DOCTOR
20240009989 · 2024-01-11
Inventors
Cpc classification
International classification
Abstract
A doctor (20), in particular for printing cylinders and coating systems, includes a doctor edge (21), a doctor body (22), and a curved blade profile (25) which is formed between the doctor edge (21) and the doctor body (22). In order to produce a doctor (20) which reduces the maintenance requirements of a gravure, flexographic, offset and/or digital printing machine and increases the service life of a doctor (20), according to the invention the extension of the curved blade profile (25) from the doctor edge (21) to the doctor body (22) is square or cuboid and/or the extension of the curved blade profile (25) from the doctor edge (21) to the doctor body (22) has at least one turning point (26).
Claims
1. A doctor blade comprising: a doctor blade edge; a doctor blade body; and a curved blade profile which is formed between the doctor blade edge and the doctor blade body, wherein a) the curved blade profile has a square or cuboidal course f(x) from the doctor blade edge to the doctor blade body, and/or b) the curved blade profile has a course f(x), from the doctor blade edge to the doctor blade body, having at least one turning point.
2. A doctor blade according to claim 1, wherein the following applies for the course f(x) of the curved blade profile, from the doctor blade edge to the doctor blade body, of the doctor blade (20) having a thickness s at the doctor blade edge and a thickness t at the doctor blade body:
f=ax.sup.3+bx.sup.2+cx+d, wherein the following applies for the constants a, b, c, d: a) (a and b and c)0, (a or b)>0 and d=st, or b) (a and c)>0, b<0 and d=st.
3. A doctor blade according to claim 2, wherein, for the cuboidal course f(x) of the curved blade profile, the following applies for the constants a, b, and c: 0.000485a0.0021953, 3.33158b4.545127, and 1.468371c25.0128.
4. A doctor blade according to claim 2, wherein for the cuboidal course f(x) of the curved blade profile, the following applies for the constants a, b, and c: 0.00068a0.00158, 3.3321b4.5416, and 10.19478c10.2501.
5. A doctor blade according to claim 2, wherein, for the square course f(x) of the curved blade profile, the following applies for the constants a, b, and c: a=0, 3.335997b4.565214, and 1.457449c25.96338.
6. A doctor blade according to claim 2, wherein, for the square course of the curved blade profile, the following applies for the constants a, b, and c: a=0, 3.33829b4.55603, and 10.017947c10.21459.
7. A doctor blade according to claim 2, wherein the following applies for the thickness s of the doctor blade at the doctor blade edge and the thickness t of the doctor blade at the doctor blade body: 60 ms125 m and 150 mt200 m.
8. A doctor blade according to claim 1, wherein the doctor blade is manufactured from a ground steel strip.
Description
BRIEF DESCRIPTION OF THE DRAWINGS
[0050] In the drawings:
[0051]
[0052]
[0053]
[0054]
[0055]
[0056]
[0057]
[0058]
[0059]
DESCRIPTION OF PREFERRED EMBODIMENTS
[0060] Referring to the drawings,
[0061]
[0062]
[0063] The region limits for the constants a, b, c and d lead, both within the context of the square course and within the context of the cuboidal course of the curved blade profile 25, to the possible courses forming a family of curves, wherein the family of curves is limited by a first curve having the smallest possible values in each case for the constants a, b and c, and a second curve having the largest possible values in each case for the constants a, b and c. The constant d merely brings about a shift of the y-axis portion, and is dependent on the thickness s of the doctor blade 20 at the doctor blade edge 21 thereof, and the thickness t of the doctor blade 20 at the doctor blade body 22 thereof, which can be selected depending on the requirements. In each case, a specific embodiment of the square and cuboidal course of the doctor blade 20 are shown in
[0064] Proceeding herefrom,
[0065] f.sub.2(x) represents the square course f(x) of the curved blade profile 25, for which the following applies: [0066] a=0, b=3.335997, c=1.457449, s=70 m and t=200 m.
[0067]
[0069] Within the context of the preferred embodiment, f.sub.4(x) represents the square course f(x) of the curved blade profile 25, for which the following applies: [0070] a=0, b=3.33829, c=10.017947, s=70 m and t=200 m.
