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  • 标题:Posturographic study of the human body vibrations for clinical diagnostics of the spine and joint pathology/Zmogaus kuno virpesiu posturografinis tyrimas stuburo ir sanariu patologijoms diagnozuoti.
  • 作者:Kizilova, N. ; Karpinsky, M. ; Griskevicius, J.
  • 期刊名称:Mechanika
  • 印刷版ISSN:1392-1207
  • 出版年度:2009
  • 期号:November
  • 语种:English
  • 出版社:Kauno Technologijos Universitetas
  • 摘要:Body sway at different stances can be detected in every individual and it is peculiar to normal healthy state. The most accessible and common method of detection of the sway parameters is the measurement of the position of the centre of pressure (COP) using the force platform. Computerized posturography is widely used as a convenient test for the diagnostics of different musculoskeletal, vestibular, nervous, auditory and visual pathology, age-related changes and even the emotional state of an individual [1-5]. The posturographic data can be used for the elaboration of control systems of mobile robots [6].
  • 关键词:Body, Human;Diagnostic equipment (Medical);Human body;Joints;Joints (Anatomy);Medical research;Medicine, Experimental;Posture;Spine;Vibration;Vibration (Physics)

Posturographic study of the human body vibrations for clinical diagnostics of the spine and joint pathology/Zmogaus kuno virpesiu posturografinis tyrimas stuburo ir sanariu patologijoms diagnozuoti.


Kizilova, N. ; Karpinsky, M. ; Griskevicius, J. 等


1. Introduction

Body sway at different stances can be detected in every individual and it is peculiar to normal healthy state. The most accessible and common method of detection of the sway parameters is the measurement of the position of the centre of pressure (COP) using the force platform. Computerized posturography is widely used as a convenient test for the diagnostics of different musculoskeletal, vestibular, nervous, auditory and visual pathology, age-related changes and even the emotional state of an individual [1-5]. The posturographic data can be used for the elaboration of control systems of mobile robots [6].

The variety of posturographic tests has been proposed for early diagnostics of pathology, the state of a patient before and after surgery operations and estimation of the treatment success [7], and as an alternative approach to the vestibular functions assessment. The patient can keep a quiet stance on the stable platform or try to keep the balance on the moving or unstable support. The dynamical curves X(t), Y(t), Z (t) which are the coordinates of the COP of the human body can be obtained during any quiet stance on the force platform. Basing on the measurement data the trajectories Y(X) of the projection of the centre of mass onto the horizontal plane and some other curves can be calculated and analyzed as well as the 3D trajectories Z (X, Y). Usually a quiet two-legged stance is tested. As it was shown in our previous papers the comparative study of the two-legged and one-legged and some other stances can be used for the diagnostics of different pathology [3, 4, 8].

The problem of separation and biomechanical interpretation of different sway patterns and finding out the appropriate diagnostic parameters is important because various sway patterns have been found at different sensory organization and the motor control tests and associated with a variety of organic balance disorders [9]. As it was shown by vast measurements, an increase in the sway amplitude is the main prognostic parameter of different pathology and disorders [9]. In some tests the amplitude increased in sagittal (anterior-posterior direction) or in coronal (medial-lateral direction) planes or/and at special test conditions. For instance, the toxic effect of occupational and environmental neurotoxicants on vestibular, cerebral and spinocerebral functions of the workers and citizens can be revealed by posturographic analysis of the body sway [10]. Computerized dynamic posturography can accurately identify and document nonorganic sway patterns during routine assessment of posture control [11]. The set of adequate tests for revealing real balance disturbance and the suspected "malingerer" individuals has been found [11].

Posturography is also used in the studies of balance control by the nervous and vestibular systems. Sound-evoked activation of the vestibular system and the resulting postural responses lead to increasing of the body sway in the coronal plane at low and middle frequencies and in the closed-eyes condition [12]. It means these frequency ranges are mainly under vestibular control. Visual control of the body position is an important component of the nervous control and the test with open and closed eyes is simple to be carried out.

