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Open channels

We smmnarize here only the main results of the theory and refer to a recent review [27] for details. The total number of adiabatically open channels is computed by searching for chaimel potential maxima V The... [Pg.782]

A partial acknowledgment of the influence of higher discrete and continuum states, not included within the wavefunction expansion, is to add, to the tmncated set of basis states, functions of the fomi T p(r)<6p(r) where dip is not an eigenfiinction of the internal Flamiltonian but is chosen so as to represent some appropriate average of bound and continuum states. These pseudostates can provide fiill polarization distortion to die target by incident electrons and allows flux to be transferred from the the open channels included in the tmncated set. [Pg.2050]

Head-Area Meters. The Bernoulli principle, the basis of closed-pipe differential-pressure flow measurement, can also be appHed to open-channel Hquid flows. When an obstmction is placed in an open channel, the flowing Hquid backs up and, by means of the Bernoulli equation, the flow rate can be shown to be proportional to the head, the exact relationship being a function of the obstmction shape. [Pg.62]

A number of flume designs have been created specifically for use in partially fiUed circular conduits such as sewers. These are available in molded fiber glass and can be lowered through a manhole if required. As with all open-channel head-area meters, flumes must be sized to prevent submergence of the restriction. [Pg.63]

Gup and Vane Anemometers. A number of flow meter designs use a rotating element kept in motion by the kinetic energy of the flowing stream such that the speed is a measure of fluid velocity. In general, these meters, if used to measure wind velocity, are called anemometers if used for open-channel Hquids, current meters and if used for closed pipes, turbine flow meters. [Pg.63]

Current Meters. Various vane designs have been adapted for open-channel flow measurement. The rotating element is partially immersed and rotates rather like a water wheel. Operation is similar to that of vane anemometers. [Pg.63]

Eiquid Flow Measurement in Open Channels Using Thin Plate Weirs and Venturi Flumes, ISO 1438-1975(E), International Organization for Standardization, Geneva, Switzerland, 1975. [Pg.68]

Measurement by Liquid Level. The flow rate of Hquids flowing in open channels is often measured by the use of weirs (see Liquid-LEVEL measurement). The most common type is the rectangular weir shown in Figure 22e. The flow rate across such a weir varies approximately with the quantity. Other shapes of weirs are also employed. Standard civil engineering handbooks describe the precautions necessary for constmcting and interpreting data from weirs. [Pg.110]

Palygorskite and sepioHte are different from other clay minerals in the manner in which the 2 1 layers are joined. Rather than being joined in a continuous manner, the tetrahedral sheets are joined to an adjacent inverted tetrahedral layer, making the octahedral layers noncontinuous and leaving an open channel in the mineral stmcture (37,38,148). The dimension of palygorskite is teI.S nm (18 E) the dimension of sepioHte is 9e2.7 nm (27 E) (37). [Pg.199]

The most often used friction correlation for open channel flows is due to Manning (Trans. Inst. Civ. Engrs. Ireland, 20, 161 [1891]) and is equivalent to... [Pg.639]

This equation is cubic in hquid depth. Below a minimum value of Ejp there are no real positive roots above the minimum value there are two positive real roots. At this minimum value of Ejp the flow is critical that is, Fr = 1, V= V, and Ejp = (3/2)h. Near critical flow conditions, wave motion ana sudden depth changes called hydraulic jumps are hkely. Chow (Open Channel Hydraulics, McGraw-Hill, New York, 1959), discusses the numerous surface profile shapes which may exist in nommiform open channel flows. [Pg.639]

SOURCE Brater and King, Handbook of Hydraulics, 6th ed., McGraw-HiU, New York, 1976, p. 7—22. For detailed information, see Chow, Open-Channel Hydraulics, McGraw-Hill, New York, 1959, pp. 110—123. [Pg.639]

The current meter is generally used for measuring velocities in open channels such as rivers and irrigation channels. There are two types, the cup meter and the propeller meter. The former is more widely used. It consists of six conical cups mounted on a vertical axis pivoted at the ends and free to rotate between the rigid arms of a... [Pg.888]

Liquid flow in an open channel may be metered by means of a weir, which consists of a dam over which, or through a notch in which, the liquid flows. The terms rectangular weir, triangular weir, etc., generally refer to the shape of the notch in a notched weir. AU weirs considered here have flat upstream faces that are perpendicular to the bed aud walls of the channel. [Pg.897]

Information on other types of weirs can be obtained from Addison, op. cit. Gibson, Hydraulics and Its Applications, 5th ed.. Constable, London, 1952 Henderson, Open Channel Flow, Macmillan, New York, 1966 Linford, Flow Mea.surement and Meters, Spon, London, 1949 Lakshmana Rao, Theory of Weirs, in Advances in Hydroscience, vol. 10, Academic, New York, 1975 and Urquhart, Civil Engineering Handbook, 4th ed., McGraw-HiU, New York, 1959. [Pg.898]