[0071] In a similar manner,
[0073] f.sub.6(x) represents the cuboidal course f(x) of the curved blade profile 25, for which the following applies: [0074] a=0.000485, b=3.33158, c=1.468371, s=70 m and t=200 m.
[0075]
[0077] Within the context of the preferred embodiment, f.sub.8(x) represents the cuboidal course f(x) of the curved blade profile 25, for which the following applies: [0078] a=0.00068, b=3.3321, c=10.19478, s=70 m and t=200 m.
[0079] Within the context of specific embodiments of the present invention, variations of the thickness s of the doctor blade 20 at the doctor blade edge 21 and the thickness t of the doctor blade 20 at the doctor blade body 22 are provided in such a way that 60 ms125 m and 150 mt200 m applies. Proceeding herefrom, curved blade profiles 25 having a square or cuboidal course f(x) result, wherein lengths L.sub.5 of the blade profile 25 between 0.8 mm and 4.9 mm can be specified.
[0080] Finally,
[0081] The region L.sub.62, i.e. the region between the turning point 26 and the doctor blade body 22, has a course f(x), as has been described above in connection with a doctor blade 20, which has a square or cuboidal course f(x). However, the course f(x) is shifted in the positive x-direction by the length of the region L.sub.61. Therefore, at the turning point 26 the doctor blade 20 has a thickness s. In this case, the turning point 26 is located within the front half of the blade profile, as a result of which the following applies: L.sub.61L.sub.62. As a result, a doctor blade 20 having a turning point 26 has a doctor blade edge having a comparatively small thickness s*. Specifically, the following applies for s*: 40 ms*s.
[0082] The course f*(x) in the region L.sub.61 follows a cuboidal shape or a square shape that is open at the bottom. In the case of a cuboidal shape, the course f*(x) can be described generally by:
f*(x)a*x.sup.3+b*x.sup.3+c*x+ts*.
[0083] In this case, the following applies: [0084] a*>a, b*0, 0<c*100, 150 mt200 m and 40 ms*<s. In the case of a shape that is open at the bottom, the course f*(x) can be described generally by: f*(x)a*x.sup.3+b*x.sup.3+c*x+ts*.
[0085] In this case, the following applies: [0086] a*=0, b*<0, 0<c*100, 150 mt200 m and 40 ms*<s.
[0087] While specific embodiments of the invention have been shown and described in detail to illustrate the application of the principles of the invention, it will be understood that the invention may be embodied otherwise without departing from such principles.
REFERENCE CHARACTERS
[0088] 1 intaglio printing press [0089] 2 printing cylinder [0090] 3 dye bath [0091] 4 doctor blade device [0092] 5 doctor blade holder [0093] 6 doctor blade (prior art) [0094] 61 doctor blade (prior art) [0095] 62 doctor blade (prior art) [0096] 7 support doctor blade [0097] 8 impression cylinder [0098] 9 paper web [0099] 10 direction of rotation [0100] 11 doctor blade edge [0101] 12 blade profile [0102] 13 doctor blade body [0103] 14 doctor blade underside [0104] 20 doctor blade [0105] 21 doctor blade edge [0106] 22 doctor blade body [0107] 23 doctor blade upper side [0108] 24 doctor blade underside [0109] 25 blade profile [0110] 26 turning point [0111] a, a* constant [0112] b, b* constant [0113] c, c* constant [0114] d constant [0115] F force direction [0116] s, s* thickness of the doctor blade at the doctor blade edge [0117] t thickness of the doctor blade at the doctor blade body [0118] d.sub.1,2 thickness of the doctor blade in the region of the blade profile [0119] R radius [0120] L.sub.1,2 width of the contact surface [0121] L.sub.3 doctor blade length [0122] L.sub.4 doctor blade width [0123] L.sub.5 length of the blade profile [0124] L.sub.61 region of the blade profile having a right-hand curvature [0125] L.sub.62 region of the blade profile having a left-hand curvature [0126] f(x), f*(x) course of the blade profile