The symmetry of the body position is an important aspect of the problem. In healthy subjects the COP during the quiet two-legged stance lies along the sagittal axis of the body and can be slightly shifted from one foot towards another during the quiet stance. In patients with spastic hemiparesis the COP is usually shifted toward the unaffected limb and this asymmetry is present also during gait [13]. Thus the quiet stance asymmetry is different in right- and left-sided hemispheric lesions, and the changes are correlated with the degree of the stance asymmetry. Nevertheless patients with marked compensated scoliosis can exhibit high-level symmetry of the COP position, so the problem of separation of the healthy individuals and subjects with spine disorders remains topical.

In the present paper the postural balance of the healthy volunteers and the patients with some spine and joint pathology has been studied by posturographic examination of their 2-legged and 1-legged quiet standing with opened and closed eyes.

2. Materials and methods

Measurements were carried out in the Laboratory of Biomechanics M.I. Sytenko Institute of Spine and Joints Pathology (Kharkov, Ukraine). 30 young healthy volunteers without nervous or musculoskeletal disorders were examined as a control group (13 men, 17 women; mean [+ or -] SD: age = 26 [+ or -] 3, height = 172 [+ or -] 8 cm, and body weight = = 75.3 [+ or -] 14.4 kg). A group of patients with osteochondrosis (15 men and 15 women; age = 54 [+ or -] 24, height = 170 [+ or -] [+ or -] 8 cm, and body weight = 78.2 [+ or -] 12.3 kg) and with coxarthrosis (12 men and 18 women; age = 57 [+ or -] 23, height = = 169 [+ or -] 9 cm, and body weight = 77.34 [+ or -] 14.3 kg). That groups were chosen because of the topical clinical problem of separation of the spine and joint pathologies which are often combined. The four reaction forces [F.sub.1l], [F.sub.2l], [F.sub.1r], [F.sub.2r] (Fig. 1) were measured by force platform (Statograph-M05/28), where [F.sub.1l] + [F.sub.2l] + [F.sub.1r] + [F.sub.2r] is body weight. Each individual performed a series of tests including 30-s quiet comfortable two-legged standing with open eyes and arms pressed to the sides of the body, then 30-s two-legged standing with body weight shifted onto the right and then onto the left leg. Then the person was asked to make a step forward off the platform with his/her right leg, then come back onto the platform and repeat the step with his/her left leg. The corresponding trajectory Y (X) of the COP of the body motion was registered by the force platform [4, 8]. The sets of tests are used in the laboratory of biomechanics in everyday clinical practice in diagnostics of the patients with different musculoskeletal disorders in M. I. Sytenko Institute of Spine and Joints Pathology. After the 10 minutes rest a patient was asked to repeat the same tests with closed eyes. Similar tests have been examined for the healthy volunteers in the morning and after their working day [4]. The obtained curves are subject to some variability, but possess the same general patterns which have been revealed by statistical analysis of the data measured for the same groups during a week.

[FIGURE 1 OMITTED]

The lengths of the body segments have been measured for each individual to be able to use a mathematical model of the human body as an inverted multilink pendulum developed in [3]. The mass, moments of inertia and position of the centre of mass of each segment have been then determined using the statistical anthropometric data [14, 15]. The body weight and the lengths of the legs were found to be important determinants of the human body motion [16].

3. Results and discussions

The calculated time series (X(t),Y(t)) have been amplified and the low (f < 0.01 Hz) and high (f > 10 Hz) frequency components have been subtracted using the 6th order Butterworth filter. The first two-second portions of the data series have been deleted for diminishing the numerical errors [11]. The examples of the trajectories Y(X) are presented in Fig. 2.

Normal position of the COP during the 2--legged stance is placed close to the Y-axis. When the body weight is shifted, the COP moves toward the bearing leg (Fig. 2, a), while some unusual locations of the COP have also been detected for the young healthy patients [3, 4, 11]. When a healthy person makes a step off from the platform, three different parts can be distinguished on the trajectory. First of all, the body is gradually shifted in the posterior direction for producing some initial acceleration, which can be revealed on the small loop in the initial part of the trajectory (Fig. 2, b). When a visual control is accessible and the person can estimate the distance to be stepped over, the initial loop is quite small. Then the COP moves towards the bearing leg and the trajectory is close to the straight line. The third part of the trajectory is in anterior direction and shows the body motion straight ahead.

