Coalesce r
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IntroductionWhether engineering a new coalescer vessel, ordebottlenecking an existing separator, full knowledgeand understanding of the basic principles involved arerequired. Often overlooked are the capabilities of prop-erly selected and designed internals for the enhance-ment of simple gravity separation. This Liquid-LiquidCoalescer Design Manual describes the use of variousmedia and methods employed for decades to increaseplant productivity. Typical applications include:
Removal of Bottlenecks in existing Decanters and Three Phase Separators.
Reduction in New Vessel Sizes Up to five times relative to gravity settling alone.
Improvements in Product Purity Carry-over entrainment reduced to 1 ppm and less.
Compliance with Environmental Regulations Cost effective solutions to wastewatertreatment and oil spill cleanups.
When two liquids are immiscible, or non-soluble inone another, they can form either an emulsion or acolloidal suspension. In either of these mixtures, thedispersed liquid forms droplets in the continuousphase. In a suspension, the droplets are less than onemicron in diameter and the liquids cannot readily beseparated with the technologies described here.Fortunately, in the chemical and hydrocarbon processindustries droplet sizes are typically greater than thisand/or the purities required can be achieved withoutaddressing the ultra-light colloidal component of thestream.
Stokes Settling Using Gravity Traditionally, gravity separators were used to handleemulsions before the use of coalescing media became
commonplace. In thisequipment, differences indensities of the two liquidscause droplets to rise orfall by their buoyancy. Thegreater the difference indensities, the easier theseparation becomes.Rising (or falling) dropletsare slowed by frictionalforces from viscous effectsof the opposing liquid.When the stream is not
flowing and the opposing forces of buoyancy and vis-cous drag balance (Figure 1), the droplet has achievedits Terminal Settling Velocity. This vertical velocity isconstant because there are no net forces acting uponthe droplet. This mechanism of separating liquids bygravity is called Stokes Settling after the nineteenthcentury English researcher Sir George Stokes.
The equation he developed for the terminal settlingvelocity is still used today:
vt = 1.78 X 10-6 (S.G.) (d)2 / (1)
vt = Terminal Settling Velocity, ft/s
d = Droplet Diameter, microns
S.G. = Specific Gravity Difference between the Continuous and Dispersed Phases
= Continuous Phase Viscosity, centipoise
The size of a gravity decanter is derived from 1) theterminal settling velocity of a minimum sized dropletand 2) the inertial force imparted to the droplet due tothe velocity of the emulsion through the vessel. Atthese conditions, all droplets larger than a minimumwill be removed at a quicker rate and hence need notbe considered. The minimum sized droplet must beestimated if empirical data is not available. Typicallythe minimum droplet size is estimated to be between75 to 300m. For example, API Publication 421 usesminimum sized droplets of 150m for oil/water sys-tems in refineries. Note that in Stokes Settling thevessel must be sized to ensure laminar or streamlineflow; turbulent flow causes remixing. An example ofthis sizing method in a decanter is contained in CaseStudy 2, see page 12.
In order to settle fine droplets and ensure laminar flow,large vessels and long residence times are required.It may take five, ten, and or even thirty minutes tomake a separation, depending on the physical prop-erties of the stream. With the capacity intensificationforced on modern refineries and chemical plants andachieved with advanced mass transfer internals, cat-alysts, and heat exchanger designs, operators findthat their separators only have half or a third of thetime originally anticipated. This results in hazy, offspec products or intermediates that cause problemsin downstream equipment.
TEL: 800-231-0077 FAX: 713-433-6201 WEB: www.acsseparations.com EMAIL: [email protected]
LIQUID-LIQUID
COALESCER DESIGN MANUAL
1
Bouyant Force
Inertial Forced
Viscous DragForce
FIGURE 1
Forces on a light dropletdispersed in a heavy liquid