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2012 Proceedings - International Tissue Elasticity Conference

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088 TISSUE ELASTICITY AS A MARKER OF PELVIC FLOOR CONDITIONS: CLINICAL RESULTS.<br />

Heather van Raalte 1 , Vladimir Egorov 2 , Vincent Lucente 3 .<br />

1 Princeton Urogynecology, 601 Ewing Street, Suite B–19, Princeton, NJ 08540, USA; 2 Artann<br />

Laboratories, 1459 Lower Ferry Rd., Trenton, NJ 08618, USA; 3 The Institute for Female Pelvic<br />

Medicine and Reconstructive Surgery, 3050 Hamilton Blvd, Suite 200, Allentown, PA 18104, USA.<br />

Background: Changes in the elasticity of vaginal walls, connective support tissues and muscles are<br />

thought to be significant factors in the development of pelvic organ disorders. Previously, we clinically<br />

tested the Vaginal Tactile Imager (VTI) which has allowed imaging of the vagina at specified locations and<br />

an assessment of the associated tissue elasticity [1,2]. The 3–D vaginal tactile image is a spatial scalar<br />

map of stress data (pressures) acquired at a surface of vaginal wall under deformation resulting from<br />

applied transvaginal probe with pressure sensors.<br />

Aims: The objective of this study is to estimate ranges of normality for tissue elasticity of vagina and its<br />

support structures by means of 3–D tactile imaging.<br />

Methods: This is sub–analysis of the dataset of 57 women recruited for clinical studies. The dataset<br />

included 32 women with normal pelvic support and 25 women with pelvic organ prolapse (Stage I–III),<br />

average age 59±18 from 21 to 90 years old. Transvaginal probe included pressure sensor array and six<br />

degree–of–freedom motion tracking sensor. A standard physical examination was performed by an<br />

urogynecologist to characterize pelvic floor conditions. The tissue elasticity (Young’s modulus) was<br />

calculated from spatial gradients in resulting 3–D tactile image. The vaginal wall deformations were in the<br />

range from 5 to 40mm depending on the tissue elasticity under the probe with the applied force not<br />

exceeding 10N.<br />

Results: Figure 1 presents a typical example of tactile imaging for normal pelvic floor conditions. The four<br />

rectangles in the sagittal plane (Figure 1) at apical and mid–vagina anterior and posterior compartments<br />

show areas used for tissue elasticity calculations. Two axial tactile planes in Figure 1 also contain areas<br />

for tissue elasticity calculation. We found for normal pelvic support the ranges for tissue elasticity<br />

(Young’s modulus, kPa) for apical anterior [4.2; 16], apical posterior [3.8; 18], mid anterior [6.0; 25], mid<br />

posterior [8.0; 34], and mid lateral vaginal walls [7; 27]. The elasticity values calculated at the mid lateral<br />

vaginal walls might be related to the conditions of underlying puborectalis, levator ani and obturator<br />

internus muscles, calculated at mid posterior to the rectovaginal fascia and perineal body, apical<br />

posterior elasticity to the uterosacral ligaments, anterior elasticity to vesical and pubocervical fascia. We<br />

estimated an average value of tissue elasticity for anterior and posterior under prolapse conditions as<br />

2.5±1.1kPa.<br />

Conclusions: Our findings suggest that the normality ranges for tissue elasticity of vagina and its<br />

support structures evaluated by VTI might be used as the markers in diagnosis of pelvic floor conditions.<br />

Conclusions: Our findings suggest that the normality ranges for tissue elasticity of vagina and its<br />

support structures evaluated by VTI might be used as the markers in diagnosis of pelvic floor conditions.<br />

Acknowledgements: NIH/NIA Grant AG034714.<br />

References:<br />

[1] IEEE Trans. Biomed. Eng., 57(7), pp. 1736–44; 2010<br />

[2] Int. Urogynecology J., 23(4), pp. 459–66, <strong>2012</strong>.<br />

Figure 1: Two axial (mid and apical from left to right), and saggital cross–sections of 3–D vaginal tactile image<br />

received with VTI for a patient (53 y.o.) with normal pelvic floor condition as was found by physical<br />

examination. Young’s modulus was calculated for areas specified by a rectangle.<br />

46<br />

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