Manifolds. Barge is equipped with cargo manifolds, piping valves, hoses, cranes and other equipment sufficient to permit Cargo loading and/or discharge operations for each cargo on both port or starboard side.
Manifolds. 8.80 Does vessel comply with the latest edition of the OCIMF ‘Recommendations for Oil Tanker Manifolds and Associated Equipment’? Yes
Manifolds. The Harvard Group acknowledges and agrees that upon completion of such Molds and Cores, GM will solely own all right, title and interest in and to the Molds and Cores and the Harvard Group will have no rights whatsoever in such Molds and Cores, other than the right to use such Molds and Cores as bailee at will to produce Component Parts for GM.
Manifolds. The Harvard Group hereby grants GM the power of attorney to execute on its behalf and file a notice financing statement to reflect GM's ownership interest in the Second Line and/or to affix any plate, stamp or other evidence of GM's ownership upon each item of the Second Line. GM shall have the right to take immediate possession of the Second Line at any time without payment of any kind from GM to the Harvard Group and the Harvard Group agrees to cooperate with GM in GM's taking possession of the Second Line. Likewise, effective immediately upon written notice to the Harvard Group, without further notice or court hearing, which rights, if any, are hereby waived, GM shall have the right to enter the Harvard Group's premises and take possession of all or any part of the Second Line without payment of any kind from GM to the Harvard Group, and the Harvard Group agrees to provide GM or its nominees with such access.
Manifolds. A manifold is a generalization of our idea of a smooth surface embedded in Euclidean space. For an n-dimensional manifold, around every point there is a simply-connected open set, the coor- dinate patch, and a one-to-one continuous function, the coordinate function or chart, mapping every point in that open set to a tuple of n real numbers, the coordinates. In general, several charts are needed to label all points on a manifold. It is required that if a region is in more than one coordinate patch then the coordinates are consistent in that the function mapping one set of coordinates to another is continuous (and perhaps differentiable to some de- gree). A consistent system of coordinate patches and coordinate functions that covers the entire manifold is called an atlas. An example of a 2-dimensional manifold is the surface of a sphere or of a coffee cup. The space of all configurations of a planar double pendulum is a more abstract example of a 2-dimensional manifold. A manifold that looks locally Euclidean may not look like Euclidean space globally: for example, it may not be simply connected. The surface of the coffee cup is not simply connected, because there is a hole in the handle for your fingers. An example of a coordinate function is the function that maps points in a simply-connected open neighborhood of the surface of a sphere to the tuple of latitude and longitude.1 If we want to talk about motion on the Earth, we can identify the space of configurations to a 2-sphere (the surface of a 3-dimensional ball). The map from the 2-sphere to the 3-dimensional coordinates of a point on the surface of the Earth captures the shape of the Earth. Two angles specify the configuration of the planar double pen- dulum. The manifold of configurations is a torus, where each point on the torus corresponds to a configuration of the double pendulum. The constraints, such as the lengths of the pendu- xxx rods, are built into the map between the generalized coordi- 1The open set for a latitude-longitude coordinate system cannot include either ◦ pole (because longitude is not defined at the poles) or the 180 meridian (where the longitude is discontinuous). Other coordinate systems are needed to cover these places. xxxxx of points on the torus and the arrangements of masses in 3-dimensional space. There are computational objects that we can use to model man- ifolds. For example, we can make an object that represents the plane2 (define R2 (make-manifold R^n 2)) and give it the nam...