Weir A wall or plate placed in an open channel and used to measure the flow of water. [Pg.629]

In filters etc. the particles become largely static in a bed or cake and in such cases the fluid therefore passes through a fixed array of particles or a porous solid and experiences drag as it does so (Figure 2.9). The particles resist the flow, reduce the velocity and give rise to an enhanced pressure drop compared with that in open channel flow. [Pg.37]

Avoid placing several pumps in one open channel removing w ater in series fashion. If this must be done, velocity at each pump must be kept at same value as for single pump. The channel width at each pump would be taken from Reference [17]. [Pg.212]

The amount of open channel, expressed as a fraction of total channel (popen = ([ARopen] + [RopeJ)/[R total]), is... [Pg.56]

The open channel has in most cases a selective permeability, allowing a restricted class of ions to flow,for example Na+, K+, Ca++ or Cl- and, accordingly, these channels are called Na+-channels, K+-channels, Ca -channels and Cr-channels. In contrast, cation-permeable channels with little selectivity reject all anions but discriminate little among small cations. Little is known about the structures and functions of these non-selective cation channels [1], and so far only one of them, the nicotinic acetylcholine receptor (nAChR, see Nicotinic Receptors), has been characterized in depth [2, 3]. The nAChR is a ligand-gated channel (see below) that does not select well among cations the channel is even permeable to choline, glycine ethylester and tris buffer cations. A number of other plasma... [Pg.870]

At the level of a single channel, addition of ACh is followed by transient openings of the channel. The current i flowing through an open channel is 4 pA at a membrane potential Voi-l 00 mV. Since one ampere (A) represents the flow of 6.24-1018 charges per second, 2.5-107 Na+ ions per second flow through an open channel. The conductance g of a plasma membrane channel is the measure of the ease of flow of cuirent between the extracellular space and the cytosol or vice... [Pg.871]

Psychotomimetic Drugs. Figure 2 Chemical structures of the dissociative anesthetics phencyclidine (PCP) and ketamine. Both are arylcycloalkylamine derivatives that are open channel blockers of the NMDA channel. [Pg.1045]

In cerebellar Purkinje cells, a TTX-sensitive inward current is elicited, when the membrane was partially repolarized after strong depolarization. This resurgent current contributes to high-frequency repetitive firing of Purkinje neurons. The resurgent current results from open channel block by the cytoplasmic tail of the (34 subunit. The med Nav 1.6 mutant mice show defective synaptic transmission in the neuromuscular junction and degeneration of cerebellar Purkinje cells. [Pg.1307]

Voltage-gated potassium (Kv) channels are membrane-inserted protein complexes, which form potassium-selective pores that are gated by changes in the potential across the membrane. The potassium current flow through the open channel follows by the electrochemical gradient as defined by the Nernst equation. In general, Kv channels are localized in the plasma membrane. [Pg.1308]


See other pages where Open channels is mentioned: [Pg.972]    [Pg.254]    [Pg.399]    [Pg.62]    [Pg.62]    [Pg.95]    [Pg.61]    [Pg.177]    [Pg.235]    [Pg.283]    [Pg.88]    [Pg.179]    [Pg.627]    [Pg.638]    [Pg.897]    [Pg.1560]    [Pg.102]    [Pg.731]    [Pg.47]    [Pg.48]    [Pg.48]    [Pg.279]    [Pg.297]    [Pg.1045]    [Pg.1310]    [Pg.1311]   
See also in sourсe #XX -- [ Pg.44 , Pg.70 ]

See also in sourсe #XX -- [ Pg.433 ]




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BK channel openers

Capillary electrochromatography open channel

Channel opening, mechanism

Columns open channel

Diffusers open channel

Flow in open channel

Flow through an open channel

Flow through open channel

For an open channel

For open channel

In open channels

Ion channels opening and closing

K+ Channel Openers

Katp channel openers

Monoliths open-channel

Open Channels Selectivity and Conductance

Open channel block

Open channel blockers

Open channel flow

Open channel flow measurement

Open channel states

Open channel, single membranes

Open channels Reynolds number

Open channels uniform flow

Open transmission channels

Open-channel electrochromatography

Open-channel noise levels

Open-channel resonances

Open-channel-like

Potassium Channel Opener Preparation of Chiral Epoxide and trans-Diol

Potassium channel opener

Potassium channel opening drugs

Reversed micelles open water-channel model

Ring Number of Pore Opening and Channel Dimension in Zeolites

Slurry Flow In Open Channels and Drop Boxes

Tilted open channel

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Velocity open channel flow

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