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Covering operation

At processing complexes, central utiUties and other faciUties are shared by several battery-limits process plants. The capital cost of a central utiUty is sometimes charged to the capital cost of each battery-limits plant as an allocated capital cost based on the unit capital cost of the utiUty faciUty and the units of capacity of the utiUty required by the plant. In this case, the use charge per unit consumed only covers operating expenses. The alternative is to recover utihty capital costs, as well as operating expense, in the unit usage charge. [Pg.443]

The manufacturer of structures that satisfy API Standard 4F must also furnish the purchaser with one set of instructions that covers operational features, block reeving diagram, and lubrication points for each drilling or well servicing structure. Instructions should include the raising and lowering of the mast and a facsimile of the API nameplate. [Pg.500]

FOOTWEAR COVERS OPERATING ROOM NON-CON DU CTIVE EXTRA LARGE 100S 6532011522796 PG 24.63 ... [Pg.409]

A test for recognizing a covering operation is that it would go unnoticed by an observer who was temporarily not looking while the operation was being performed. [Pg.4]

Many covering operations correspond to simple rotations - it is easy, and most helpful, to try them out with molecular models. In addition, a mirror reflection of the distribution of matter in the water molecule in a plane passing through the oxygen atom and perpendicular to the molecule is a covering operation. It is illustrated in Figure 2.2. [Pg.4]

The complete list of covering operations of any object is a precise description of its symmetry. [Pg.4]

There is one covering operation that even the most asymmetric object must have the operation of leaving it alone. Like multiplying a number by 1, there... [Pg.4]

A fourth covering operation of the water molecule is reflection IN the plane of the molecule. This is also a vertical mirror it is denoted by the symbol cr. ... [Pg.5]

Is the set E, C2, (Tv and water molecule, or do additional covering operations exist One way to try to generate additional covering operations is by applying two known covering operations in succession for example, C2 followed by a. ... [Pg.6]

This compound operation must also be a covering operation of the water molecule - it satisfies the criterion of undetectability by a temporarily distracted observer. However, it is not a new covering operation, but is equivalent to... [Pg.6]

Thus the assertion that the compound operation (C2 followed by a ) is equivalent to (t(, means not only that both produce the same result if applied to the water molecule, but that both produce the same result if applied to any object whatever, even an operation for which none of the transformations a, C2 or (C2 followed by (T, ) is a covering operation. [Pg.7]

It is usual to refer to the compound operation produced by applying two operations in succession as the product of the two operations. In order to investigate further whether the products of the known covering operations of the water molecule produce any new ones, it is helpful to construct a complete multiplication table, shown in the box. Each entry in the table gives the operation resulting from applying hrst the operation at the head of the column containing the entry, and then the operation at the left of the row. [Pg.8]

No new covering operations have been generated - perhaps we have already found all of them. [Pg.8]

The fact that the product of any two of the four covering operations of the water molecule is again one of the four can be expressed by the statement that the set E, C2,(Jv, and [Pg.8]

As an important step towards appreciating the abstract concept of a group, try to recognize what the set of covering operations of the water molecule and these numerical examples have in common. [Pg.8]

The covering operations of this molecule are only the identity E and a reflection in the plane of the molecule, denoted simply as a. Compare the multiplication table of this group with that of the group formed by 1 and -1 under multiplication ... [Pg.9]

Problem 2-2. Consider the symmetry group of an object for which the only covering operations are the identity and rotations by 120° (= C3) and 240° (= Cg) around the same axis. The multiphcation table for this group is ... [Pg.10]

Problem 3-1. Verify that the set of covering operations of the water molecule is a group, with the definition of the product of two operations as the compound operation resulting from applying them in succession. [Pg.11]

There is quite a range of the possible types of symmetry that a molecule can exhibit. The only covering operation of an asymmetric molecule such as morphine is the identity the symmetry group of methane, a molecule of very high symmetry, contains fourteen covering operations. [Pg.15]

This chapter surveys the varieties of symmetry observed in molecules. First, the different types of covering operations are defined and illustrated. A consideration of possible compatible combinations of symmetry elements leads to a catalog of the common point groups. [Pg.15]

A molecule has an axis of rotation of degree n, or an n—fold rotation axis, if rotation by th of a full turn is a covering operation. If n = 2, the rotation is by half a turn, or 180°, as in the case of the C2 axis of the water molecule. The symbol denotes an n—fold axis. [Pg.15]

A molecule has a plane of symmetry, or mirror plane, if reflection of all atoms in the plane is a covering operation. [Pg.16]