Some results of the tests for the patients with osteochondrosis and coxarthrosis are presented in Fig. 3 and Fig. 4. The patients with osteochondrosis exhibit bigger sway amplitudes. The maximal and minimal values of Y(X) are estimated for each test and the sway amplitudes in the coronal ([Ampl.sub.X]) and sagittal ([Ampl.sub.Y]) planes have been calculated as

[Ampl.sub.X] = max[{X(t)}.sub.t] - min[{X(t)}.sub.t]

[Ampl.sub.y] = max[{Y(t)}.sub.t] - min[{Y(t)}.sub.t]

The rectangles in Figs. 3, a and 4, a correspond to the maximal and minimal valued of the coordinates during the test. The sway amplitude can be calculated as Ampl = [square root of [Ampl.sup.2.sub.X] + [Ampl.sup.2.sub.y] and determined by the diagonal of the corresponding rectangle. As it was revealed by analysis of the measurement data, the angles formed by the segment connecting the centers of the rectangles and the Y--axis can be used for the diagnostics of spine and joint pathology. The diagonal displacement of the centers of the three rectangles ([[phi].sub.l] < [pi]/2, [[phi].sub.r] > [pi]/2) is proper to the patients with coxarthrosis (Fig. 4, a). The patients with osteochondrosis exhibit displacement of the COP in the posterior direction while they shift their body weight onto one of the legs ([[phi].sub.l,r] < [pi]/2) (Fig. 3, a).

Step off the platform is started with a significant displacement of the COP in the posterior direction when the body possesses some initial acceleration (segments [OA.sub.l], [OA.sub.r] in Fig. 3, b). The second stage of the step is characterized by prominent motion in the anterior-lateral direction (segments [A.sub.l][B.sub.l], [A.sub.r][B.sub.r]) followed by a rapid displacement into the posterior-lateral direction (segments [B.sub.l][B.sub.l], [B.sub.r][C.sub.r]). As a result the segments [A.sub.l], [B.sub.l,r], [C.sub.l,r] are convex in patients with osteochondrosis while it is straight in the healthy subjects (Fig. 2, b). Apparently the body acceleration achieved during the first stage (segments [OA.sub.l,r]) is too big and the body moves past the target direction AC, so the control mechanisms correct the mistake changing the motion from the anterior-lateral to the posterior-lateral direction. Patients with joint pathology can exhibit normal trajectory when they step off standing on the healthy lower extremity (curve 2 in Fig. 4, b). When a patient transfers the body weight onto his injured extremity the trajectory is complex and possesses some loops, concave and convex segments (curve 1 in Fig. 4, b).

[FIGURE 2 OMITTED]

[FIGURE 3 OMITTED]

The averaged values of the sway amplitudes in the anterior-posterior and medial-lateral directions are presented in Table. Standard sway amplitude is Ampl = 0-20 mm and it can be significantly bigger for the patients with spine and joint problems. The healthy patients exhibit the following pressure distribution: [R.sub.1l,1r] = 15-25 %, [R.sub.2l,2r] = 25-35 % of the body weight. As one can see the sway in the sagittal plane is bigger than in the coronal plane for both healthy individuals and patients. When the support of one of the two legs decreases, the sway increases in both planes. The sway asymmetry ([K.sub.X/Y] < 1 or [K.sub.X/Y] > 1) is proper to all the individuals and is affected by the joint pathology and may be changed significantly for the patients with coxarthrosis.

[FIGURE 4 OMITTED]

The pathological joint exhibits some special sway patterns and bigger sway amplitudes when the body weight is born by the injured leg. One can conclude the obtained regularities are connected with pathologies of the musculoskeletal system only, because all the volunteers had neither visual nor nervous disorders.

4. Conclusions

Basing on the analysis of the measurement data the following conclusions can be made:

1. The sway amplitudes of patients with spine and joint pathology are bigger in both anterior-posterior and mediolateral directions. Sway amplitude is an excellent parameter for early diagnostics of the balance problems.

2. Sway amplitudes are higher when the body weight is transferred to one of the legs and increase significantly during the 1--legged stance. Visual control is an important determinant of the postural balance for all the studied groups of volunteers. Sway amplitudes increase in 2-3 times when the same test is performed with closed eyes.

