Skip Nav Destination
Article navigation
Volume 2216, Issue 1
1 April 2020
28TH RUSSIAN CONFERENCE ON MATHEMATICAL MODELLING IN NATURAL SCIENCES
02–05 October 2019
Perm, Russia
Research Article| April 01 2020
Natalia Shabrykina
Natalia Shabrykina a)
1
Perm National Research Polytechnic University
, Perm,
Russia
a)Corresponding author: shabrykina@gmail.com
Search for other works by this author on:
This Site
Author & Article Information
a)Corresponding author: shabrykina@gmail.com
AIP Conf. Proc. 2216, 060006 (2020)
-
- Views Icon Views
- Article contents
- Figures & tables
- Video
- Audio
- Supplementary Data
- Peer Review
- Tools Icon Tools
Cite Icon Cite
- Search Site
Citation
Natalia Shabrykina; Mathematical modeling of figure skating jumps. AIP Conf. Proc. 1 April 2020; 2216 (1): 060006. https://doi.org/10.1063/5.0004158
Download citation file:
- Ris (Zotero)
- Reference Manager
- EasyBib
- Bookends
- Mendeley
- Papers
- EndNote
- RefWorks
- BibTex
In this paper the mathematical model of body movement during a figure skating jump is developed. The goal of this project is to investigate how body and hands movements in the takeoff and flight phases of the jump influences jump parameters (angular velocity, number of revolutions in the air). The research studied three phases of the figure skating jump: the preparation, the entrance with the takeoff and the flight. A motion capture system was used to obtain experimental data on hands and body movement.
Topics
Mathematical modeling
REFERENCES
1.
L. Cabell E. Bateman
The Science of Figure Skating
, ed. by J.D. Vescovi J.L. VanHeest
Routledge
,
New York
,
2018
), pp.
20
–
35
.
2.
A. Mazurkiewicz D. Iwańska C. Urbanik
Biomechanics of the Axel Paulsen Figure Skating Jump
,
Pol. J. Sport Tourism
25
,
3
–
9
(
2018
).
3.
K. Schafer N. Brown W. Alt
MISSLE – a New Method to Analyse Performance Parameters of Figure Skating Jumps
”, in
34th International Conference on Biomechanics in Sports
(
Tsukuba, Japan
,
2016
), pp.
101
–
104
.
4.
D.L. King A.S. Arnold S.L. Smith
A kinematic comparison of single, double, and triple axels
,
J. of Appl. Biomechan.
10
(
1
),
51
–
60
(
2016
).
5.
D.L. King
19 Int. Symp. on Biomechan. in Sports, ISBS Proc
. (
San Francisco, United States
,
2001
), pp.
66
–
69
.
6.
D.L. King
Performing triple & quadruple figure skating jumps: implications for training
,
Canad. J. of Exercise Physiol.
30
(
6
),
743
–
753
(
2005
).
7.
K. Knoll F. Hildebrand
Effective Use of Angular Momentum for Rotations about the Longitudinal Axis – Examples of Quadruple Jumps in Figure Skating
”, in
37th Int. Society of Biomechan. in Sport Conf.
,
ISBS Proc. Archive
37
(
1
) (
United States, Oxford, OH
,
2019
), pp.
376
–
379
.
8.
K. Knoll T. Hartel
Biomechanical Conditions for Stabilizing Quadruple Figure Skating Jumps as a Process of Optimization
”, in
23 Int. Symp. on Biomechan. in Sports, ISBS Proc
. (
Beijing, China
,
2005
), pp.
134
–
137
.
9.
T. Kepple
Application of Induced Acceleration Analysis and Computer Simulation in Sports
,
Portuguese J. of Sport Sci.
11
(
3
),
19
–
22
(
2011
).
10.
M. Haguenauer P. Legreneur K.M. Monteil
Influence of Figure Skating Skates on Vertical Jumping Performance
,
J. of Biomechan.
39
,
699
–
707
(
2006
).
11.
M.E. Kho
Bone-on-Bone Forces at the Ankle and Knee in Figure Skaters during Loop Jumps: Clinical Implications (Master of Science thesis
,
University of Waterloo
,
Canada
,
1996
).
12.
K.L. Lockwood J.P. Baudin P.L. Gervais
Kinematic characteristics of impact absorption during landings of multi-revolution jumps in figure skating
,”
13 Int. Symp. on Biomechan. in Sports, ISBS Proc
. (
Thunder Bay, Ontario, Canada
,
1995
), pp.
236
–
239
.
13.
K.L. Lockwood P.L. Gervais D.R. Mccreary
Landing for success: A biomechanical and perceptual analysis of on-ice jumps in figure skating
,
Sport Biomechan.
5
(
2
),
222
–
237
(
2006
).
14.
A.N. Mishin
Biomechanics of Figure Skater’s Movements
(
Fizkultura i sport
,
Moscow
,
1981
),
144
p.
15.
V.I. Vinogradova
Fundamentals of Biomechanics of Jumps in Figure Skating
(
Sovetsky sport
,
Moscow
,
2013
),
216
p.
16.
17.
E.A. Liadova N.S. Shabrykina S.D. Anferov
Mathematical Modeling of Human Movement while Performing Jumps in Figure Skating on the Example of a Tour Jump
,” in
XXVI Russ. School-Conf. for Young Scientists and Students “Mathematical Modeling in Natural Sciences”
,
MMNS Conf. Proc.
(
Perm National Research Polytechnic University
,
Perm, Russia
,
2017
), pp.
48
–
52
.
This content is only available via PDF.
© 2020 Author(s).
2020
Author(s)
You do not currently have access to this content.
Sign in
Don't already have an account? Register
Sign In
You could not be signed in. Please check your credentials and make sure you have an active account and try again.
Reset password
Register
Sign in via your Institution
Sign in via your Institution
Pay-Per-View Access
$40.00
Buy This Article
254 Views
View Metrics
Citing articles via
Google Scholar
Sign up for alerts
- Most Read
- Most Cited
Phytochemical analysis of bioactive compounds in ethanolic extract of Sterculia quadrifida R.Br.
Siswadi Siswadi, Grace Serepina Saragih
Inkjet- and flextrail-printing of silicon polymer-based inks for local passivating contacts
Zohreh Kiaee, Andreas Lösel, et al.
Impact of blockchain technology development on industries in the context of entrepreneurial, marketing and management perspectives worldwide
Ivelina Kulova