A twofold rotation around the molecular axis of cA-7,2-dichloroethylene is not a covering operation, because the rotation exchanges hydrogens and chlorines. However, the compound operation of the twofold rotation followed by a reflection in a plane perpendicular to the molecular axis - a C2 followed by a ah — is a covering operation. The combination of an n—fold rotation and a reflection in a perpendicular plane is called a rotatory-reflection or improper rotation, symboUzed Sn-... [Pg.19]

Although the symmetric stretch and the bend have the full symmetry of the molecule, the antisymmetric stretch does not the only covering operations of this mode are E and cr. The symmetry group of each normal mode is either the entire symmetry group of the undistorted molecule, or a subgroup. [Pg.40]

The top line identifies the group and contains headings for the columns associated with each covering operation. The symbols Ai, A2, Bi and B2 are the names of the four symmetry species corresponding to the irreducible representations. The lines of numbers to the right of the symmetry species designations are the traces of the matrices of the representations. In this case, the characters themselves represent the group, albeit unfaithfully. This is not always true. [Pg.46]

In 1998 and 1999, the Geo-Cleanse process was used to treat 16,500 gal of groundwater contaminated with trichloroethene (TCE) at the DOD s Naval Air Station in Pensacola, Florida. According to the vendor, the total cost for the demonstration was 178,338. Approximately 97,018 of the total were capital expenses and the remaining 81,320 covered operation and maintenance costs. The costs associated with electrical power and water supply were not included in the final cost figure (D21045X, p. 127). [Pg.614]

Light the test flame, adjusting it to the size of the small bead on the cover. Operate the mechanism on the cover in such a manner as to introduce the test flame into the vapor space of the cup, and immediately bring it up again. The time consumed for the full operation shall be about 1 sec, or the time required to pronounce distinctly the words "thousand and one . Avoid any jerkiness in the operation of depressing and raising the test flame... [Pg.465]

The coefficients a must be so chosen that 2 0,- transforms in the fashion appropriate to the irreducible representation r. Now the important point is that bases for only certain irreducible representations can be constructed out of linear combinations of the vL- To determine which, one ascertains the group characters associated with the transformation scheme, usually reducible, of the original attached wave functions rpi before linear combinations are taken. This step is easy, as the character xd for a covering operation D is simply equal to q, where q is the number of atoms left invariant by D. This result is true inasmuch as D leaves q of the atoms alone, and completely rearranges the others, so that the diagonal sum involved in the character will contain unity q times, and will have zeros for the other entries. The scheme for evaluating the characters is reminiscent of that in the group... [Pg.258]

Here x(C4), for instance, means the character for the covering operation consisting of rotation about one of the fourfold or principal cubic axes (normals to cube faces) by 2a-/4. Any rotation about such an axis leaves two atoms invariant, and hence x(Cs) = x(C4) = 2- On the other hand, x((Y)=x(Q)—0 since no atoms are left invariant under rotations about the twofold or secondary cubic axes (surface diagonals) or about the threefold axes (body diagonals). Inversion in the center of symmetry is denoted by I. By using tables of characters for the group Oh, one finds that the irreducible representations contained in the character scheme (2) are, in MuIIiken s notation,4... [Pg.258]

Symmetry-Forbidden.—Transitions for which the transition moment vanishes because of the symmetry properties of the integrand. To be nonzero the function totally symmetric since totally symmetric, the transition will only be allowed if the product Mthree components of the dipole operator ordinarily transform differently under the covering operations of the various point groups, a transition may be allowed with polariza-... [Pg.15]

Maintenance management activities ensure cooling system functional performance and will cover operational maintenance, corrective or emergency maintenance, and routine preventative maintenance. [Pg.318]

Standard operating procedures will be required as written instruction to operating personnel on how to operate the manufacturing process. These will cover operation in conjunction with the computer system and also any tasks that are independent of the computer system. Where there is a requirement for quality-critical data to be manually entered on the computer system, there should be an additional check on the accuracy of the entry. If the computer system is not designed to carry out and record this check, then the relevant SOP must include this check by a second operative. [Pg.575]


See other pages where Covering operation is mentioned: [Pg.7]    [Pg.544]    [Pg.66]    [Pg.66]    [Pg.38]    [Pg.3]    [Pg.6]    [Pg.8]    [Pg.13]    [Pg.19]    [Pg.27]    [Pg.70]    [Pg.104]    [Pg.78]    [Pg.258]    [Pg.16]    [Pg.19]   
See also in sourсe #XX -- [ Pg.3 , Pg.16 , Pg.27 ]




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