3. Body oscillation parameters, position of the centre of mass of the body and trajectories of the step off the platform is a potential assessment tool for differential diagnostics of the spine and joint pathology.

5. Acknowledgments

This research was partially supported by the grant for Lithuania-Ukraine scientific and technological cooperation joint project for 2009-2010.

Received August 17, 2009 Accepted November 26, 2009

References

[1.] Baloh, R.W., Jacobson, K.M., Beykirch, K., Honriuba, V. Static and dynamic posturography in patients with vestibular and cerebellar lesions.--Archive Neurology, 1998, v.55, p.649-654.

[2.] Galeazzi, G.A., Monzani, D., Gherpelli, Ch. et al. Posturographic stabilisation of healthy subjects exposed to full-length mirror image is inversely related to body-image preoccupations.--Neuroscience Letters, 2006, v.410, p.71-75.

[3.] Karpinsky, M., Kizilova, N. Computerized posturograhy for data analysis and mathematical modelling of postural sway during different two-legged and one-legged human stance.--Journal of Vibroengineering, 2007, v.9, Issue 3, p.118-124.

[4.] Karpinsky, M., Kizilova, N. Computer-aided registration and analysis of stabilograms basing on the mathematical model of the human body as a multilink system.--Applied Radioelectronics, 2007, v.6, Issue 1, p.10-18 (in Russian).

[5.] Norr, M.E., Forrez, G. Posture testing (posturography) in the diagnosis of peripheral vestibular pathology.--Archive Otorhinolaryngology, 1986, v.243, p.186-189.

[6.] Nitulescu, M., Stoian, V. Modelling and control aspects of specific mobile robot.--Mechanika.--Kaunas: Technologija, 2008. Nr.1(69), p.54-58.

[7.] Molony, N.C., Marias, J. Balance after stapedectomy: the measurement of spontaneous sway by posturography. -Clinical Otolaryngology, 1996, v.21. Issue 4, p.353-356.

[8.] Kizilova, N. Control and stability of the complex inverted pendulum models in application to postural sway analysis of the vertical human stance. -Proceedings of the 79th Annual meeting of the International Association of Applied Mathematics and Mechanics, Bremen, 2008, p.131.

[9.] Latash, M.L., Zatsiorsky, V.M. (eds). Classics in Movement Sciences.--Human Kineticsio--Urbana, IL, 2001.-452p.

[10.] Yokohama, K., Araki, Sh., Nishikitani, M., Sato, H. Computerized posturography with sway frequency analysis: Application in occupational and environmental health. -Industrial Health, 2002, v.40, p.14-22.

[11.] Goebel, J.A., Sataloff, R.I., Hanson, J.M. et al. Posturographic evidence of nonorganic sway patterns in normal subjects, patients, and suspected malingerers. -Otolaryngology Head Neck Surgery, 1997, v.117(4), p.293-302.

[12.] Alessandrini, M., Lanciani, R., Bruno, E., Napolitano, B., Di Girolamo, S. Posturography frequency analysis of sound-evoked body sways in normal subjects. -European Archives of Otorhinolaryngology, 2006, v.263(3), p.248-252.

[13.] Obraztsov, I.V. (ed.). Strength Problems in Biomechanics. -Moscow: Vysshaja shkola, 1988.-310p. (in Russian).

[14.] Godi M., Grasso M., Guglielmetti S., et al Changes of balance and gait in spastic hemiparesis are correlated with asymmetry of quiet stance. -Abstracts of the 2007 SIAMOC congress 'Gait & Posture', GAIPOS 2534, 2008, p.6.

[15.] Zatsiorsky, V.M., Selujanov, V.N., Chugunova, L.G. Methods of determining mass-inertial characteristics of human body segments. -In: Contemporary Problems of Biomechanics. Chernyi G.G., Regirer S.A. (eds), Moscow: Mir Publishers, 2000, p.272-291 (in Russian).

[16.] Cizauskas, G., Palionis, A., Eidukynas, V. Swinging leg influence on long jump.--Mechanika.--Kaunas: Te chnologija, 2006, Nr.4(60), p.50-53.

