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3+ 4/2002 - Společnost pro pojivové tkáně

3+ 4/2002 - Společnost pro pojivové tkáně

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Materials and methods: The paper is<br />

based on many years of ongoing experience<br />

with bracing.The authors use the Cheneaubrace<br />

(CH-B) from 1991 and a new developed<br />

dynamic corrective spinal brace<br />

(DCSB) according to Černý (Patent No. 281<br />

800 CZ) from 1996.The evaluation of effectiveness<br />

ap<strong>pro</strong>ximately 100 children) is<br />

a subject of our other communications.The<br />

presentation shows a manner of determination<br />

the spinal curve correction under<br />

brace force effect for concrete child patient<br />

and stress state at vertebrates and fibrous<br />

tissues.The first part of simulation <strong>pro</strong>gram<br />

calculates the coordinates of spinal curve<br />

according to parameters measured with<br />

help X-ray.The second part calculated for all<br />

intervertebral discs moments of inertia.The<br />

third part solves spinal deformation and<br />

stress state. It is used follow presumption.<br />

The vertebral body is stiff and has no deformation.<br />

The intervertebral disc and ligaments<br />

are elastic and the nucleus pulposus<br />

is liquid.The spine is solved as an elastic and<br />

stiff beam on an elastic grunt (soft tissue)<br />

with help finite element method.<br />

Results: The computer simulation <strong>pro</strong>gram<br />

calculates at each time period the<br />

stress state at spine and it judges on permanent<br />

spine curve correction. There is<br />

searched the dependence of activation and<br />

velocity of the spinal curve remodeling on<br />

stress state for many patients.<br />

Conclusion: Simulation <strong>pro</strong>gram<br />

makes possible to design an optimal shape<br />

of orthosis, and predict the treatment<br />

course and a final form of spinal curve.<br />

Acknowledgements These results have<br />

been supported by the grant of Czech<br />

Grant agency No. 106/00/0006.<br />

COMPUTER CONTROL OF BONE<br />

DEFORMITIES TREATMENT BY LIMB<br />

ORTHOSES<br />

J. Čulík, I. Mařík, P. Černý, P. Zubina, D. Zemková<br />

Czech Technical University of Prague, Faculty of Civil<br />

Engineering, Dept. of Structural Mechanics,<br />

Thákurova 7, 166 29 Prague, Czech Republic<br />

Introduction: In childhood the valgus<br />

and varus deformities of the knee are<br />

known. Genu valgum in infancy (about 3<br />

years) is often jointed with overweight, no<br />

epiphyseal abnormalities are <strong>pro</strong>ved and<br />

the knock-knee usually corrects spontaneously<br />

by the age of 6 or 7 years. Genu<br />

valgum in adolescence does not correct<br />

spontaneously and stapling of the inner<br />

side of the epiphyses of the tibia or femur<br />

or both is indicated. Also an osteomalatia<br />

should be excluded and treated. On the<br />

other hand, developmental genu varum is<br />

observed at 18 months of age and spontaneous<br />

correction is likely to occur by the<br />

time the child is 4 or 5 years old. Mild forms<br />

of rickets (tibia vara and some causes of disturbance<br />

of epiphyseal growth) should be<br />

excluded and treated.<br />

There is a possibility to treat a significant<br />

(severe) valgus and/or varus deformities of<br />

legs (in various levels of shank and distal<br />

part of femur) by the new limb orthoses<br />

with high bending pre-stressing that were<br />

developed by authors. Step by step correction<br />

of bone deformities by orthoses is<br />

based on viscoelastic <strong>pro</strong>perties of bones.<br />

The aim is searching of dependence<br />

between the bone remodelling and bone<br />

stress state under orthose force effect.<br />

Materials and methods: The orthotic<br />

treatment was introduced in a group of<br />

more than 30 children suffering from valgus<br />

or varus deformities of legs. Limb<br />

orthoses are made according to plaster pa-<br />

POHYBOVÉ ÚSTROJÍ, ročník 9, <strong>2002</strong>, č. <strong>3+</strong>4 101

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