Ledinegg Instability. Figure 1: Sketch illustrating the Ledinegg instability. Two- phase flows can exhibit a range of instabilities. Usually, however, the instability is . will focus on internal flow systems and the multiphase flow instabilities that occur in . Ledinegg instability (Ledinegg ) which is depicted in figure This. Ledinegg instability In fluid dynamics, the Ledinegg instability occurs in two- phase flow, especially in a boiler tube, when the boiling boundary is within the tube.

Author: Moogukazahn Mooguzragore
Country: Maldives
Language: English (Spanish)
Genre: Environment
Published (Last): 17 November 2017
Pages: 272
PDF File Size: 1.38 Mb
ePub File Size: 19.20 Mb
ISBN: 820-3-76695-358-9
Downloads: 98350
Price: Free* [*Free Regsitration Required]
Uploader: Kagakus

Ledinegg instability topic In fluid dynamics, the Ledinegg instability occurs in two-phase flow, especially in a boiler tube, when the boiling boundary is within the tube. Tubular heat exchanger A heat exchanger is a device used to transfer heat between two or more fluids.

However, with initiation of boiling, no flow reversal is observed Figure 5.


During thermal oscillations, dryout or CHF point shift downstream or upstream depending on the flow oscillations. If we have any complex roots s having positive real parts the system is unstable. Larger the riser height, larger is the channel flow rate which may cause larger two-phase pressure drop due to larger riser length.

In fluid mechanics, two-phase nistability is a flow of gas and liquid — a particular example of multiphase flow. For smaller riser height, lesser is the channel flow rate and larger is the channel exit quality for same heating power.

Ledinegg instability in microchannels. Insyability, many NCSs with only a unique steady-state solution can also become unstable during the approach to the steady state due to the appearance of competing multiple solutions due to the inertia and feedback effects pure dynamic instability. Differences also exist in their transport mechanism, oscillatory mode, and analysis methods.

Ledinegg instability in microchannels — Arizona State University

When the power is in between the above specified range, the internal pressure loss curve intersects the driving buoyancy curve at three points i. On the other hand, during flashing instability, the vapor is in thermal equilibrium with the surrounding water and they do not condense during the process of oscillation. Limited studies by Nayak et al.


In other words, heat exchangers are used in both cooling and heating processes. An essential characteristic of the unstable oscillating NC systems is that as it tries to settle down to one of the solutions, a self-generated feedback appears making another solution more attractive causing the system to swing toward it.

If the two-phase pressure drop fluctuation is equal in magnitude but opposite in phase with that of the single-phase region, the fluctuation or oscillation is sustained in the system since there are no attenuating mechanisms. But it may stabilize or destabilize ijstability II instabilities depending on its time period [ 44 ].

Examples and applications Historically, probably the most commonly studied cases of two-phase flow are in large-scale power systems. This can suppress the fluctuation of the driving head for a small change in quality. In view of the existence of ledunegg than two unstable zones, this method of classification could be confusing at times.

While the HEM is found to model the threshold of instability of density-wave type in NCS with reasonably accuracy, however, there are concerns for using this model since the ledinsgg velocity and void distribution parameters which are indications of slip between the phases, are found to affect the stability threshold. With increase in pressure, the threshold power for the lower instability boundary moves to much higher power and the upper threshold boundary does not change significantly.

Similar results were also found for the effect of drift velocity on both type I and type II instabilities [ 37 ].

Ledinegg instability | Revolvy

This classification is actually restricted to only the dynamic instabilities. With n-channels, Aritomi et al. Moreover, from these results it is interpreted that the homogeneous model for void fraction, which considers a zero drift velocity and unity void distribution parameter, predicts the most unstable region as compared to the slip models.


The film itself is not stable causing repetitive wetting and dewetting of the heating surface resulting in an oscillatory surface temperature. Indexed in Science Citation Index Expanded. Different modes of two-phase flows. The internal pressure loss of the system includes the losses due to friction, elevation, acceleration and local in the heated portion, the riser pipes and the steam drum, and all the losses except the elevation loss in the downcomers. Similarly, any slight disturbance causing the flow rate to decrease will shift the operating point to B and then to point A.

The pressure drop fluctuation in this region travels much faster due to incompressibility of single-phase region. This reduces the buoyancy force and the flow, increasing the exit enthalpy resulting in boiling and leading to the repetition of the process. Experimentally, both inphase and out of phase oscillations are observed in parallel channels.

While classifying instabilities of NCSs, a need was felt to consider the instabilities associated with single-phase condition, boiling inception, and two-phase condition separately as a natural circulation system progresses through all these stages before reaching the fully developed two-phase circulation. On the other hand, with increase in local losses in the single-phase region such as orificing at the inlet of channelsthe improvement in stability has been found to be conditional [ 240 ] unlike in forced circulation systems wherein it has been observed that with increase in local losses in the single-phase region always improves the flow stability.

Boiling inception is a large enough disturbance that can bring about significant change in the density and hence the buoyancy driving force in an NCS.

Figure 2 shows an example of the steady-state pressure drop characteristics of the system for analysis of flow pattern transition instability.