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视网膜静脉自发搏动的相位和幅度:扩展的恒定流入与可变流出模型

Phase and amplitude of spontaneous retinal vein pulsations: An extended constant inflow and variable outflow model.

作者信息

Levine David N, Bebie Hans

机构信息

Department of Neurology, New York University School of Medicine, 240 East 38th Street, Suite 20-02, New York, NY 10016, USA.

Institute for Theoretical Physics, University of Berne, CH-3012 Berne, Switzerland.

出版信息

Microvasc Res. 2016 Jul;106:67-79. doi: 10.1016/j.mvr.2016.03.005. Epub 2016 Mar 17.

Abstract

The constant inflow and variable outflow (CIVO) theory correctly predicts that spontaneous pulsation of the retinal veins will be visible close to the point where the vein exits the eye at the lamina cribrosa but will decrease rapidly in amplitude and become too small to see only a short distance upstream. However, the phase of vein oscillation relative to the oscillation of the intraocular pressure (IOP) predicted by CIVO has been unclear and controversial. We show that the CIVO model is indeterminate in predicting such phase relations. We propose a simple extension of the CIVO model that retains its basic equations but applies them to a larger domain that includes not only the intraocular (pre-laminar) portion of the vein but also the retrobulbar (post-laminar) portion of the vein behind the eye. We show that this extended CIVO model makes definite predictions about the phase of vein oscillation relative to the oscillation of IOP. This phase relationship is determined by the relative amplitude and phase of pulsations of the IOP and of the cerebrospinal fluid pressure (CSFP). If IOP and CSFP oscillate in phase, then the pre-laminar vein oscillates in phase with IOP when the amplitude of CSFP exceeds the amplitude of IOP but oscillates in counter phase with IOP when the amplitude of IOP exceeds that of CSFP. These relationships are modified when there is a phase difference between the oscillations of IOP and CSFP. When CSFP leads IOP, the phase of vein oscillation is advanced if the amplitude of CSFP exceeds that of IOP and is delayed if the amplitude of IOP exceeds that of CSFP. The result in each case is that maximum vein size occurs during the rising phase of IOP (ocular systole). We conclude that the driving force of vein oscillation is the difference between the oscillations of IOP and CSFP. The phase of this difference determines the phase relationships above. We show that additional delays in the phase of venous pulsation relative to that of IOP are induced by constriction of the vein within the lamina cribrosa and by recording the vein pulsations upstream from the lamina cribrosa. The amplitude of vein oscillation is proportional to the amplitude of the driving force and to the venous capacitance. Loss of spontaneous retinal vein pulsation with increase in mean CSFP is determined primarily by reduced venous capacitance. Increased amplitude of pulsation may occur when IOP is increased. It is the result of increased venous capacitance and possibly increased driving force of the pulsation. However, in chronic glaucoma the increase in capacitance may be counteracted by venous outflow obstruction, and the increase in driving force may be counteracted by reduced ocular blood flow. As a result retinal vein oscillation may be reduced in amplitude.

摘要

恒定流入与可变流出(CIVO)理论正确地预测到,视网膜静脉的自发搏动在静脉于筛板处穿出眼球的位置附近可见,但振幅会迅速减小,且仅在短距离上游就会变得过小而无法看到。然而,CIVO理论所预测的静脉振荡相对于眼内压(IOP)振荡的相位一直不明确且存在争议。我们表明,CIVO模型在预测这种相位关系时是不确定的。我们提出了CIVO模型的一个简单扩展,保留其基本方程,但将其应用于一个更大的区域,该区域不仅包括静脉的眼内(筛板前)部分,还包括眼球后方静脉的球后(筛板后)部分。我们表明,这个扩展的CIVO模型对静脉振荡相对于IOP振荡的相位做出了明确的预测。这种相位关系由IOP搏动和脑脊液压力(CSFP)搏动的相对振幅和相位决定。如果IOP和CSFP同相振荡,那么当CSFP的振幅超过IOP的振幅时,筛板前静脉与IOP同相振荡,但当IOP的振幅超过CSFP的振幅时,筛板前静脉与IOP反相振荡。当IOP和CSFP的振荡之间存在相位差时,这些关系会被改变。当CSFP超前IOP时,如果CSFP的振幅超过IOP的振幅,静脉振荡的相位会提前,如果IOP的振幅超过CSFP的振幅,静脉振荡的相位会延迟。每种情况下的结果都是最大静脉尺寸出现在IOP的上升期(眼收缩期)。我们得出结论,静脉振荡的驱动力是IOP振荡和CSFP振荡之间的差值。这个差值的相位决定了上述的相位关系。我们表明,相对于IOP相位,静脉搏动相位的额外延迟是由筛板内静脉收缩以及在筛板上游记录静脉搏动所引起的。静脉振荡的振幅与驱动力的振幅以及静脉电容成正比。随着平均CSFP升高,视网膜静脉自发搏动消失主要是由静脉电容减小所致。当IOP升高时,搏动振幅可能会增加。这是静脉电容增加以及搏动驱动力可能增加的结果。然而,在慢性青光眼中,电容的增加可能会被静脉流出道阻塞抵消,而驱动力的增加可能会被眼血流量减少抵消。结果,视网膜静脉振荡的振幅可能会减小。

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