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Method to estimate the in-plane flow from the observation plane Doppler velocity distribution of the fluid
Method to estimate the in-plane flow from the observation plane Doppler velocity distribution of the fluid
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机译:从观测平面的流体多普勒速度分布估算平面内流量的方法
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摘要
PROBLEM TO BE SOLVED: To obtain a method in which an in-plane flow can be estimated simply by a method wherein a two-dimensional boundary inflow and outflow amount and a three-dimensional interlayer inflow and outflow amount are estimated from a Doppler speed distribution so as to be composed. ;SOLUTION: A Doppler flow-rate distance function is separated into a boundary-line flow- rate distance function Qb(x) and a boundary-face flow-rate distance function Qs(x) on the basis of a boundary condition. The boundary condition differs depending on the property of an observation face. The boundary-line flow-rate distance function Qb(x) can be decided by a change with the passage of time in the boundary line of a tomogram. For example, in the ultrasonic image analysis of a heart, the inside wall of the heart is captured as a boundary line, and a boundary-line flow-rate distance function Qb(x) is found on the basis of a change with the passage of time in the position of the inside wall of the heart in a real-time diagnostic image. A boundary-face flow-rate distance function Qs(x) is found as the distance between a Doppler flow-rate distance function Qd(x) and the boundary-line flow- rate distance function Qb(x). In this manner, when a flow rate [the function Qb(x)] which flows into and out from the two-dimensional direction and a flow rate [the function Qs(x)] which flows into and out in an interlayer part in the three-dimensional direction are determined quantitatively, an in-plane flow-rate function and a stream-line flow-rate function can be found separately on the basis of them.;COPYRIGHT: (C)1999,JPO
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机译:解决的问题:要获得一种方法,其中可以简单地通过多普勒速度分布来估算二维边界流入和流出量以及三维层间流入和流出量的方法来估算面内流量以便组成。 ;解决方案:将多普勒流速距离函数分为边界线流速距离函数Q b Sub>(x)和边界面流速距离函数Q s < / Sub>(x)基于边界条件。边界条件根据观察面的特性而不同。边界线流速距离函数Q b Sub>(x)可以通过在断层图的边界线上随时间的变化来确定。例如,在心脏的超声图像分析中,将心脏的内壁捕获为边界线,并在边界上找到边界线流速距离函数Q b Sub>(x)实时诊断图像中心脏内壁位置随时间变化的变化基础。边界面流速距离函数Q s Sub>(x)被发现为多普勒流速距离函数Q d Sub>(x)和边界-线流量距离函数Q b Sub>(x)。以这种方式,当从二维方向流入和流出的流量[函数Q b Sub>(x)]和流量[函数Q s Sub> >(x)]定量地确定在三维方向上在夹层部分中流入和流出的量,基于它们,可以分别找到面内流速函数和流线流速函数。;版权:(C)1999,日本特许厅
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