N. Kizilova, M. Karpinsky, J. Griskevicius, K. Daunoraviciene

N. Kizilova *, M. Karpinsky **, J. Griskevicius ***, K. Daunoraviciene ****

* Kharkov National University, Svobody Sq., 4, 61077 Kharkov, Ukraine, E-mail: n.kizilova@gmail.com

** M.I.Sytenko Institute of Spine and Joints Pathology, 61024 Kharkov, Pushkinskaja 80, E-mail: medicine@online.kharkov.ua

*** Vilnius Gediminas Technical University, J.Basanaviciaus str. 28, 1001a, 03224 Vilnius, Lithuania, E-mail: julius.griskevicius@vgtu.lt

**** Vilnius Gediminas Technical University, J.Basanaviciaus str. 28, 1001a, 03224 Vilnius, Lithuania, E-mail: kristina.daunoraviciene@vgtu.lt
Table

Data-averaged values of AmplX and AmplY for different tests
and three groups of volunteers

                                    Open eyes

                                     Test1

Healthy individuals   [Ampl.sub.X]      9 [+ or -] 5.5
                      [Ampl.sub.y]   10.8 [+ or -] 5.3
                      [K.sub.X/Y]    0.77 [+ or -] 0.44

Patients with         [Ampl.sub.X]   10.2 [+ or -] 5.8
osteochondrosis       [Ampl.sub.y]   11.9 [+ or -] 5.9
                      [K.sub.X/Y]    0.89 [+ or -] 0.54

Patients with         [Ampl.sub.X]   15.4 [+ or -] 5.8
coxarthrosis          [Ampl.sub.y]   18.3 [+ or -] 6.6
                      [K.sub.X/Y]    0.98 [+ or -] 0.54

                                     Open eyes

                                     Test2

Healthy individuals   [Ampl.sub.X]   12.3 [+ or -] 9.3
                      [Ampl.sub.y]   10.8 [+ or -] 3.8
                      [K.sub.X/Y]     1.2 [+ or -] 0.88

Patients with         [Ampl.sub.X]   14.2 [+ or -] 10.2
osteochondrosis       [Ampl.sub.y]   11.8 [+ or -] 4.2
                      [K.sub.X/Y]     1.3 [+ or -] 0.92

Patients with         [Ampl.sub.X]   17.2 [+ or -] 8.9
coxarthrosis          [Ampl.sub.y]   19.2 [+ or -] 9.7
                      [K.sub.X/Y]     1.4 [+ or -] 0.76

                                     Open eyes

                                     Test3

Healthy individuals   [Ampl.sub.X]   11.3 [+ or -] 6.8
                      [Ampl.sub.y]   15.5 [+ or -] 9.5
                      [K.sub.X/Y]    1.21 [+ or -] 0.95

Patients with         [Ampl.sub.X]   13.8 [+ or -] 8.9
osteochondrosis       [Ampl.sub.y]   16.4 [+ or -] 10.2
                      [K.sub.X/Y]    1.32 [+ or -] 0.98

Patients with         [Ampl.sub.X]   19.2 [+ or -] 10.2
coxarthrosis          [Ampl.sub.y]   21.3 [+ or -] 9.9
                      [K.sub.X/Y]     1.4 [+ or -] 0.93

                                     Open eyes

                                     Test4

Healthy individuals   [Ampl.sub.X]   41.3 [+ or -] 21.7
                      [Ampl.sub.y]   22.3 [+ or -] 8.8
                      [K.sub.X/Y]     2.3 [+ or -] 1.1

Patients with         [Ampl.sub.X]   52.8 [+ or -] 23.3
osteochondrosis       [Ampl.sub.y]   33.4 [+ or -] 9.5
                      [K.sub.X/Y]     2.6 [+ or -] 1.7

Patients with         [Ampl.sub.X]   56.4 [+ or -] 22.8
coxarthrosis          [Ampl.sub.y]   35.1 [+ or -] 9.2
                      [K.sub.X/Y]     3.2 [+ or -] 1.8

                                     Open eyes

                                     Test5

Healthy individuals   [Ampl.sub.X]   56.5 [+ or -] 21
                      [Ampl.sub.y]     31 [+ or -] 20
                      [K.sub.X/Y]     2.5 [+ or -] 1.35

