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Method for reduction and sizing of welded pipes and mill for effecting same
| Details |
Inventors: Samarynov, Jury V.; Mednikov, Jury A.; Rozen, Alexandr S.;
Assignee:
Primary Examiner: Crane; Daniel C.
Assistant Examiner:
Attorney, Agent or Firm: Haseltine and Lake
Disclosure is made of a process for reduction and sizing of welded pipes, whereby a pipe is reduced in diameter in passes formed by rolls of alternating horizontal and vertical stands. The weld zone is deformed by portions of roll passes of an equal curvature. Disclosure is further made of a mill for effecting the above method, which comprises alternating horizontal and vertical stands with rolls whose working surface is defined by arcs of at least two radii. The radius of at least one of said arcs is equal to the radius of the roll welding pass. The apices of said arcs of an equal radius are in the same plane extending through the longitudinal axis of the mill and on the line of motion of the weld. |
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DETAILED DESCRIPTION OF THE INVENTION According to the invention, the reduction and sizing mill comprises a bed 1 (FIG. 1) which carries alternating vertical reducing stands 2 and 3 and horizontal reducing stands 4 with rolls 5, and a sizing stand 6 with rolls 7. There may be more reducing and sizing stands mounted on the bed 1. The reduction and sizing mill is combined with a forming and welding unit comprising a forming stand 8 with rolls 9 and a welding stand 10 with weld rolls 11. In the plane of their axes of rotation, the working surfaces of the rolls 5, 7, 9 and 11 form passes. The passes may be single-radius round (FIG. 2) and single-radius oval (FIG. 3), three-radius (FIG. 4) and two-radius (FIG. 5). The single-radius round pass of the rolls (FIG. 2) is described by a single radius R drawn from the pass center O. The single-radius oval pass (FIG. 3) is described by a single radius R' drawn from the center O' which is displaced in relation to the pass center O along the y-axis by a value . DELTA. . X-axis is one of the pass disjunction. The three-radius pass (FIG. 4) is defined by arcs of three radii described by a radius R. sub. 1 of the apex, drawn from the center O. sub. 1 found on the axis y. sub. 1, a radius R. sub. 3 of the taper, drawn from the center O. sub. 3 found on the axis x, and a conjugate radius R. sub. 2, drawn from the center O. sub. 2 found at the intersection of the radii R. sub. 1 and R. sub. 3 drawn to points of conjugation "a" and "b". The radius R. sub. 1, drawn to the conjugation point "a", is at an angle . alpha. to the y axis. The radius R. sub. 3, drawn to the conjugation point "b", is at an angle . beta. to the x axis. The two-radius pass (FIG. 5) is defined by arcs of two radii, i. e. the apex radius R. sub. 1 ' drawn from the center O. sub. 1 ' found on the minor axis y and the taper radius R. sub. 2 ' drawn from the center O. sub. 2 found on the major axis x. The arcs of the two radii conjugate at point "a'" found on a straight line drawn through the centers O. sub. 1 ' and O. sub. 2 ' at an angle
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