the following improvements can be listed with respect to the state of the art:
An accurate mathematical modeling makes it possible to easily pass from the specific variables of the profile of the cylinder to be processed (U, α) to the control variables (U1, U2). This model allows, if necessary, the geometry of the mechanism to be re-parameterized in order to satisfy specific requirements.
The objective mentioned in the preamble of the description has therefore been achieved.
The protection scope is defined by the enclosed claims.
Number | Date | Country | Kind |
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MI2015A0230 | Feb 2015 | IT | national |
Filing Document | Filing Date | Country | Kind |
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PCT/EP2016/000168 | 2/3/2016 | WO | 00 |
Publishing Document | Publishing Date | Country | Kind |
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WO2016/131524 | 8/25/2016 | WO | A |
Number | Name | Date | Kind |
---|---|---|---|
2773968 | Martellotti | Dec 1956 | A |
3584534 | Hougen | Jun 1971 | A |
4634322 | Walker | Jan 1987 | A |
6234885 | Haferkorn | May 2001 | B1 |
20130255454 | Yamamoto | Oct 2013 | A1 |
Number | Date | Country |
---|---|---|
102008031817 | Dec 2009 | DE |
2012126840 | Sep 2012 | WO |
Number | Date | Country | |
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20180021901 A1 | Jan 2018 | US |