Patients with         [Ampl.sub.X]   59.8 [+ or -] 25.4
osteochondrosis       [Ampl.sub.y]   39.8 [+ or -] 16
                      [K.sub.X/Y]     2.7 [+ or -] 1.2

Patients with         [Ampl.sub.X]   67.7 [+ or -] 21.2
coxarthrosis          [Ampl.sub.y]     39 [+ or -] 21.1
                      [K.sub.X/Y]     3.4 [+ or -] 1.9

                                     Cosed eyes

                                     Test1

Healthy individuals   [Ampl.sub.X]   10.3 [+ or -] 6.8
                      [Ampl.sub.y]   11.8 [+ or -] 6.3
                      [K.sub.X/Y]    0.91 [+ or -] 0.63

Patients with         [Ampl.sub.X]   13.1 [+ or -] 7.9
osteochondrosis       [Ampl.sub.y]   14.7 [+ or -] 8.9
                      [K.sub.X/Y]     1.1 [+ or -] 0.52

Patients with         [Ampl.sub.X]   16.2 [+ or -] 6.6
coxarthrosis          [Ampl.sub.y]   21.1 [+ or -] 10.2
                      [K.sub.X/Y]     1.2 [+ or -] 0.98

                                     Cosed eyes

                                     Test2

Healthy individuals   [Ampl.sub.X]   14.8 [+ or -] 9.8
                      [Ampl.sub.y]   15.8 [+ or -] 7.3
                      [K.sub.X/Y]    1.35 [+ or -] 0.9

Patients with         [Ampl.sub.X]   15.2 [+ or -] 8.6
osteochondrosis       [Ampl.sub.y]   14.9 [+ or -] 9.3
                      [K.sub.X/Y]    1.3 [+ or -] 0.67

Patients with         [Ampl.sub.X]   19.8 [+ or -] 9.1
coxarthrosis          [Ampl.sub.y]   20.8 [+ or -] 9.4
                      [K.sub.X/Y]    1.7 [+ or -] 0.89

                                     Cosed eyes

                                     Test3

Healthy individuals   [Ampl.sub.X]     15 [+ or -] 8.5
                      [Ampl.sub.y]   16.3 [+ or -] 6.8
                      [K.sub.X/Y]    1.29 [+ or -] 0.75

Patients with         [Ampl.sub.X]   16.1 [+ or -] 8.8
osteochondrosis       [Ampl.sub.y]   15.3 [+ or -] 9.6
                      [K.sub.X/Y]    1.36 [+ or -] 0.84

Patients with         [Ampl.sub.X]   19.4 [+ or -] 8.9
coxarthrosis          [Ampl.sub.y]   21.2 [+ or -] 10.2
                      [K.sub.X/Y]     1.8 [+ or -] 0.92

                                     Cosed eyes

                                     Test4

Healthy individuals   [Ampl.sub.X]   55.8 [+ or -] 27.3
                      [Ampl.sub.y]   35.2 [+ or -] 18.9
                      [K.sub.X/Y]     2.7 [+ or -] 1.3

Patients with         [Ampl.sub.X]   67.7 [+ or -] 21.5
osteochondrosis       [Ampl.sub.y]   41.2 [+ or -] 17.5
                      [K.sub.X/Y]     3.1 [+ or -] 1.5

Patients with         [Ampl.sub.X]   59.4 [+ or -] 29.2
coxarthrosis          [Ampl.sub.y]   60.2 [+ or -] 28.4
                      [K.sub.X/Y]     2.2 [+ or -] 1.2

                                     Cosed eyes

                                     Test5

Healthy individuals   [Ampl.sub.X]   64.4 [+ or -] 22.3
                      [Ampl.sub.y]   43.6 [+ or -] 20.8
                      [K.sub.X/Y]     2.9 [+ or -] 1.6

Patients with         [Ampl.sub.X]   69.5 [+ or -] 20.8
osteochondrosis       [Ampl.sub.y]   43.3 [+ or -] 19.2
                      [K.sub.X/Y]     3.3 [+ or -] 1.9

Patients with         [Ampl.sub.X]   69.6 [+ or -] 22.4
coxarthrosis          [Ampl.sub.y]   68.4 [+ or -] 21.9
                      [K.sub.X/Y]     2.3 [+ or -] 0.9
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