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PLYOMETRIC EXERCISES EMPHASIZING POTENTIATION OF THE STRETCH REFLEX ... isometric-type muscle action which invokes the stretch reflex in muscle.
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2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
T
C
2012 - CVASPS
N
ATALIA
V
ERKHOSHANSKY
1.1. F
D
J
S
M
article
New method of the strength preparation of jumpers
” (the bulletin
“Collection of scientific works of the Central researches institute of physical culture”,
page 23-28) 1961
Triple Jump
”. Moscow. Fiskultura i Sport
–article “
Novelty in the strength preparation of jumpers
” (Track and Field
Magazine, n 7). 1967
Are the Depth Jumps useful
?” (Track and Field Magazine, n 12)
The dynamic structure of complex motor actions
” (Theory and Practice of
Physical Culture, n.9) 1968
The Shock-method of the development of “explosive strength
” (Theory
and Practice of Physical Culture, n.8)
Some particularities of the human working movements
” (Theory and
Practice of Physical Culture, n.12). 1986
article “
The influence of
Shock method on the electro-miographic parameters
of maximal explosive effort
” (Theory and Practice of Physical Culture, n.12, with
N.Masalgin, L.Golovina, A.Naraliev)).
2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
1.1. F
D
J
S
M
Dr.
Michael Yessis,
a professor emeritus in biomechanics and kinesiology and
president of Sports Training Inc
and the foremost expert on Russian training
methods
has translated and published Russian training articles in the Fitness and
methods,
has translated and published Russian training articles in the Fitness and
Sports Review International for over 29 years. Having earned a Ph.D. at the Universityof Southern California , he travelled to Russia to meet
Dr. Yuri Verkoshansky and to
learn the training techniques from the masters themselves
2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
1.2. F
S
M
P
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
2012 - CVASPS
1.3. T
P
2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
-^ DEPTH EXAMINATION OF THE
2.1. K
is an isolated event in which two or more moving bodies (colliding bodies) exert forces on each other for a relatively
short time. Collision could occur also berween the moving and unmoving bodies. An example is the foot with the underlyingsubstrate forces during jumping and running:
ground reaction forces
are generated during amortisation phases.
Collisions involve forces
because there is a change in the velocity of the moving bodies
All collisions conserve momentum
What
Collisions involve forces, because there is a change in the velocity of the moving bodies. All collisions conserve momentum. Whatdistinguishes different types of collisions is whether they also conserve
kinetic energy
(
E = mv²
). Collisions can either be
elastic,
meaning they conserve both momentum and kinetic energy, or inelastic, meaning they conserve momentum but not kineticenergy
Elastic collision is defined as one in which there is no loss of kinetic energy in the collision.
h
Jump
Fall height
(h
)^
Impact
h
E = m hg²
E restitution
Jumpheight(H)
I = Ft
Amortization
phase
Pushing phase
coefficient =
√
h/H
E conserving
2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
-^ DEPTH EXAMINATION OF THE
2.1. K
Fast shortening of the
l^
idl
h d
Fast shortening of the
ll^
d
l
Fast shortening of the muscles,
idl
t^
t h d d
i
muscles, rapidly stretched under the body weight during
the preceding countermovement
isometrically contracted muscles,formerly lengthened and stretched
under the weight of body
rapidly stretched during amortisation phase under the sharp impact of the falling body’s
force
Vertical jump without
countermovement
Vertical jump with
Vertical Jump after landing from
countermovement
Vertical jump withcountermovement
Vertical Jump after landing froma drop height of 50 cm(
20in.)
Isometric-miometric
regime
Pliometric-miometric
regime
“Shock” regime
2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
-^ DEPTH EXAMINATION OF THE
2.1. K
Voluntary dynamiccountermovement
Isometric tension equal
to the weight
Realx
Involuntary repetnine tension provokrd by
the impact with falling weight
Fast push-up of the bl
k d
i^
ht
ith
t^
Fast push-up of the non
Fast push-up of the non
Fast push-up of the falling
bl
ocked weight withoutcounter-movement
p^
p
blocked weight without
counter-movement
p^
p
blocked weight withcounter-movement
p^
p^
g
weight with counter-
movement
h=0.80 m
Miometric regime
Isometric-
miometric regime
Pliometric-miometric
regime
“Shock” regime
2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
-^ DEPTH EXAMINATION OF THE
2.1. K
- “Shock” regime
3 - Pliometric-miometric regime
Shock
regime
2 - Isometric-miometric regime
1 - Miometric regime
The curves of the weight acceleration during the pushing up of the weight equal
to the 60% of maximal executed in 4 different initial conditions (functionalstates) of muscles 2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
-^ DEPTH EXAMINATION OF THE
2.1. K
Before and after the training stage, during the UDS tests, the electrical activity of the
quadriceps femoris
was
registered.
The electromyograms were analyzed using the methods of R.S.Person (“Applying electromyography
in the researches on man”, 1969), which allowed him to evaluate:
the level of motor unit recruitment (a measure of how many motor neurons areactivated in a particular muscle, and therefore a measure of how many muscle fibersof that muscle are activated),
-^
the frequency with which the muscle fibers are stimulated by their innervating axon,k
th
t^
it fi i
t^
Electromyography
known as
th
e motor unit firing rate
the level of motor units synchronisation (related to the rate of force developmentduring rapid contractions)
40%35%30% 25%
34%
6%
26%
14%
20%15%10%5%
6%
0%
E MG dis pers ion (level of m otor unitesrecruitm ent a nd them otor unites firing
Middle leng th ofE MG a m plitude (level of m otor unites
s ynchronis a tion)
J - E xplos ive
s treng th
P o - Ma xim a l
s treng th
m otor unites firing
ra te)
s ynchronis a tion)
2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
-^ DEPTH EXAMINATION OF THE
2.1. K
What is more important: the mass of falling weight or the heightfrom which it falls?
from which it falls?
2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
-^ DEPTH EXAMINATION OF THE
2.2. T
The group of 36 high level Track-and-Field athletes (sprinters, jumpers and throwers) carried out
a
seies of 8 Depth jumps. The drop height was gradually increased by 20cm., from jump to jump, from
2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS
-^ DEPTH EXAMINATION OF THE
2.2. T
(s)
max(kg)
1 55
( kg m/s
)
Conclusions:
0.26 0.
450 400
1 ,
380
on increasing Explosivestrength and reactiveability,
Depth jumps
0.
350
1,
360
should be executed with adrop height of about
m or
2.5 ft.
i^
i^
i^
l
0.
300 250
1,
340
h
(cm)
on increasing maximalstrength (F max)expressed in the take-offmovement, the Depthjump should be executed
h
(cm)
15
35
55
75
95
115
135
155
jump
should be executed
with the drop height of1.10 m or
3.5 ft.
The maximal values of power output (N), coefficient of reactivity (R) and the minimal
d^
t^
t ti
(T)
h d i
th
D
th j
t^
d f
th
h i
ht
f
ground contact time (T) were reached in the Depth jumps executed from the height of75 cm. The maximal level of force effort (Fmax) was reached in the depth jumpexecuted from the height of 95-115 cm. 2012 - CVASPS
NATALIA VERKHOSHANSKY - SHOCK METHOD AND PLYOMETRICS