Research Of Trajectory Design Error Of Coil Piling Of Geodesic Winding Page 5
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6RESEARCH OF TRAJECTORY DESIGN ERROR OF COIL PILING OF GEODESIC WINDING
149
Moscow: Moscow Aviation Institute Vyp.3.-p. 103-
The data of figures 5 and 8, for the bodies of
106.
the conical and cylindrical shape are identical, they
3. Parnyakov A.F. 1969.: With constructing a dense
prove our theoretical assumptions and give
geodetic frames: Author. diss. Candidate. Tech.
numerical error meanings of the finite element
Science. -M.
model of the trajectory of laying RM. General
4. Orlov M.V. 1970.: Determination of the surface
view of the relationships suggests that the error of
additional technological compartment serving for
the finite element model does not depend on the
continuous winding along a geodesic // Proceedings of
the MAI. Moscow, NO. 205. - p. 51-52.
shape of the simulated body. In addition, the nature
5. Orlov M.V. 1972.: Some questions forming multilayer
of the dependences obtained suggests that a further
shells geodetic // Author. Diss. . Candidate. Tech.
decrease in the angle between the normals FE
Science. Moscow, p.17
would
increase
processing
power
without
6. Dobrovolsky A.K., Kostrov V.I. 1970.: A note on the
significantly increasing the accuracy of the model.
calculation of the characteristics of the geodesic
winding fiberglass shells of revolution // Mechanics of
Polymers. - № 6. - p. 934-936.
CONCLUSIONS
7. Evgenov G.B., Morozova
V.M., A. Petukhov,
Struve D. 1971.: Programming winding glass fiber
membranes such as bodies of five-axis machine tool
Based on the experiment it is suggested
rotation on the cpu / / Production-tech. Experience. №
regardless the form of the product for partitioning
6.-p. 13-16.
the criterion for FE (in the Ansys) on surfaces of
8. Morozov V., Evgeny G.B. 1973.: The method of
any bodies - the angle between any two adjacent
calculation programs of winding products with
^
different axial holes // Production-Tech. Experience. №
elements of the partition:
, where
(
N
;
N
)
4
1
2
11.p. 62-64.
9. Pidgayny M. Morozov, V.A Dudko 1967.: Method
- normal corresponding elements.
N
,
N
1
2
for calculating the characteristics of geodesic winding
Let two adjacent finite elements ABC and
shells rotating bodies // Mechanics of polymers. - № 6.
DBC be presented by the points A (x
, y
, z
), B
p. 1096-1104.
1
1
1
10. Chikildin J.J, Alpatov Y.M, Shukshunov V.E. 1968.:
(x
, y
, z
), C (x
, y
, z
), D (x
, y
, z
), then:
2
2
2
3
3
3
4
4
4
Algorithm for optimal placement during winding glass
fiber products for products with controlled //
E
E
K
K
F
F
1
2
1
2
1
2
,
(8)
arccos(
)
4
Proceedings
novocherkas.
Polytech,
inst.
2
2
2
2
2
2
E
K
F
*
E
K
F
Ordzhonikidze. Novocherkassk. t. 182. p. 59-63.
1
1
1
2
2
2
11. Zborzhevsky V.I, SvitycH A.I., V.M. Mazur,
Where are
calculated on
E
,
E
,
K
,
K
,
F
,
F
Bilenko L.D. 1977.: On the calculation of the orbital
1
2
1
2
1
2
parameters of winding rotating bodies of arbitrary
formulas:
shape on the curve is the deviation // Production-tech.
E
(
y
y
)
( *
z
z
)
(
y
y
)
( *
z
z
)
1
2
1
3
1
3
1
2
1
Experience. № 1. p. 10-11
K
(
x
x
)
( *
z
z
)
(
x
x
)
( *
z
z
)
12. Grechishkin V.A. 1967.: Methods Of spiral wound
1
3
1
2
1
2
1
3
1
and their advantages // Aviation Industry. - Appendix
F
(
x
x
)
( *
y
y
)
(
x
x
)
( *
y
y
)
1
2
1
3
1
3
1
2
1
№ 2, 3. p. 64-67.
E
(
y
y
)
( *
z
z
)
(
y
y
)
( *
z
z
)
2
2
1
4
1
4
1
2
1
13. Kotov I.I. 1971.: Applied Geometry and automated
K
(
x
x
)
( *
z
z
)
(
x
x
)
( *
z
z
)
playback surfaces // Cybernetics And Applied Graphics
2
4
1
2
1
2
1
4
1
Geometry Of Surfaces: Cb.Tr. - Moscow: Publishing
F
(
x
x
)
( *
y
y
)
(
x
x
)
( *
y
y
)
2
2
1
4
1
4
1
2
1
house of the Moscow Aviation Institute, Vol. 8. p.3-5
With this partitioning it is possible to
14. Kotov I.I. 1977.: Algorithms for computer graphics / I.
simulate geodesic RM wind laying with accuracy
Kotov,
V.S.,
Whip
Snakes,
L.
Shirokov.
–
sufficient for practical implementation of the
Mashinostroenie, p. 231.
winding process.
15. N.N. Ryzhov 1967.: Frame set theory and design of
surfaces // Proc. UDN. - V.26. Mathematics. - VYP.3.-
P.128-138.
16. Ryzhov N.N. 1971.: The determinant of the surface
REFERENCES
and its application // Proc. UDN.-T.53. Applied
Geometriya.-VYP.5., p.3-16.
1. Parnyakov A.F. 1969.: Geometric problems in
17. Ausheev T.V. 2006.: Methods For three-dimensional
manufacturing
technology surfaces
by coils
//
modeling and control of manufacturing processes of
Cybernetics and applied graphics geometry of surfaces:
parts made of composite materials means of winding:
SAT. Scientific. MP. Moscow: Moscow Aviation
avtor.dis. Dr. Phys. Math. Science 05/01/01 [Buryat
Institute. VYP.Z. p. 18-21.
scientific ] - Ulan-Ude.
2. Parnyakov A.F. 1969.: Building Dense Geodetic
18. Mcclear anderson composite designer [Electronic
framework
for
coaxial
compartments
combined
resource].
-
Mode
of
access:
surfaces of revolution // cybernetics and applied
graphics geometry of surfaces: sat. scientific. MP.
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