Manifolds. Model Price Per Filter Case Price (20 per case) Description EC-‐09 $10.00 $8.75 Series Manifold -‐ Two Stage for high sediment application (VH1-‐1057-‐S 1/4) EC-‐10 $10.00 $8.75 Parrallel Manifold -‐ Two Stage for high flow requirements (VH1-‐1057-‐P 1/4) Accessories Model Price Per Filter Case Price (20 per case) Description 89112 $4.00 N/A Condenser Bracket -‐ Bracket to mount filters on cooler condenser 89111 $2.00 N/A Flat Wall Bracket -‐ Mount for wall installation EC-‐04 $6.50 N/A Cartridge Removal Tool -‐ Tool for removing filter cartridges Notes: Freight: For Dual System choose (2) filter assemblies and manifold cost. Extra freight charges for: Lift gate $25, Resdential delivery $20 Complete assembly includes Housing and Filter Cartridge In-‐stock filters will be shpped within 24 hours of the order being received Prices subject to change without notice. 4/16 MTN Products 0000 Xxxxxxxx Xxxxxx, La Verne, CA 91750 T (909) 629-‐7301, F (909) 629-‐7380 xxx.xxxxxxxxxxx.xxx xxxxxxxx.xxxxxxx@xxxxxxxxxxx.xxx 2016 POU/Filtration Accessory Price Sheet Product No. Fits Models Brand Description Price ACB 550 ACB 500p AquaBarista™ Base and Tank Kit $40.00 ACB 560 ACB 500p AquaBarista™ Float Kit, Pressure Regulator and Bracket $29.95 89142 IW 000, XXX 000, XX 215LX Inspirations® Cup Dispenser Bracket, White $0.86 89002 IB 115, IB 215, IB 215LX Inspirations® Cup Dispenser, Black $8.28 97111B GNB 215p, GNB 215p-‐CD Nexus® Float Kit Assy $34.32 97028 GNB 215-‐i-‐SIP Nexus® Float Kit Assy, SIP $26.70 97112B GCB 215i-‐SIP Nexus® CT Float Kit Assy, SIP $38.27 97028A HB 215-‐3G-‐i-‐SIP Horizons® 3G Float Kit Assy w/Diffuser Group, Down Tube Assy $26.70 96157A HB 215-‐3G-‐i-‐SIP Horizons® 3G Float Kit Assy-‐ w/Diffuser Group, Down Tube Assy $39.53 96118R HB 215-‐3G, HB 215-‐3G-‐i-‐SIP Horizons® 3G Float Kit w/Regulator $29.69 90102FK IB 115, IB 215, IB 215LX Inspirations® Float Kit, Black $39.00 90101FK IW 000, XX 000, XX 215LX Inspirations® Float Kit, White $39.00 90102 IB 115, IB 215, IB 215LX Inspirations® Lid, Black $10.35 90101 IW 000, XX 000, XX 215LX Inspirations® Lid, White $10.35 89120R All Models All Models Float w/Regulator $23.44 90205 All Models All Models Leak Detector Replacement Cartridge, Pkg of 2 $5.15 90201 All Models All Models Leak Detector, 1/4” Push-‐Fit $10.36 89103 All Models All Models Pressure Regulator, 60 psi $13.70 2016 MTN Products Technologies Accu-‐Temp®: Proprietary dispensing system serves drinking water ...
Manifolds. The administration of saline, imaging and contrast fluids and the management of blood pressure monitoring, fluid injection and waste collection in angiography or angioplasty procedures is accomplished through a series of valves on a manifold which controls the flow of various fluids in different directions. The Company has designed its own manifold consisting of two, three, four or five valves. The Company believes its manifold offers greater ease of use, simplified identification of flow direction and leak-free operation under the pressures of manual or mechanical injection of fluids when compared to manifolds sold by competitors. The Merit Manifold is sold separately but is also a key component of the Company's custom kits. Waste Containment System. Because of heightened awareness of the dangers associated with contacting blood and related waste materials, hospitals have moved toward closed systems whenever possible. To address these concerns, the Company has designed a waste containment bag which connects to a manifold and collects waste materials such as blood and other fluids during angiography, angioplasty or other procedures. The Merit Disposal Depot is self-contained for ease of disposal and reduces risk of contamination.
Manifolds. The first main result is a complete description of what the metric looks like close to any such singular vertex. Theorem 1 (Classification of singular vertices). There are 32 possibilities for the local isometry type of a singular vertex in a nonnegatively curved integral polyhedral 3-manifold. This result is fleshed out and proven in Section 3.2, and the 32 local isometry types are given in the appendix. The central idea is that the local isometry type of a point in a polyhedral manifold can be encapsulated in the link of that point. The link of a point in a polyhedral manifold is essentially a small metric sphere about that point, scaled up so
