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УСТРОЙСТВО И СПОСОБ ЛЕЧЕНИЯ ШУМА В УШАХ
专利权人:
АКЛОМА ТИННИТУС АБ (SE)
发明人:
ЙОХАНССОН Бенни (SE)
申请号:
RU2014150984
公开号:
RU2014150984A
申请日:
2014.12.16
申请国别(地区):
RU
年份:
2016
代理人:
摘要:
1. An apparatus for the treatment of tinnitus, comprising at least one topographic geometrical matrix and a substrate, wherein each topographic geometrical matrix is ​​applied on a substrate and comprises: a) at least two concentric circles, b) a circle having at least one the inscribed circle, and the circle, and said at least one circle have a common tangent point arc, while for circles and above a) and b) is closest to the center of the circle is open or closed, the diameter of the outermost to UGA is a maximum of 130 mm and a diameter closest to the center of the circle is at the most 3 mm, and the ratio between the diameter farthest from the center of the circle and the diameter of the next circle counting inwards toward the common center of circles, is at least 1,3 c) collection of identical circles, based on the location of which the structure is "flower life" shown in Figure 2, or asymmetric variations of a) to c), wherein the ratio between the diameter farthest from the center of the circle and the next circle diameter starting ext to the common center of circles in the matrices is the ratio between an arbitrary number of at least 2 in the sequence of Fibonacci numbers (0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 233 ..., etc.) and any number less than, equal to at least 1 in the sequence of Fibonacci numbers, and includes ± 10% for each sootnosheniya.2. The apparatus of claim. 1, wherein the topographic geometrical matrix is ​​formed by two concentric circles, with the closest to the center of the circle is closed (the matrix SS) .3. The apparatus of claim. 2, wherein the ratio between the outermost circle and most bli1. Устройство для лечения шума в ушах, содержащее по меньшей мере одну топографическую геометрическую матрицу и основу, при этом каждая топографическая геометрическая матрица накладывается на основу и содержит:a) по меньшей мере два концентрических круга,b) круг, имеющий по меньшей мере один вписанный в него круг, при этом круг и указанный
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